tag:blogger.com,1999:blog-79436712326035329342024-03-18T23:55:11.728-03:00SAEntistaSAEntista: Plataforma exclusiva para enfermeiros interessados na Sistematização da Assistência de Enfermagem (SAE)Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.comBlogger96125tag:blogger.com,1999:blog-7943671232603532934.post-67567354804531369902017-10-26T16:44:00.000-03:002017-10-26T16:49:18.686-03:00CIPE 2017Avanços no conhecimento da Classificação Internacional para a Prática de Enfermagem - CIPE® (1989-2017)<a href="http://enipe.com.br/sites/default/files/inline-files/Telma%20Manuscrito.pdf" target="_blank">http://enipe.com.br/sites/default/files/inline-files/Telma%20Manuscrito.pdf</a><img height="171" 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" width="640" />Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-54394939775608698002016-05-31T16:40:00.000-03:002016-05-31T16:40:15.436-03:00Conselho Administrativo da NANDA-I<span style="font-size: large;"><span class="" id="result_box" lang="pt"><span class="">Conselho Administrativo</span><br /><br /><span class="">Presidente</span><br /><span class="">Dorothy</span> <span class="">Jones</span><span class="">, PhD</span><span class="">, RN,</span> <span class="">FNI</span><span>,</span> <span>FAAN</span><br /><span class=""> </span></span></span><br />
<span style="font-size: large;"><span class="" id="result_box" lang="pt"><span class="">Membros</span><br /><span class="">Jeffrey</span> <span class="">Adams</span><span>, PhD</span><span>, RN</span><br /><span>(</span><span class="">NANDA</span> <span>Internacional</span> <span>Tesoureiro</span><span class="">-</span><span class="">Secretário</span><span class="">)</span><br /><br /><span>Kay</span> <span>Avant</span><span class="">, PhD</span><span class="">, RN,</span> <span>FNI</span><span>,</span> <span>FAAN</span><br /><br /><span class="">Lynda</span> <span>Juall</span> <span class="">Carpenito</span><span class="">, MSN,</span> <span class="">CRNP</span><span>,</span> <span class="">FNI</span><br /><br /><span>Dorothy</span> <span>DeMaio</span><span>,</span> <span class="">EdD</span><span class="">, RN,</span> <span>FAAN</span><br /><br /><span>T.</span> <span>Heather</span> <span class="">Herdman</span><span>, PhD</span><span>, RN,</span> <span>FNI</span><br /><span class="">(Director</span> <span>NANDA</span> <span>International Executive</span><span>)</span><br /><br /><span class="">Marge</span> <span>Lunney</span><span class="">, PhD</span><span>, RN,</span> <span>FNI</span><br /><br /><span class="">Professor</span> <span>Dickon</span> <span class="">Weir</span><span>-Hughes</span><span>,</span> <span>FNI</span><br /><span>(</span><span>NANDA</span> <span class="">Internacional</span> <span class="">Ex-Presidente</span><span>)</span></span></span>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-59628117782799545252016-05-31T16:30:00.000-03:002016-05-31T16:30:15.899-03:00Marjory Gordon, Ph.D., RN, FNI, FAAN<span style="font-size: large;"><span class="" id="result_box" lang="pt"><span title="Marjory Gordon, Ph.D., RN, FNI, FAAN
">* Tradução pelo Google</span></span></span><br /><span style="font-size: large;"><span class="" id="result_box" lang="pt"><span title="Marjory Gordon, Ph.D., RN, FNI, FAAN
"><img align="left" alt="" border="0" height="169px" src="http://www.nanda.org/assets/images/Leadership/Marj%20Gordon.png" style="margin: 4px 2px;" width="150px" /></span><span title="Dr. Marjory Gordon died on April 29, 2015, in Boston, Massachusetts (USA).">Dr. Marjory Gordon morreu em 29 de abril, 2015, em Boston, Massachusetts (EUA). </span><span title="Gordon earned bachelor of science and master of science degrees from Hunter College, City University of New York and a doctoral degree from Boston College.
">Gordon ganhou título de bacharel e mestre de ciência graus de Hunter
College, Universidade da Cidade de Nova York e um grau de doutoramento
do Boston College.<br /></span><span title="In 1982, she became the first president of NANDA, the North American Nursing Diagnosis Association.">Em 1982, ela tornou-se o primeiro presidente da NANDA, o North American Nursing Diagnosis Association. </span><span title="She was principle investigator on research projects involving nursing process and nursing diagnoses, and co-director of a U.S. Public Health Service Grant to improve nurses’ diagnostic and ethical reasoning.">Ela
era o princípio investigador em projectos de investigação que envolvam
processo de enfermagem e diagnósticos de enfermagem, e co-diretor de um
Serviço de Saúde Pública Grant EUA para melhorar raciocínio diagnóstico e
ético dos enfermeiros. </span><span title="Gordon was Professor Emerita at Boston College, where she spent 23 years on the faculty of the Cornell School of Nursing.">Gordon
era professora emérita da Universidade de Boston, onde passou 23 anos
no corpo docente da Escola de Enfermagem de Cornell. </span><span title="She was a Fellow of the American Academy of Nursing, and in 2009 was honored by being named as a Living Legend of the Academy.">Ela era um membro da Academia Americana de Enfermagem, e em 2009 foi honrado por ser nomeado como uma lenda viva da Academia. </span><span title="In 2008, Gordon received the Mentor's Award from NANDA-International;">Em 2008, Gordon recebeu o Prêmio do Mentor da NANDA-Internacional; </span><span title="she was among the members of the inaugural class of NANDA International Fellows inducted in 2012. She also received the Massachusetts Nurses Association Education Award;">ela
estava entre os membros da classe inaugural de Nanda internacionais
Fellows empossados em 2012. Ela também recebeu as enfermeiras
Massachusetts Award Education Association; </span><span title="Japanese Society for Nursing Diagnosis' Distinguished Service Award, and the Massachusetts Association of Registered Nurses Living Legend Award, among other awards too numerous to mention.
">Sociedade Japonesa de Distinguished Service Award Diagnóstico de
Enfermagem ", e da Associação de enfermeiras Living Legend Award, entre
outros prêmios numerosos demais para mencionar Massachusetts.<br /></span><span title="Sr. Callista Roy, offered this testimonial of Gordon at the American Academy of Nursing's Living Legend awards ceremony: "She began this work [of creating a common nursing language] when computers were just starting. And, now this is the basis for the nursing">Sr.
Callista Roy, ofereceu este depoimento de Gordon no American Academy of
Living Legend cerimônia de premiação de enfermagem: "Ela começou este
trabalho [de criar uma linguagem de enfermagem comum] quando os
computadores estavam apenas começando E agora, esta é a base para a
enfermagem. </span><span title="component of the electronic medical record. I think she's a role model for all us. She is constantly raising the standards and the clarity of nursing diagnosis so as to give nursing a voice and visibility in health care."">componente
do prontuário eletrônico. acho que ela é um modelo para todos nós. ela
está constantemente elevando os padrões e a clareza do diagnóstico de
enfermagem de modo a dar enfermagem uma voz e visibilidade na área da
saúde. " </span><span title="She called Gordon a "perfect candidate" for the Living Legend award because her work "that started 40 years ago is even more relevant today. Nursing as a discipline is stronger in the U.S. and around the world because of her efforts."
">Ela ligou para Gordon um "candidato perfeito" para a atribuição Living
Legend, porque o seu trabalho ", que começou há 40 anos é ainda mais
relevante hoje. Enfermagem como disciplina é mais forte em os EUA e ao
redor do mundo por causa de seus esforços."<br /></span><span title="Her role in our association was critical – as its first president, chair of its Diagnosis Development Committee, a board member – and as an ever present voice for standardized nursing diagnoses that would support clinical decision making.">Seu
papel em nossa associação era crítica - como seu primeiro presidente,
presidente de seu Comitê de Desenvolvimento Diagnóstico, um membro do
conselho - e como uma voz sempre presente para diagnósticos de
enfermagem padronizados que iria apoiar a tomada de decisão clínica. </span><span title="The fact that she insisted on diagnostic criteria to support that critical thinking – before the introduction of technology or electronic health records – is a testament to her vision as well as her awareness of the need for accuracy in diagnosis to drive quality, safe patient care.">O
fato de que ela insistiu em critérios de diagnóstico para apoiar que o
pensamento crítico - antes da introdução de tecnologia ou de registos de
saúde electrónicos - é uma prova de sua visão, bem como sua percepção
da necessidade de precisão no diagnóstico de conduzir qualidade,
assistência ao paciente seguro.</span></span></span>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-72932398867010339582016-05-19T15:43:00.002-03:002016-05-19T16:24:51.511-03:00NNN Consult<span style="font-size: large;">Curiosos sobre as possibilidades de utilização da aliança NNN?</span><br />
<span style="font-size: large;">Clique no link abaixo e se deleite!</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
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<br />
<span style="font-size: large;">Quer saber mais sobre o programa?</span><br />
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<div style="text-align: center;">
<span style="font-size: large;"><span style="font-size: small;"><a href="http://www.nnnconsult.com/" target="_blank">http://www.nnnconsult.com/</a> </span></span></div>
<br />Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-75728955230380134612016-04-06T17:45:00.000-03:002016-04-06T17:50:45.345-03:00Processo de Enfermagem: Guia para a Prática (COREN-SP)<span style="font-size: large;">O Conselho Regional de Enfermagem de São Paulo – COREN-SP, gestão
2015- 2017, emitiu no final do ano passado a publicação “Processo de
Enfermagem: Guia para a Prática”. </span><br />
<span style="font-size: large;">O mesmo é fruto dos debates e
conclusões do GT sobre a SAE do COREN-SP, visando encorajar a reflexão sobre a
aplicação e o aprimoramento dessa ferramenta no dia a dia do
profissional.</span><br />
<br />
<span style="font-size: large;">Acesse o link abaixo:</span><br />
<br />
<a href="http://portal.coren-sp.gov.br/sites/default/files/SAE-web.pdf?platform=hootsuite">http://portal.coren-sp.gov.br/sites/default/files/SAE-web.pdf?platform=hootsuite</a><br /><span style="font-size: large;"></span>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-90010574941652076502016-02-26T15:05:00.001-03:002016-02-26T15:05:36.812-03:00 Telma Ribeiro Garcia Enfermeira. Diretora do Centro para Pesquisa e Desenvolvimento da CIPE® do Programa de Pós-Graduação em Enfermagem, Centro de Ciências da Saúde, Universidade Federal da Paraíba (PPGENF-CCS/UFPB) " Ao completar 25 anos de existência, a CIPE® mantém o objetivo de facilitar a representação do domínio da prática profissional da Enfermagem em todo o mundo e em todos os níveis de apoio à informação, com base em dados para uso na assistência clínica, administração, educação e pesquisa de Enfermagem. " <br />
<div data-canvas-width="51.327850000000005" style="font-family: sans-serif; left: 513.31px; top: 759.909px; transform: scaleX(0.885472);">
<span style="font-size: large;">"Os catálogos não substituem o juízo de Enfermagem.O parecer clínico e a tomada de decisão do enfermeiro serão sempre essenciais para a prestação de cuidados individualizados aos doentes e às respectivas famílias. Estes não podem ser substituídos por qualquer instrumento. Mais exactamente,os enfermeiros podem utilizar um ou mais catálogos como instrumentos na documentação da sua prática".</span></div>
<br />
<a href="http://www.ordemenfermeiros.pt/publicacoes/Documents/linhas_cipe.pdf">http://www.ordemenfermeiros.pt/publicacoes/Documents/linhas_cipe.pdf</a>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-604545012143905402016-02-26T11:51:00.002-03:002016-02-26T11:51:56.829-03:00CIPE 2013<div style="text-align: justify;">
<span style="font-size: large;">Para quem quiser obter mais conhecimentos sobre esta classificação, eis o livro. Ainda não possuo, mas acredito que vale à pena conferir.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFa09vD7JmEvAlHJfL0p81iVsKCFZMKQUt0hXNnC-j_vzIeBjeKWmlbwew5cu8m1P_i1jZEfD48MksBb2LKe6dmhtk6rZn6uRsHV0o-jBPkisrbwfjkTSIOzZXIDDsfjFJwY4ZLgyMsR0/s1600/20141008033235_GARCIA_CIPE_M.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFa09vD7JmEvAlHJfL0p81iVsKCFZMKQUt0hXNnC-j_vzIeBjeKWmlbwew5cu8m1P_i1jZEfD48MksBb2LKe6dmhtk6rZn6uRsHV0o-jBPkisrbwfjkTSIOzZXIDDsfjFJwY4ZLgyMsR0/s320/20141008033235_GARCIA_CIPE_M.jpg" width="222" /></a></div>
<div style="text-align: justify;">
<span style="font-size: large;">"<span style="color: #222222; font-family: Arial,Tahoma,Verdana,sans-serif; text-shadow: none;">Neste
livro estão reunidos aspectos teóricos e de aplicação da Classificação
Internacional para a Prática de Enfermagem (CIPE®) em cenários da
prática profissional, o que o torna útil tanto a profissionais
comprometidos com a sistematização e, em especial, com o registro das
informações inerentes ao processo de cuidar como a todos aqueles
dedicados ao estudo e à aplicação desse sistema de classificação, seja
na assistência clínica, administração, educação ou pesquisa de
enfermagem.<br />
Fonte de referência potencial sobre o assunto, a obra divide-se em
Linguagens de especialidade e a prática profissional, Aplicabilidade da
CIPE® em cenários da prática profissional no Brasil e Tradução da CIPE®
Versão 2013"</span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="color: #222222; font-family: Arial,Tahoma,Verdana,sans-serif; text-shadow: none;"><a href="http://www.grupoa.com.br/livros/enfermagem/classificacao-internacional-para-a-pratica-de-enfermagem-ciper/9788582711675">http://www.grupoa.com.br/livros/enfermagem/classificacao-internacional-para-a-pratica-de-enfermagem-ciper/9788582711675</a> </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="color: #222222; font-family: Arial,Tahoma,Verdana,sans-serif; text-shadow: none;">São Comentários da especialista no assunto: </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div itemprop="review" itemscope="" itemtype="http://schema.org/Review">
<div itemprop="author">
<span style="font-size: large;"><strong>Telma Ribeiro Garcia</strong></span></div>
<span style="font-size: large;">
<span>Enfermeira. Diretora do Centro para Pesquisa e
Desenvolvimento da CIPE® do Programa de Pós-Graduação em Enfermagem,
Centro de Ciências da Saúde, Universidade Federal da Paraíba
(PPGENF-CCS/UFPB)</span><br />
</span><div itemprop="reviewBody">
<span class="comentarioAspas" id="ctl00_Conteudo_detalheLivro_divResumoComentario"><span style="font-size: large;">
</span><span><span style="font-size: large;">
<span class="aspasInicio">"</span>
Ao completar 25 anos de existência, a
CIPE® mantém o objetivo de facilitar a representação do domínio da
prática profissional da Enfermagem em todo o mundo e em todos os níveis
de apoio à informação, com base em dados para uso na assistência
clínica, administração, educação e pesquisa de Enfermagem.
<span class="aspasFim">"</span></span>
</span>
</span>
</div>
</div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="color: #222222; font-family: Arial,Tahoma,Verdana,sans-serif; text-shadow: none;"> </span> </span></div>
<div style="text-align: justify;">
<br /></div>
<br />Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-70959598067003894512016-02-25T09:52:00.002-03:002016-02-25T09:52:54.405-03:00SAE no Trnasplante Renal<span style="font-size: large;">Este trabalho (link abaixo) é muito rico em informações. Mas, penso que nestes casos, temos mais Riscos de Complicação (RC) do que DE propriamente ditos.</span><br />
<span style="font-size: large;">Quando não trabalhamos com RC, a tendência natural é estipularmos mais DE do que se deveria, na busca de respaldar todas as Intervenções de Enfermagem.</span><br />
<span style="font-size: large;">Boa leitura!</span><br />
<br />
<span style="font-size: large;"><a href="https://deploy.extras.ufg.br/projetos/fen_revista/v11/n2/pdf/v11n2a11.pdf">https://deploy.extras.ufg.br/projetos/fen_revista/v11/n2/pdf/v11n2a11.pdf</a> </span>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-59786041130235093612016-02-25T09:42:00.000-03:002016-02-25T09:42:05.516-03:00Evento 2016<img alt="" class="block" data-muse-src="images/bannerfim-07.png" height="167" id="u5997_img" src="http://abeneventos.com.br/12sinaden/images/bannerfim-07.png" width="640" /><br />
<br />
<br />
<a href="http://abeneventos.com.br/12sinaden/#programacao">http://abeneventos.com.br/12sinaden/#programacao</a>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-54354090617281475032016-02-22T11:42:00.003-03:002016-02-25T09:43:18.222-03:00Responda para si<span style="font-size: large;">- Qual a relação entre os Padrões: </span><br />
<span style="font-size: large;">* De Respostas Humanas (Taxonomia I da NANDA) > PRH</span><br />
<span style="font-size: large;">* Multiaxiais de Saúde (Taxonomia II da NANDA-I) > PMS</span><br />
<span style="font-size: large;">* Necessidades Humanas Básicas (Horta) > NHB</span><br />
<span style="font-size: large;">* Funcionais de Saúde (Carpenito) > PFS</span><br />
<span style="font-size: large;">* Divisões Diagnósticas (Doenges e Mohouse)? > DD</span><br />
<span style="font-size: large;">- Para que servem esses Padrões?</span><br />
<br />PENSE, RESPONDA E DEPOIS SIGA ABAIXO!<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<span style="font-size: large;">Bom, cada autor de cada manual utiliza estes padrões para <b>organizar o instrumento de coleta de dados</b>. </span><br />
<br />
<span style="font-size: large;">Serve também para <b>organizar os mais de 200 DE existentes</b>!</span><br />
<br />
<span style="font-size: large;">Seria muito ruim procurar DE por ordem alfabética. Por Padrão, fica muito mais fácil localizar! </span><br />
<br />
<span style="font-size: large;">Vale ressaltar que todos estes manuais tem por base a taxonomia da NANDA - I. </span><br />
<br />
<span style="font-size: large;">E geralmente, a cada revisão da NANDA-I, cada autor também revisa o seu manual! </span><br />
<div align="center">
<span style="font-size: medium;"></span></div>
Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-30987012086944052382016-02-22T11:09:00.001-03:002016-02-22T11:09:32.983-03:00Diagnósticos de Enfermagem da NANDA Internacional: Definições e Classificação 2015-2017<table border="0" cellpadding="2" cellspacing="0" style="width: 98%px;"><tbody>
<tr><td><h1 class="page_headers">
<br /></h1>
</td>
</tr>
<tr>
<td><br /></td>
</tr>
<tr>
<td class="data"><table align="left" cellpadding="2" style="border: medium none; width: 100%;" width=""><tbody>
<tr><td align="center" colspan="2" rowspan="2" style="border: medium none; letter-spacing: 0px; text-align: center; vertical-align: top; width: 30%; word-spacing: 0px;"><div align="center">
<div align="left">
<span style="font-size: large;"><a href="http://www.wiley.com/WileyCDA/WileyTitle/productCd-EHEP003265.html" target="_blank" title="COMPRE AGORA - Wiley Blackwell"><img align="right" alt="COMPRE AGORA" border="0" height="356" src="http://www.nanda.org/assets/images/Publications/DC201517/NANDA-I-D-C-2015-17.png" style="margin: 0px;" width="243" /></a><span style="font-weight: bold;"><span style="font-style: italic;">Diagnósticos de Enfermagem da NANDA Internacional: Definições e Classificação </span></span><span style="font-style: italic; font-weight: bold;">2015-2017</span>
é o guia definitivo para diagnósticos de enfermagem, revisado e
aprovado pela NANDA-I. A nova edição 2015-2017 deste recurso
internacionalmente reconhecido foi completa e rigorosamente atualizada e
revisada. Cada um dos 235 diagnósticos apresentados são apoiados por
definições, bem como características definidoras e fatores relacionados,
ou fatores de risco. Cada diagnóstico novo e revisado é baseado nas
mais recentes evidências globais, e aprovado por experts em
diagnósticos, pesquisadores e educadores da enfermagem.</span></div>
<div align="left">
<span style="font-size: large;"><span style="font-weight: bold;"><br />A NOVA EDIÇÃO 2015-17 oferece:</span></span><ul>
<li><span style="font-size: large;">Todos
os capítulos introdutórios são escritos em um nível de graduação em
enfermagem, e fornecem informações essenciais necessárias para que os
enfermeiros entendam a coleta de dados/avaliação, sua ligação com o
diagnóstico, o propósito e o uso da estrutura taxonômica para o
enfermeiro à beira leito. Eles fornecem o complemento perfeito para os
cursos de fundamentos de enfermagem, raciocínio clínico e processo de
enfermagem.</span></li>
<li><span style="font-size: large;">Um site complementar traz apresentações adequadas
para sala de aula e/ou tarefas para os alunos, incluindo o Básico em
Diagnósticos de Enfermagem, o Básico da Taxonomia e Coleta de dados para
o Diagnóstico.</span></li>
<li><span style="font-size: large;">Um novo capítulo, concentrando-se em Perguntas
Mais Frequentes, representando as perguntas mais comuns recebidas por
meio do site da NANDA-I, e em conferências globais.</span></li>
<li><span style="font-size: large;">25 novos
diagnósticos de enfermagem e 13 diagnósticos revisados - cada um baseado
nas últimas evidências globais e aprovado por experts em diagnósticos,
pesquisadores e educadores da enfermagem.</span></li>
<li><span style="font-size: large;">Inclui referências para todos os diagnósticos submetidos ou revisados desde 2009.</span></li>
<li><span style="font-size: large;">Padronização
dos termos indicadores de diagnóstico (características definidoras,
fatores relacionados, fatores de risco) para adicionar clareza.<a href="http://www.nanda.org/nanda-internacional-definicoes-e-classificacao.html">http://www.nanda.org/nanda-internacional-definicoes-e-classificacao.html</a> </span></li>
</ul>
</div>
</div>
</td></tr>
</tbody></table>
</td></tr>
</tbody></table>
Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-85986327541234730722016-02-22T10:55:00.003-03:002016-02-22T10:55:42.915-03:00O que investigar de acordo com cada Padrão Funcional de Saúde<!--[if gte mso 9]><xml>
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<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
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PADRÕES FUNCIONAIS
DE SAÚDE</div>
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O QUE INVESTIGAR
(USUAL E ATUAL)</div>
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1.Percepção da Saúde-Controle da Saúde</div>
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Atividades de risco para a saúde, check-up, adesão das
recomendações de saúde, risco de fazer mal a si.</div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
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2.Nutricional-Metabólico</div>
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Condições de hidratação e alimentação, sua termo regulação,
condições que afetam alimentação/hidratação</div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
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3.Eliminação</div>
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Alterações para urinar e evacuar, uso de auxiliares,
continência, situações de risco para eliminações</div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
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4.Atividade-Exercício</div>
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Atividade física, restrição motora, problemas para
desempenhar atividades simples ou de maior intensidade, mobilidades corporal,
manutenção do lar e de si</div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
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5.Sono-Repouso</div>
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Alterações real ou potencial, uso auxiliares, cansaço,
sonolência, irritabilidade</div>
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6.Cognitivo-Perceptivo</div>
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Decisão por si, dores, estado mental, revisão nos órgãos
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
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7. Auto percepção</div>
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Caso de ansiedade, o estado psicológico, auto estima,
fadiga, medo, se impotência, estresse.</div>
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<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
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8.Papel-Relacionamento</div>
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Problemas para comunicar-se, caso de isolamento, relação com
família e comunidade, sistemas de apoio, tristeza</div>
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<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
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9.Sexualidade-Reprodução</div>
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Ativo ou não, disfunção, GPA, preventivos.</div>
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<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
<div class="MsoNormal">
10. Enfrentamento-Tolerância ao Estresse</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 313.8pt;" valign="top" width="418">
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Grau de enfrentamento, aceitação da situação atual,
cuidador sem problemas, risco de se machucar</div>
</td>
</tr>
<tr style="mso-yfti-irow: 11; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 216.1pt;" valign="top" width="288">
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11.Valor-Crença</div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 313.8pt;" valign="top" width="418">
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Bem estar espiritual, restrições, significado e
importância da religião</div>
</td>
</tr>
</tbody></table>
<br />
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-size: 8.0pt;">Dra.Josianne Corrêa Cardoso</span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-size: 8.0pt;">Enfermeira, COREN 73208</span></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<br /></div>
Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-5796136199678211502015-09-06T17:50:00.001-03:002015-09-06T17:50:15.647-03:00Decadência da SAE<span style="font-size: large;">Com o passar do tempo parece que nossa SAE vai de mal a pior.</span><br />
<span style="font-size: large;">O que mais me intriga e entristece é que gente nova, que acabou de sair da faculdade, parece não abraçar a causa (sem generalizações).</span><br />
<span style="font-size: large;">Tem coisa melhor do que intervir com respaldo? Há satisfação maior do que fazer prescrições de acordo com a diagnose de cada utente, e a mesma ser realizada e devidamente checada/rubricada?</span><br />
<span style="font-size: large;">Há que prefira as ações (sem respaldo na SAE), com prescrições repetitivas, digitadas dia após dia, sem qualquer alteração feita à mão.</span><br />
<span style="font-size: large;">Muito triste.</span><br />
<span style="font-size: large;">Ainda há quem sequer saiba distinguir uma <u>ação</u> de uma <u>intervenção</u>; uma <u>anotação</u> de uma <u>evolução</u>.</span><br />
<span style="font-size: large;">Não lembro se já falei sobre isso, mas...</span><br />
<span style="font-size: large;">As auditorias, de um modo geral, para a certificações de hospitais de ensino ou para a aquisição de selo de qualidade, visam a <u>detecção de impressos no prontuário, bem como seu preenchimento</u>.</span><br />
<span style="font-size: large;">Até onde sei...auditoria visando a <u>qualidade e assertividade destas informações...inexiste!</u></span><br />
<span style="font-size: large;">Lógico! Imaginem um relatório apontando:</span><br />
<span style="font-size: large;">- Erro na escrita dos DE e RC (riscos de complicação)!</span><br />
<span style="font-size: large;">- DE e RC não condizentes com as reações humanas e condições médicas em que o utente se encontra!</span><br />
<span style="font-size: large;">- Evoluções que, de evolução não tem nada, e não passa de uma simples descrição do cliente, sem levar em considerações a diagnose, sem conexão com as PE...!</span><br />
<span style="font-size: large;">- Prescrições de enfermagem baseadas em rotinas, sem conexão com o que foi diagnosticado!</span><br />
<span style="font-size: large;">- Diagnósticos lançados fora da realidade brasileira!</span><br />
<span style="font-size: large;">Gente, ia ser bombástico, os resultados de uma análise de conteúdo das fases da SAE no prontuário.</span><br />
<span style="font-size: large;">E não pensem que faço essas colocações com prazer. Muito pelo contrário! Quanto menos SAE, menos respeito à nossa categoria profissional, e mais tempo o Enfermeiro terá para desempenhar atividades facilmente delegáveis.</span><br />
<span style="font-size: large;">Eu sei que às vezes a fuga da SAE se dá pela incompreensão da mesma, ou para não querer sair da zona de conforto. </span><br />
<span style="font-size: large;">Além do mais...já viram enfermeiro que faz a SAE ganhar mais do que os outros que não a praticam,? Já viram os não praticantes serem punidos, ou pelo menos serem advertidos?</span><br />
<span style="font-size: large;">"E assim caminha a humanidade...em passo de formiga e sem vontade" Lulu Santos</span><br />
<span style="font-size: large;"><br /></span>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-84958071597256259992014-12-14T15:50:00.000-03:002014-12-14T15:51:59.859-03:00IMPACTO SOBRE O TEMPO DE EXECUÇÃO DO PROCESSO DE ENFERMAGEM AUXILIADO POR FERRAMENTA INFORMATIZADAVale à pena conferir!<br />
Mas ressalto que o mesmo vem para termos economia de tempo e não para auxiliar quem não entende da SAE, OK?<br />
<br />
<br />
<a href="http://www.sbis.org.br/cbis/arquivos/940.pdf">http://www.sbis.org.br/cbis/arquivos/940.pdf</a>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-56980503005074801172014-08-31T22:59:00.001-03:002014-08-31T23:06:07.494-03:00SE USA SÓ NANDA...NÃO CONSIDERA RISCOS DE COMPLICAÇÃOFICO PREOCUPADA COM O USO DE APENAS DIAGNÓSTICO DE ENFERMAGEM PARA OS PACIENTES CRÍTICOS.<br />
<div>
NA VERDADE, ELES TEM MAIS "RISCOS DE COMPLICAÇÃO" DO QUE OUTRA COISA!</div>
<div>
VEJA BEM. UM CLIENTE QUE ACABOU DE ENTRAR NA UTI COM O DIAGNÓSTICO MÉDICO DE TCE, CHEGOU DO SEGUINTE MODO: </div>
<div>
- DESACORDADO</div>
<div>
- ENTUBADO</div>
<div>
- CHEIO DE LESÕES CORPORAIS</div>
<div>
- COM UM FERIMENTO EM FENDA NA REGIÃO FRONTAL ESQUERDA</div>
<div>
- COM HIGIENE CORPORAL PRECÁRIA</div>
<div>
- APRESENTANDO SANGRAMENTO ATIVO NA CALOTA CRANIANA</div>
<div>
- RECEBENDO HIDRATAÇÃO VENOSA POR JELCO NO DORSO DA MÃO ESQUERDA</div>
<div>
- TEMPERATURA E PRESSÃO BAIXOS</div>
<div>
- PCP SATISFATÓRIA</div>
<div>
- COM HISTÓRIA DE HIPERTENSÃO ARTERIAL SEVERA E DIABETES.</div>
<div>
(SITUAÇÃO E DADOS HIPOTÉTICOS)</div>
<div>
O ENFERMEIRO LANÇA SEUS DIAGNÓSTICOS:</div>
<div>
- RISCO DE INTEGRIDADE DA PELE PREJUDICADA...(IMÓVEL NO LEITO)</div>
<div>
- RISCO PARA ASPIRAÇÃO... (INCONSCIENTE)</div>
<div>
- DÉFICIT NO AUTO-CUIDADO... (ENTUBADO)</div>
<div>
- RISCO PARA INFECÇÃO...(VIAS INVASIVAS, FERIMENTOS)</div>
<div>
E ETC.</div>
<div>
MAS O MESMO CLIENTE CORRE RISCOS OU APRESENTA ALGUMAS ALTERAÇÕES: </div>
<div>
- HIPO OU HIPERGLICEMIA</div>
<div>
- HEMORRAGIA</div>
<div>
- PRESSÃO INTRACRANIANA AUMENTADA</div>
<div>
- AVC</div>
<div>
- CONVULSÃO</div>
<div>
- DESEQUILÍBRIO HIDROELETROLÍTICO</div>
<div>
- SEPSE</div>
<div>
- CHOQUE HIPOVOLÊMICO</div>
<div>
- HIPO OU HIPERTENSÃO ARTERIAL...</div>
<div>
DENTRE OUTROS.</div>
<div>
PARA AMBOS O CASOS, O ENFERMEIRO AGE.</div>
<div>
MAS NOS REGISTROS, TRABALHANDO SÓ COM OS DIAGNÓSTICOS NÃO TEREMOS COMO RESPALDAR AS SEGUINTES PRESCRIÇÕES:</div>
<div>
- SE PA <100x60mmhg ou="">160x100 MMHG, ACIONAR A ENFERMEIRA PLANTONISTA<!--100x60--></100x60mmhg></div>
<div>
- SE SANGRAMENTOS VISÍVEIS E VOLUMOSOS, ACIONAR A ENFERMEIRA PLANTONISTA</div>
<div>
- FAZER CURATIVO COMPRESSIVO NA LESÃO DA CALOTA CRANIANA COM...</div>
<div>
- SE TEMPERATURA AXILAR <35 aquecer="" com="" mantas="" p=""><div>
- SE TEMPERATURA AXILAR > 39ºC, FAZER COMPRESSAS COM ÁGUA À TEMPERATURA AMBIENTE POR 20 MIN E SÓ EM SEGUIDA MEDICAR. REGISTRAR O EFEITO APÓS 30 MIN</div>
<div>
- SE SINAIS DE CONVULSÃO, ACIONAR A ENFERMEIRA PLANTONISTA E ADMINISTRAR DIAZEPAM CONFORME PRESCRITO</div>
<div>
- SE PELE FRIA E PEGAJOSA, ACIONAR A ENFERMEIRA PLANTONISTA E AFERIR A PA</div>
<div>
- ADMINISTRAR FLUIDOS IV NO GOTEJAMENTO PRESCRITO</div>
<div>
- MEDIR E ANOTAR OS DÉBITOS DE SONDAS E DRENOS A CADA HORA</div>
<div>
- AFERIR E ANOTAR TP E PA A CADA 30 MIM E SE NECESSÁRIO</div>
<div>
DENTRE OUTRAS.</div>
<div>
QUER DIZER: TRABALHANDO-SE SÓ COM OS MANUAL DA NANDA, NÃO TEMOS RESPALDO PARA FAZER CERTAS INTERVENÇÕES DE ENFERMAGEM, POIS NÃO RECONHECEMOS OS RISCOS DE COMPLICAÇÃO! </div>
<div>
POR ISSO QUE TORNO A DIZER: EXISTEM CONDIÇÕES CLÍNICAS EM QUE O ENFERMEIRO INTERVÉM, MAS EM CONJUNTO COM OUTROS PROFISSIONAIS...TEMOS NESTES CASOS OS CHAMADOS "RISCOS DE COMPLICAÇÃO" (ANTIGAMENTE CHAMADOS DE COMPLICAÇÕES POTENCIAIS).</div>
<!--35--></35></div>
Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-82409274613439678662014-05-15T15:01:00.001-03:002014-05-15T15:01:24.499-03:00Treine sua mente para sistematizar!<div style="text-align: justify;">
<span style="font-size: large;">Se quiser treinar seu pensamento crítico, seu raciocínio clínico, eleja um cliente e faça uma lista diagnóstica!</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Escreva quantos diagnósticos puder, não esquecendo de:</span><br />
<span style="font-size: large;">- Colocar o título, fatores relacionados e características definidoras, no caso de um diagnóstico real. </span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Mas, se for na prática clínica, melhor escolher uns cinco, sem esquecer de elencar por grau de prioridade!</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Mais do que cinco diagnósticos (DE) ou risco de complicação (RC), seria impraticável, principalmente em </span></div>
<div style="text-align: justify;">
<span style="font-size: large;">se tratando de instituições cujo dimensionamento de pessoal não é inadequado! </span></div>
<div style="text-align: justify;">
<span style="font-size: large;">E nunca esqueça: só elenque numa lista diagnósticas as situações cujas intervenções sejam possíveis!</span></div>
<div style="text-align: justify;">
<span style="font-size: large;">Caso contrário...haverá apenas um impresso brilhantemente preenchido, sem repercussão nem uma para o </span></div>
<div style="text-align: justify;">
<span style="font-size: large;">cliente!</span></div>
<div style="text-align: justify;">
<br /></div>
<br />Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-24959495325285858742014-05-15T14:14:00.000-03:002014-05-15T14:50:15.339-03:00Processo Tecnológico de EnfermagemRealmente é um processo tecnológico.<br />
Concordo.<br />
Ouvi este termo de um dos ícones da SAE no ano de 2009, por ocasião de um curso promovido pela ABEN Nacional.<br />
Justificou exemplificando: para a fabricação de um determinado produto, tem-se que seguir passos, sendo os mesmos formalmente descritos.<br />
São fases para se chegar a um determinado produto ou objetivo.<br />
Então, para gerenciar a assistência de enfermagem, o enfermeiro utiliza um processo para detectar, processar e adquirir um resultado positivo para a clientela.<br />
Os passos estão interligados e estão bem delimitados (descritos).<br />
Primeiro se recolhe os dados através da <span style="color: purple;">investigação</span>.<br />
Depois, os dados são separados e processados, a fim de se traçar a <span style="color: #38761d;">diagnose.</span><br />
Em seguida, faz-se todo um <span style="color: #990000;">planejamento</span>, para que as intervenções sejam adequadas para os problemas diagnosticados; prscreve-se.<br />
Dando sequência,segue-se à <span style="color: #351c75;">implementação</span> do que foi planejado.<br />
Em seguida, vai-se <span style="color: #b45f06;">avaliar</span> o que foi realizado, se os resultados esperados foram obtidos.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi3r5NCy_3MVTtEgqhrNTfDSBJL9lFlOVLClwbYrHMblyDRgEXN3qZztwHwDFUFwzEINPHzdNhp3gqVy2sm6zc6ss1hh59aI0vwILmM7tv8nOX2ubnnEhBesXiv8_EvjiGExOwJUlKH9o/s1600/dmaic1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgi3r5NCy_3MVTtEgqhrNTfDSBJL9lFlOVLClwbYrHMblyDRgEXN3qZztwHwDFUFwzEINPHzdNhp3gqVy2sm6zc6ss1hh59aI0vwILmM7tv8nOX2ubnnEhBesXiv8_EvjiGExOwJUlKH9o/s1600/dmaic1.jpg" height="294" width="320" /></a></div>
<br />Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-42589024615388292702014-04-27T18:38:00.000-03:002014-04-27T18:38:06.924-03:00Aliança NNN<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4QSMIHeMxDdS-SHsdkYFYTOAfNCnaPSlvqgrxMo9kqQuT8K5jq4r82GjLzjbVw2WYSQpBIJSB20PxZw2hB-pedeZ7MwpvMnmJ9d8w6ipNF1-icdEuLL3JBXSAdLM_WYwz1kcllzVfm74/s1600/nnn-header.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4QSMIHeMxDdS-SHsdkYFYTOAfNCnaPSlvqgrxMo9kqQuT8K5jq4r82GjLzjbVw2WYSQpBIJSB20PxZw2hB-pedeZ7MwpvMnmJ9d8w6ipNF1-icdEuLL3JBXSAdLM_WYwz1kcllzVfm74/s1600/nnn-header.png" height="108" width="400" /></a></div>
<br />
<br />
<div style="text-align: justify;">
<span class="" id="result_box" lang="pt"><span title="NANDA International (NANDA-I), the Nursing Interventions Classification (NIC) and the Nursing Outcomes Classification (NOC) are comprehensive, research-based, standardized classifications of nursing diagnoses, nursing interventions and nursing-sensitive patient outcomes.">NANDA
International ( NANDA -I) , a Classificação das Intervenções de
Enfermagem (NIC) ea Nursing Outcomes Classification (NOC) são
abrangentes , com base em pesquisas , classificações padronizadas de
diagnósticos de enfermagem, intervenções de enfermagem e os resultados
dos pacientes sensíveis à enfermagem . </span><span title="These classifications provide a set of terms to describe nursing judgments, treatments and nursing-sensitive patient outcomes.
">Estas classificações fornecer um conjunto de termos para descrever
julgamentos de enfermagem , tratamentos e os resultados dos pacientes
sensíveis à enfermagem .</span><span title="DOWNLOAD FACT SHEET (PDF)
"><br /></span><span title="RECOGNIZED TERMINOLOGIES
"><b>SÃO TERMINOLOGIAS RECONHECIDAS</b></span><span title="NANDA-I, NIC and NOC (NNN) are recognized by the American Nurses' Association (ANA).">NANDA -I, NIC e NOC ( NNN ) são reconhecidos pela Associação das Enfermeiras Americanas (ANA) . </span><span title="They are included in the National Library of Medicine's Metathesaurus for a Unified Medical Language and the Cumulative Index to Nursing Literature (CINAHL).">Eles
estão incluídos na Biblioteca Nacional de Metathesaurus de Medicina por
um Unified Medical Language eo Índice Acumulado de Enfermagem
Literature ( CINAHL ) . </span><span title="They are mapped into SNOMED (Systemized Nomenclature of Medicine) and registered in Health Level Seven International (HL7).
"> </span></span></div>
<div style="text-align: justify;">
<span class="" id="result_box" lang="pt"><span title="They are mapped into SNOMED (Systemized Nomenclature of Medicine) and registered in Health Level Seven International (HL7).
">Eles são mapeados em SNOMED ( Nomenclatura sistematizada de Medicina )
e registrado no Nível de Saúde Sete International ( HL7 ) .</span><span title="CLINICAL DECISION SUPPORT FRAMEWORK
"><b> </b></span></span></div>
<div style="text-align: justify;">
<span class="" id="result_box" lang="pt"><span title="CLINICAL DECISION SUPPORT FRAMEWORK
"><b>QUADRO DE APOIO À DECISÃO</b></span></span><span class="" id="result_box" lang="pt"><span title="CLINICAL DECISION SUPPORT FRAMEWORK
"><b> CLÍNICA</b></span></span><span class="" id="result_box" lang="pt"><span title="CLINICAL DECISION SUPPORT FRAMEWORK
"><br /></span><span title="NANDA-I, NIC and NOC are used internationally by practicing nurses in acute care hospitals, outpatient and ambulatory settings, rehabilitation and long-term care facilities and in patient homes.">NANDA
-I, NIC e NOC são usados internacionalmente , praticando enfermeiros
em hospitais de cuidados agudos, ambulatorial e ambulatório ,
reabilitação e serviços de cuidados a longo prazo e em casas de
pacientes. </span><span title="Vendors internationally have licenses for integrating NANDA-I/NIC/NOC into electronic systems that support nursing care.
">Os vendedores têm internacionalmente licenças para integrar
NANDA-I/NIC/NOC em sistemas eletrônicos que suportam o cuidado de
enfermagem .</span></span></div>
<div style="text-align: justify;">
<span class="" id="result_box" lang="pt"><span title="Vendors internationally have licenses for integrating NANDA-I/NIC/NOC into electronic systems that support nursing care.
"><b>Com isso, é possível:</b></span><span title="•Standardize clinical reasoning terms (diagnoses, interventions and outcomes) in your organization as a basis for determining effective care.
">• Padronizar termos de raciocínio clínico (diagnósticos , intervenções
e resultados ) em sua organização como base para a determinação de
cuidados eficazes .</span><span title="•Enable clinical judgment through the use of standardized definitions for all terms, evidence-based assessment criteria for selecting appropriate diagnoses, along with activities for interventions and indicators for all outcomes.
">• Habilitar o julgamento clínico através do uso de definições
padronizadas para todos os prazos, critérios de avaliação baseadas em
evidências para a seleção de diagnósticos adequados, juntamente com
atividades de intervenção e indicadores para todos os resultados.</span><span title="•Populate electronic health record assessments with evidence-based criteria that support effective clinical decision-making, outcome measurement and individualized intervention.
">• Preencher as avaliações registos de saúde electrónicos com critérios
baseados em evidências que suportam a tomada de decisão eficaz clínica,
medição de resultados e intervenção individualizada.</span><span title="EVIDENCE-BASED PLANS OF CARE
">PLANOS Baseada em Evidências DOS CUIDADOS</span><span title="•Prioritize key nursing diagnoses, outcomes and interventions for each patient's plan of care.
">• Priorizar diagnósticos de enfermagem chave, resultados e intervenções para plano de cuidados de cada paciente.</span><span title="•Enable staff to identify patient needs and staff requirements for safe care.
">• Habilitar o pessoal para identificar as necessidades do paciente e as necessidades de pessoal para atendimento seguro .</span><span title="•Monitor patient progress throughout an episode of care, and across the continuum of care.
">• Monitorar o progresso do paciente durante todo um episódio de cuidado, e em todo o continuum de cuidados .</span><span title="•Include NNN into evidence-based practice outlines.
">• prática Incluir NNN em provas com base no descreve .</span><span title="EFFECTIVE NURSE STAFFING
">EFICAZ enfermeira pessoal</span><span title="•Evaluate the cost-effectiveness of nursing care.
">• Avaliar o custo-efetividade da assistência de enfermagem.</span><span title="•Identify opportunities to reduce costs without compromising patient safety.
">• Identificar oportunidades de redução de custos , sem comprometer a segurança do paciente.</span><span title="•Analyze nursing care requirements based on patient acuity.
">• Analisar os requisitos de cuidados de enfermagem com base na acuidade paciente.</span><span title="•Compare nursing care requirements across facilities and departments.
">• Compare os requisitos de cuidados de enfermagem em todo instalações e departamentos.</span><span title="•Measure client satisfaction with nursing care.
">• satisfação do cliente Medida com cuidados de enfermagem.</span><span title="EFFECTIVE STUDENT LEARNING & STAFF EDUCATION / EVALUATION
">EFICAZ a aprendizagem dos alunos e PESSOAL DA EDUCAÇÃO / AVALIAÇÃO</span><span title="•Develop curricula based on core nursing concepts and evidence-based practice: NANDA-I, NIC and NOC are included in multiple nursing textbooks for a variety of specialties, and are used internationally by numerous schools for curricular design.
">• Desenvolver currículos baseados em conceitos básicos e de enfermagem
baseada em evidências prática : NANDA -I, NIC e NOC estão incluídas em
vários livros de enfermagem para uma variedade de especialidades , e são
usados internacionalmente por inúmeras escolas para o projeto
curricular.</span><span title="•Analyze clinical reasoning and judgment practices of students and staff.
">• Analisar raciocínio e julgamento práticas clínicas de estudantes e funcionários .</span><span title="•Identify strengths and developmental needs of students and staff on both an individual and aggregate basis.
">• Identificar os pontos fortes e necessidades de desenvolvimento dos
alunos e funcionários , tanto de forma individual e agregada .</span><span title="•Implement nursing education and staff training, development and mentoring initiatives and track results.
">• Implementar o ensino de enfermagem e treinamento de pessoal ,
desenvolvimento e iniciativas de orientação e acompanhar os resultados .</span></span></div>
<div style="text-align: justify;">
<span class="" id="result_box" lang="pt"><span title="•Implement nursing education and staff training, development and mentoring initiatives and track results.
"><br /></span><span title="RESEARCH-BASED NURSING KNOWLEDGE
"><b>BASEADO EM PESQUISA EM ENFERMAGEM DO CONHECIMENTO</b></span><span title="•Conduct effectiveness research to test the effects of nursing interventions and outcomes for patient problems (nursing diagnoses).
">• Realizar pesquisas eficácia para testar os efeitos de intervenções
de enfermagem e resultados para problemas de pacientes ( diagnósticos de
enfermagem ) .</span><span title="•Validate linkages of NNN internationally across specialities, health care settings and populations of patients.
">• Validar as ligações de NNN internacionalmente através de especialidades, serviços de saúde e populações de pacientes.</span><span title="•Identify the relationship of NNN to nursing quality indicators.
">• Identificar a relação de NNN para os indicadores de qualidade de enfermagem.</span><span title="•Define new concepts for integration into NNN.">• Definir novos conceitos para a integração em NNN .</span></span></div>
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<span class="" id="result_box" lang="pt"><span title="•Define new concepts for integration into NNN.">NOTA: se a tradução não ficou à contento...peço desculpas, pois ainda sou estudante da língua. </span></span></div>
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<span class="" id="result_box" lang="pt"><span title="•Define new concepts for integration into NNN."><a href="http://www.nanda.org/nanda-i-nic-noc.html">http://www.nanda.org/nanda-i-nic-noc.html</a></span></span></div>
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<span class="" id="result_box" lang="pt"><span title="•Define new concepts for integration into NNN."> </span></span></div>
Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-91050808213859902822014-04-27T18:30:00.001-03:002014-04-27T18:30:50.486-03:00NANDA-I X CARPENITTO-MOYETAinda ouço por ai afora que em instituição "X" jamais se usará CARPENITTO e sim NANDA (agora NANDA-I)!<br />
<br />
Tudo bem. Volto a dizer que NANDA-I está dentro da CARPENITTO!<br />
<br />
A primeira é a publicação oficial e a segunda, uma publicação que toma por base a versão oficial!<br />
<br />
Ambas são publicações voltadas para DIAGNÓSTICOS DE ENFERMAGEM.<br />
<br />
Ambas utilizam a mesma taxonomia.<br />
<br />
Ambas são norte-americanas! <br />
<br />
Não adianta tratar similares como antagônicos! <br />
<br />Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-68700258685156648872014-04-27T18:18:00.000-03:002014-04-27T18:18:03.594-03:00Registro Eletrônico de Saúde (RES): Existe alguma determinação regulamentar, de que os problemas do paciente, intervenções e resultados sejam incluídos em um RES, devendo ser classificado com o uso de terminologia NANDA-I?Não há mandato regulamentar (obrigatoriedade), no entanto o <acronym class="term" title="Diagnóstico de enfermagem é um julgamento clínico sobre respostas do indivíduo,família, oucomunidade a problemasde saúde/ processos de vitais atuais ou potenciais. Um diagnóstico de enfermagem fornece a base para seleção das intervenções de enfermagem para alcançar os resultados pelos quais a enfermeira é responsável.">diagnóstico de enfermagem</acronym>
- NANDA International, tem sido fortemente indicado por organizações de
padronizações para inclusão no RES. Vários artigos e estudos de
especialistas internacionais promovem a inclusão da taxonomia NANDA-I no
RES, com base em várias razões:<br />
<ul>
<li>A segurança dos pacientes
requer uma documentação precisa dos problemas de saúde, e a NANDA-I é a única classificação que tem uma base ampla de
literatura (com alguns diagnósticos baseados em evidências). Além do mais – os diagnósticos NANDA-I são
conceitos abrangentes, incluindo fatores relacionados (FR) e características
definidoras (CD), sendo esta uma grande diferença de outras terminologias de
enfermagem.</li>
</ul>
<ul>
<li>Os conceitos da NANDA-I estão incluídos
no SNOMED, sigla norte americana que significa Nomenclatura
Sistematizada de Medicina, com o intuito garantir a troca e o controle de dados.</li>
</ul>
<ul>
<li>NANDA-I,
NIC e NOC (NNN), não só são as classificações mais utilizadas
internacionalmente, como estudos têm demonstrado que são classificações
baseadas em evidências e a mais abrangente.</li>
</ul>
<b>VALE RESSALTAR: </b><br />Diagnósticos<b>
NANDA-I</b> e <b>NIC </b>/ <b>NOC</b> estão sob contínuo refinamento e desenvolvimento, ou seja, não estão prontas e acabadas.
Estas classificações não são produtos de um único autor – mas, são
baseadas no trabalho de profissionais enfermeiros, como, membros da
NANDA International e University of Iowa Center for Nursing
Classification and Clinical Effectiveness (Centro de Classificação de
Enfermagem e Eficácia Clínica da Universidade de Iowa).A maioria dos
membros da NANDA-I são professores de Enfermagem / Educadores,
Enfermeiros com habilidades em Informática, Enfermeiros Pesquisadores e
Clínicos.<br />
<br />
<a href="http://kb.nanda.org/">http://kb.nanda.org</a><br />
Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-22967729613157943912014-04-27T16:29:00.003-03:002014-04-27T16:29:37.398-03:00SAE na Mastectomia Radical<div style="text-align: justify;">
Quando a cliente é submetida à retirada total de uma mama, devido a tumoração maligna, a mesma é submetida à chamada mastectomia radical.</div>
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Tenho trabalhado diretamente com isso nos últimos meses, e posso afirmar que, além da extirpação total desta, geralmente é realizado o esvaziamento axilar, onde o médico, para evitar a disseminação de células malignas pelos vasos linfáticos, também tira os linfonodos da axila correspondente à mama retirada. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQESP4f-4wPBtkqSKaLVWznXLqDZPhi1peIrNCRpcUglVzSpcOFmyZ2AiG549u4bOb4JrpkMb1HA2QUR-bWm9sYgK1MdBzu8aqab0lHfFiKVh4r2HovywHtsCujdZRuuYPYDPv0cu20yo/s1600/01_TRATAMENTO-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQESP4f-4wPBtkqSKaLVWznXLqDZPhi1peIrNCRpcUglVzSpcOFmyZ2AiG549u4bOb4JrpkMb1HA2QUR-bWm9sYgK1MdBzu8aqab0lHfFiKVh4r2HovywHtsCujdZRuuYPYDPv0cu20yo/s1600/01_TRATAMENTO-1.jpg" height="198" width="320" /></a></div>
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Quero ir direto ao assunto.</div>
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No pós operatório imediato, geralmente encontramos, quando recebemos a cliente do Centro Cirúrgico:</div>
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- Estado de semi-narcose</div>
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- Ferida operatória no hemitórax anterior</div>
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- Dreno à vácuo às proximidades desta ferida operatória</div>
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- Acesso venoso periférico (jelco) com hidratação </div>
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- Dor local (ocasional)</div>
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- Náuseas e vômitos (ocasional) </div>
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Mediante isto, teremos os seguintes riscos de complicação e diagnósticos de enfermagem, segundo o Manual abaixo: </div>
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1) RC: Comprometimento neurovascular </div>
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2) DE: Risco de Mobilidade Física Prejudicada (ombro, braço) relacionado à linfedema, dano a nervos/músculo e dor</div>
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3) DE: Risco de Lesão relacionado à função linfática, motora e sensorial comprometida no braço afetado</div>
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4) Pesar relacionado à perda da mama e à mudança na aparência</div>
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5) Risco de Autocontrole Ineficaz da Saúde relacionado a conhecimento insuficiente dos cuidados da ferida, exercícios, prótese mamária, sinais e sintomas de complicações , precauções relativas à mão/braço, recursos da comunidade e continuidade dos cuidados</div>
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Como a SAE não é como "receita para bolo"...temos um livro norte-americano que nos dá "palpites" sobre o que geralmente se encontra nestes casos.</div>
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No entanto, entretanto, portanto...fico bastante à vontade para discordar em parte.</div>
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Além do RC acima citado, acrescentaria:</div>
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RC: Disfunção Sensorial (dor) > apesar da analgesia, geralmente de horário, ainda ocorre casos de dor.</div>
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RC: Sangramento > já observei sangramento fora do comum, perceptível no dreno à vácuo!</div>
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RC: Disfunção Gástrica (vômitos) > geralmente associado ao jejum prolongado e/ou procedimento anestésico.</div>
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Quanto aos diagnósticos...</div>
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Não colocaria o número 2 por ser uma complicação tardia, que geralmente não observamos durante a internação. Além do mais, quem entra em ações é o médico e, mais ainda, o fisioterapêuta. Como enfermeira, como trataria isso, sozinha?</div>
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Também não colocaria o 3...acredito que para o exterior as enfermeiras sejam culturalmente direcionadas a tratar destas vertentes, como o que aparece no 4º DE, que eu também não colocaria, pois temos Psicólogo exclusivo para estas clientes. </div>
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Certamente que concordo com o 5º DE, mas não com todos os fatores relacionados.</div>
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E onde estaria o Risco de Infecção e a Integridade da Pele prejudicada? Seriam os dois que certamente fariam parte da minha lista diagnóstica.</div>
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Aguardo comentários e ate mais! </div>
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Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com2tag:blogger.com,1999:blog-7943671232603532934.post-90374068759289883842014-04-27T15:40:00.001-03:002014-04-27T15:40:53.055-03:00"Norte American Nursing Diagnosis Association" X "NANDA-I"<span class="" id="result_box" lang="pt"><span class="hps">Até 2002</span>, <span class="hps atn">"</span>NANDA" <span class="hps">era uma sigla para</span> <span class="hps">o "Norte American</span> <span class="hps">Nursing</span> <span class="hps">Diagnosis Association</span>" </span><br />
<br />
<span class="" id="result_box" lang="pt"><span class="hps">No entanto, este</span> <span class="hps">NÃO É MAIS o</span> <span class="hps">nome da organização</span>. </span><br />
<span class="" id="result_box" lang="pt"></span><br />
<span class="" id="result_box" lang="pt"></span><br />
<span class="" id="result_box" lang="pt"><br /><span class="hps">Devido o crescimento significativo desta associação fora da América do Norte, em 2002,</span> <span class="hps">tornou-se oficialmente</span> <span class="hps">NANDA</span> <span class="hps atn">International (</span>NANDA <span class="hps">e</span> <span class="hps">International, Inc.</span> <span class="hps">em 2011)</span>. <span class="hps"> </span></span><br />
<br />
<span class="" id="result_box" lang="pt"><span class="hps"></span><span class="hps">Continuaram usando a sigla</span> <span class="hps atn">"</span>NANDA", como parte <span class="hps">do nome desta associação</span> <span class="hps">devido a sua</span> <span class="hps">familiaridade.</span> <span class="hps atn"> </span></span><br />
<br />
<span class="" id="result_box" lang="pt"><span class="hps atn">No entanto, "</span>NANDA" <span class="hps">deixou de ser</span> <span class="hps atn">um acrônimo para "</span><span class="">americano".</span> <span class="hps">Em vez disso,</span> <span class="hps">NANDA</span> <span class="hps">é como uma marca</span> <span class="hps">(como o nome</span> <span class="hps">NIKE</span>, por exemplo). <br /><br /><span class="hps">O nome correto</span> <span class="hps">desta organização é</span> <span class="hps">NANDA</span> <span class="hps">International, Inc.</span> <span class="hps">(sem</span> <span class="hps">hífen)</span> <span class="hps">e a abreviatura</span> <span class="hps">é</span> <span class="hps">NANDA</span><span class="atn">-I.</span> <span class="hps"> </span></span><br />
<br />
<span class="" id="result_box" lang="pt"><span class="hps">Então...</span><span class="hps atn"> "</span>North American Nursing <span class="hps">Diagnosis Association</span>" só deve ser usado para descrever <span class="hps">a organização</span> <span class="hps">antes de 2002!!!</span><span class=""></span></span>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-78500802049483285222012-11-22T09:03:00.003-03:002012-11-22T09:59:52.273-03:00ESCREVENDO "DE"<div style="color: red;">
<i><span style="font-size: large;">Este é um exemplo de estudo de caso. O ideal é pedir para o aluno destacar os problemas, agrupá-los por similaridade e depois fazer a "inferência" dos diagnósticos e complicações potenciais.</span></i></div>
<div style="color: red;">
<br /></div>
<span style="font-size: large;">VAMOS RACIOCINAR DENTRO DA SEGUINTE EVOLUÇÃO DE ENFERMAGEM:</span><br />
<span style="font-size: large;">18/08/08, ás 8h. Aos 67 anos, internada há quase dois meses, com o DM de AVCI. Calma, consciente e bem orientada. Disártrica, sendo que na maior parte das vezes não a compreendemos, o que muito lhe aborrece. Acamada, com parestesia no dimídio E. Também tem apresentado engasgos freqüentes, até com pouca quantidade de líquidos. Tem tosse produtiva com expectoração amarelada. Vem trocando a noite pelo dia, o que tem abalado muito a sua única filha e cuidadora. Por vezes ele se mostra aborrecida e demonstra não gostar de ser mobilizada no leito. Está com uma úlcera de pressão grau IV no cócige, havendo bastante tecido necrótico, esfacelo, bem como exsudato de coloração marrom-esverdeado, de odor bem fétido, em pouca quantidade. Já está com os cotovelos e calcanhares com áreas hiperemiadas. Percebemos lesões epiteliais tipo assadura nas virilhas, onde há o contato constante com a fralda descartável. Tem aceitado pouco a dieta líquido-pastosa e água. Aceita menos ainda quando se engasga, pois parece ficar desmotivada e com medo depois do ocorrido. Vem se mantendo hemodinamicamente estável durante os últimos dias. Na ACP: BCNF, MV quase ausentes em bases, havendo estertores roncantes disseminados.Diurese presente, na fralda, sendo que não evacua há 6 dias. RHA bem diminuídos em todos os cólons.Seu exame laboratorial mais recente indica leucopenia e uma hiperglicemia de jejum em torno de 278microg/dl.CD: VPE. Dra.Maria Mariana Moreira COREN7878</span><br />
<br />
<span style="font-size: large;">lISTAGEM DIAGNÓSTICA:</span><br />
<span style="font-size: large;">DE: Risco de Aspiração<br />DE: Nutrição Desequilibrada: Menos do que as Necessidades Corporais<br />DE: Tensão do Papel de Cuidador<br />DE: Comunicação Verbal Prejudicada<br />DE: Risco de Infecção<br />DE: Integridade da Pele Prejudicada (de risco e real!)<br />CP: Intestinal<br />CP: Respiratória<br />CP: Hiperglicemia<br />CP: Úlcera de Pressão Grau IV</span><br />
<br />
<span style="font-size: large;"><i style="color: red;">Não acabou por aqui. Um exercício muito bom é treinar a escrita do chamado "enunciado diagnóstico", em suas duas ou três partes. </i></span><br />
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<br />Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-69612360709683203952012-11-22T08:45:00.001-03:002012-11-22T08:53:56.288-03:00REGISTROS NO PRONTUÁRIO<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><u><b>REGISTROS
DE ENFERMAGEM</b></u></span></span></span><span style="color: black;"><u><b>
</b></u></span><span style="color: black;"> </span>
</div>
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<span style="color: black;">
</span><span style="color: black;"><span style="font-weight: normal;">Enfª
Edinéa Maia</span></span></div>
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<br /></div>
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<span style="color: black;">
</span><span style="color: black;"><u> Registros de
Enfermagem:</u></span></div>
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<span style="color: black;">
</span><span style="color: black;"><u>Considerações
gerais:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
O registro representa a comunicação </span><span style="color: black;">escrita
dos fatos essenciais, de forma a manter uma história contínua dos
acontecimentos ocorridos durante um período de tempo. Vários
registros são mantidos pelos serviços de saúde, além dos
registros dos pacientes. Ex: registros de nascimento, informações
relativas as doenças de notificação compulsória e registros
pertinentes à legislação que regulam o uso de narcóticos. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"> Um registro de
enfermagem é uma </span><span style="color: black;">comunicação escrita
que documenta de modo permanente informações relevantes sobre os
cuidados de um paciente. Um exemplo é o registro clínico ou
prontuário.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Anotações de
enfermagem:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
COREN/PR ( 1997) a anotação é o </span><span style="color: black;">registro
feito pela equipe de enfermagem no prontuário referente aos
cuidados, por meio do relato dos fatos ocorridos com ele, tais como:
assistência prestada, exames realizados ou justificativa da não
realização deles, cuidados planejados e reação do cliente frente
ao tratamento e exames. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>O Prontuário do
Paciente:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
O registro de uma pessoa ou </span><span style="color: black;">prontuário
constitui uma anotação escrita da história de sua saúde, seus
problemas de saúde, das medidas preventivas , diagnósticas e
terapêuticas criadas para ajudá-lo na atenção as suas
necessidades de saúde e em sua resposta a essas medidas, enquanto
permanecer como paciente nesse serviço. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Categorias de
informações </u></span><span style="color: black;"><u>transmitidas no
registro de enfermagem:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Medidas
terapêuticas executadas por </span><span style="color: black;">vários
membros da equipe de saúde;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Medidas
prescritas pelos médicos e </span><span style="color: black;">executadas
pela enfermagem;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Procedimentos
de enfermagem que </span><span style="color: black;">atendam as
necessidades humanas básicas do paciente;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Observações
relativas e pertinentes ao </span><span style="color: black;">paciente;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Respostas
específicas à terapia e a </span><span style="color: black;">assistência;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Registro
dos ensinamentos dados e </span><span style="color: black;">recebidos
pelos pacientes (alguns casos).</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="color: black;"> </span><span style="color: black;"><u> Prontuário
médico ou </u></span><span style="color: black;"><u>prontuário do
paciente:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">É
a história resumida de vida de um </span><span style="color: black;">doente
, e de sua doença contendo:</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Identificação
individual e pessoal;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Origem
do mal;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Diagnóstico
provisório, definitivo e </span><span style="color: black;">outros;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Tratamento;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Evolução
;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Resultado
final.</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Utilidade do
prontuário;</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Mac Eachern considera o prontuário </span><span style="color: black;">como
o “pulso do hospital”. Para ele um hospital sem prontuário é
como “um relógio sem ponteiros”</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
O prontuário é uma documentação </span><span style="color: black;">de
grande valor para: paciente, médico, hospital, equipe de saúde,...</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Valor do prontuário
para o </u></span><span style="color: black;"><u>paciente:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">É
útil porque todos os dados contidos </span><span style="color: black;">possibilitam
um atendimento, diagnóstico e tratamento mais rápidos, eficientes
e econômicos, sempre que houver necessidade de reinternação ou
transferência para setores de outra especialidade.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Representa
para o paciente, o grande instrumento de defesa em caso de possíveis
prejuízos e de reivindicação de direitos perante o médico, o
hospital e os poderes públicos. </span>
</div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Valor do prontuário
para o </u></span><span style="color: black;"><u>médico:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Um
instrumento de valia para </span><span style="color: black;">diagnóstico
definitivo e tratamento eficiente;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Um
documento de maior valor para </span><span style="color: black;">defesa de
sua atividade profissional;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Auxilia
o médico legista a fornecer </span><span style="color: black;">laudos;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Define
a competência profissional </span><span style="color: black;">dos
integrantes da equipe.</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Valor do prontuário para
o </u></span><span style="color: black;"><u>hospital:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Reduz
o uso indevido de equipamentos e </span><span style="color: black;">serviços
evitando repetição de exames;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">É
o documento de maior valor para defesa </span><span style="color: black;">nas
acusações;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Permite
a qualquer tempo um </span><span style="color: black;">conhecimento exato
do tratamento feito e do resultado alcançado;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Demonstra
o padrão de atendimento </span><span style="color: black;">prestado no
hospital;</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="color: black;"><u>Condições para um bom </u></span><span style="color: black;"><u>prontuário:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Consciência
da importância;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Responsabilidade
profissional;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Desejo
de ser útil;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Definição
clara das funções;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Clareza
da escrita.</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Papel dos Registros:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
O registro de um paciente é um </span><span style="color: black;">requisito
legal em qualquer serviço de saúde. Para a enfermagem a
documentação assegura um registro do processo de enfermagem para
prestação dos cuidados individualizados ao doente. A avaliação
inicial é registrada na coleta de dados, onde os diagnósticos de
enfermagem serão dados de acordo com os problemas identificados. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Finalidades do Registro no
</u></span><span style="color: black;"><u>Prontuário do Paciente:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Comunicação;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Ensino;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Avaliação;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Pesquisa;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Auditoria;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Documentação
legal;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Reembolso.</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Comunicação</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
O registro serve como veículo </span><span style="color: black;">através
do qual os membros da equipe de saúde participam suas contribuições
para os cuidados do paciente. Através desta comunicação podem ser
determinados quais os resultados esperados mensuráveis e quais as
intervenções que devem ser eliminadas ou alteradas, ou se são
oportunos novos resultados e intervenções. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Ensino</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
O registro da história do paciente, </span><span style="color: black;">orientação
médica e resposta às terapias é um excelente recurso para o ensino
de profissionais de enfermagem, médicos, nutricionistas, assistentes
sociais e membros de outras áreas de saúde, sobre pacientes com
problemas semelhantes. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Avaliação:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
O registro do paciente é uma fonte </span><span style="color: black;">inestimável
de dados que os profissionais de enfermagem usam para identificar
diagnósticos de enfermagem e planejar estratégias de cuidados
apropriados . O registro contém dados para explicar e confirmar
observações e refutar interpretações e serve como método para
detectar a resposta do doente ao tratamento e, consequentemente, como
meio de avaliar a qualidade dos cuidados prestados. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="text-decoration: none;">
</span></span><span style="color: black;"><u> Pesquisa:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Dados estatísticos relacionados à </span><span style="color: black;">freqüência
de distúrbios clínicos, complicações, uso de tratamentos médicos
e de enfermagem específicos, óbitos e recuperação após uma
enfermidade, podem ser reunidos no registro do paciente. Esses
registros são uma fonte valiosíssima para a descrição das
características da população de pacientes que se utiliza de um
órgão de saúde em particular. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Auditoria:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Existem padrões de informações a </span><span style="color: black;">serem
encontrados no prontuário do paciente, tais como indicações sobre
o planejamento de alta e orientação adequada do paciente. Os
profissionais fazem regularmente auditorias durante o ano para
determinar o grau de cumprimento dos padrões assegurados de
qualidade. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Documentação Legal:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
O prontuário de um paciente é um </span><span style="color: black;">documento
legal se for usado como prova em uma corte de justiça. O seu
conteúdo documenta o nível de cuidados fornecidos a um paciente. Em
muitos estabelecimentos o paciente tem o direito de rever seu
prontuário. Entretanto, este geralmente é propriedade do órgão de
saúde. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Reembolso:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Os pagadores insistem em que seja </span><span style="color: black;">registrado
com clareza </span><span style="color: black;"><i>o porquê, onde, como, o
quê e quem </i></span><span style="color: black;">dos serviços prestados.
A falta dessa documentação pode ser causa de interrupção de
financiamento a determinado doente e consequente interrupção do
tratamento. O registro clínico é a fonte principal de manutenção
dos abonos, bem como as informações sobre o tratamento, que prova
que os serviços foram prestados. Dados sobre medicação,
equipamento utilizado e qualquer outra informação pertinente
deverão ser registrados. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>O que Registrar:</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
É necessário sabermos fazer a </span><span style="color: black;">diferença
do que deve ser registrado e o que pode ser omitido. Tudo que for
relevante para avaliação e documentação do próprio cliente de
enfermagem e de modo mais abrangente, para a área de saúde, deverá
ser registrado </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Evidências do Registro
</u></span><span style="color: black;"><u>Efetivo:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Investigação
inicial- o que foi observado;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">O
que foi referido pelo cliente/família;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Sinais
e sintomas observados na pessoa;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Problemas
levantados;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Intervenções
planejadas/realizadas;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Evolução
do cliente;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Resultados
esperados;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Detalhar
alterações como: dor, edema, </span><span style="color: black;">vômitos...
</span>
</div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Como Registrar:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Imediatamente
após o fato ocorrido, </span><span style="color: black;">obedecendo:</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Exatidão;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Brevidade;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Legibilidade;</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Identificação;</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Itens facilitadores
(Alfaro-</u></span><span style="color: black;"><u>Lefevre)</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Registre
logo que possível, não </span><span style="color: black;">confie na
memória</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Seja
objetivo sem julgar valores</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Dados
subjetivos registre-os entre </span><span style="color: black;">aspas;
“mãe refere...” .“O marido afirma que...”.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Mantenha
registros curtos e dados </span><span style="color: black;">atuais</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Comunique
e registre dados </span><span style="color: black;">anormais</span></div>
</li>
</ul>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Registre
ações importantes</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Registre
as variações da normalidade</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Registre
qualquer ação tomada</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Enfoque
problemas significativos</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Seja
específico.Não use termos vagos</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Nunca
deixe linhas em branco</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Registre
o fracasso ou a recusa do </span><span style="color: black;">cuidado </span>
</div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Registre
com organização.</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Organização dos
registros:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">A
organização dos registros fornece </span><span style="color: black;">a
obtenção de um quadro nítido da situação de saúde do cliente.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Formas
de organização mais </span><span style="color: black;">encontradas:</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">SOAP</span><span style="color: black;">-
dados subjetivos, objetivos, plano de ação</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">DAR</span><span style="color: black;">-
dados, ação e resposta</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">PIA</span><span style="color: black;">-
problema, intervenção e avaliação. </span>
</div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Cefalocaudal</span><span style="color: black;">:
segue a linha cefalocaudal para facilitar a memória na organização
dos registros.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Problemas
mais frequentes</span><span style="color: black;">: segue metodologia
específica direcionada para os problemas mais encontrados.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Sistemas</span><span style="color: black;">:
método de agrupamento que subsidia a equipe médica- sistema
respiratório; cardiovascular; nervoso; tegumentar; gastrintestinal;
geniturinário; músculo-esquelético.</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<span style="color: black;"> </span><span style="color: black;"><u>
SOAP</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>S</b></span><span style="color: black;">ubjetivo-
informações relatadas pelo paciente/cliente. Ex: o paciente
descreve um sintoma como dor. </span>
</div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>O</b></span><span style="color: black;">bjetivo-
dados observados pelo profissional. Ex: achados físicos, resultados
de exames.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>A</b></span><span style="color: black;">ção-
intervenção de enfermagem. Através da avaliação das
informações.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>P</b></span><span style="color: black;">lano
de cuidados- elaborado pelo enfermeiro. Deve incluir prescrição
específica direcionada para o problema do paciente. </span>
</div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> DAR:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>D</b></span><span style="color: black;">ados
relevantes do cliente.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>A</b></span><span style="color: black;">ções
prescritas pelo enfermeiro que deverão ser implementadas.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>R</b></span><span style="color: black;">espostas
do cliente, após intervenção de enfermagem. </span>
</div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.16cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>PIA:</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>P</b></span><span style="color: black;">roblemas
relatados.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>I</b></span><span style="color: black;">ntervenções
planejadas.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>A</b></span><span style="color: black;"><span style="font-weight: normal;">valiação</span></span><span style="color: black;">
da ação de enfermagem.</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Regras gerais para
</u></span><span style="color: black;"><u>anotações de enfermagem</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Escreva
de modo exato, completo, </span><span style="color: black;">conciso e
legível.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Utilize
termos técnicos usuais por </span><span style="color: black;">extenso. Só
use abreviaturas convencionais.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Inicie
as anotaçãoes mencionando </span><span style="color: black;">corretamente
a data e o horário (horas e minutos) da relização de cada
procedimento.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Registre
todas as ocorrências com o </span><span style="color: black;">cliente
durante o seu turno de trabalho.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Observe
a redação, a ortografia e a </span><span style="color: black;">caligrafia
usando sempre a terceira pessoa gramatical.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Utilize
termos objetivos e descritivos, </span><span style="color: black;">sempre
relatando o que foi visto ou sentido e não a sua interpretação
pessoal.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Não
anotar medicamentos ou cuidados </span><span style="color: black;">realizados
por outra pessoa, e nunca assinar por dupla ou pela equipe de
enfermagem.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Assinar
(nome legível) por o número do </span><span style="color: black;">COREN
e passar um traço na linha restante. </span>
</div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm; margin-left: 1.27cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Aspecto legal das
</u></span><span style="color: black;"><u>anotações de enfermagem</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Não
são permitidas rasuras nem </span><span style="color: black;">linhas em
branco entre uma e outra anotação. Rasuras caracterizam alteração
de registros feitos. Quando percebido erro na escrita, escreva a
palavra “digo” entre vírgulas, citar o termo correto e seguir
redigindo a anotação. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Prescrição de
enfermagem</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">É
a determinação das intervenções a </span><span style="color: black;">serem
realizadas pela equipe de enfermagem, redigida pelo profissional
enfermeiro, com o objetivo de direcionar e individualizar o cuidado,
proporcionando a continuidade, comunicação e avaliação do
cuidado, para obtenção dos resultados esperados. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Lei
nº 7.498, regulamenta o exercício </span><span style="color: black;">profissional
da enfermagem, a prescrição de enfermagem é atividade
intransferível do enfermeiro</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Os
registros da prescrição de enfermagem </span><span style="color: black;">deverão
conter:</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Ação
descritiva a ser realizada, com o </span><span style="color: black;">verbo
no infinitivo (ex: verificar, observar)</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Quando
(ex: após o banho, antes do café)</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Freqüência
(ex: 3 vezes ao dia, manhã)</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Intervalos
( de 8 em 8 horas)</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Data
em que foi redigida.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Assinatura
legível e COREN.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Pontos a serem
observados </u></span><span style="color: black;"><u>na prescrição de
enfermagem</u></span></div>
<ul>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Realidade
do cuidado.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Recursos
disponíveis.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Metas
de curto e de longo prazo.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Monitorar
o estado de saúde do paciente.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Minimizar
riscos.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Resolver
ou controlar um problema.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Auxiliar
nas atividades de vida diária.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Proporcionar
cuidado e conforto.</span></div>
</li>
<li><div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Promover
a saúde e a independência.</span></div>
</li>
</ul>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Evolução de
enfermagem</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">É
o relato diário ou periódico das </span><span style="color: black;">mudanças
sucessivas que ocorrem no ser humano enquanto estiver sob assistência
profissional (Horta, 1979).</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Para
realizar a evolução é necessário </span><span style="color: black;">avaliar,
ter um referencial para analisar as reações do cliente a partir das
metas esperadas, tais como: parâmetros dos sinais vitais, presença
ou ausência de infecção. Estes referenciais devem estar claros e
ser do conhecimento de toda equipe de enfermagem. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Limites legais da
</u></span><span style="color: black;"><u>enfermagem</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Padrões de
assistência</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Uma das funções da lei aplicada à prática </span><span style="color: black;">de
enfermagem é definir padrões de assistência que os profissionais
de enfermagem devem propiciar ao cliente/paciente.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">EUA,Canadá:
aprovação dos estatutos da </span><span style="color: black;">prática de
enfermagem que estabelecem as exigências educacionais para os
profissionais de enfermagem distinguindo a sua prática da prática
médica.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Padrões de assistência: são diretrizes para
</span><span style="color: black;">determinar se um profissional de
enfermagem teve um desempenho apropriado.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Os manuais de normas e procedimentos </span><span style="color: black;">de
enfermagem: são regras específicas escritas por membros da equipe
de enfermagem e aprovadas pela instituição empregatícia, que
detalham como os profissionais de enfermagem devem realizar suas
tarefas.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u> Importância dos
padrões </u></span><span style="color: black;"><u>de assistência para
enfermagem</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Num
processo de imperícia os padrões </span><span style="color: black;">podem
ser usados para determinar se um enfermeiro agiu como qualquer um
razoavelmente prudente, com o mesmo nível de formação e
experiência agiria. Se ficar provado que ele não seguiu padrões
aceitos de assistência, como os determinados pela legislação, e
pelas normas e padões da instituição empregatícia, a
responsabilidade legal é clara. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"><u>Responsabilidade
legal em </u></span><span style="color: black;"><u>enfermagem</u></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>Negligência:
</b></span><span style="color: black;">é deixar de fazer algo que </span><span style="color: black;">uma
pessoa razoável faria.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Ex:
não checar uma medicação </span><span style="color: black;">administrada.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>Imprudência:</b></span><span style="color: black;">
é fazer algo de forma </span><span style="color: black;">impensada
trazendo danos à saúde do cliente.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Ex: esquecer uma gaze dentro de um </span><span style="color: black;">ferimento
e causar infecção.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>Invasão
de privacidade:</b></span><span style="color: black;"> todos os aspectos </span><span style="color: black;">de
assistência ao paciente , devem ser livres de publicidade não
requisitada ou de exposição ao exame público</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Ex: liberação de informação não </span><span style="color: black;">autorizada
pelo paciente.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
</span><span style="color: black;"> <b>OBS: Só em caso de ameaça ou
benefício </b></span><span style="color: black;"><b>à saúde pública
pode ser anulado o direito à privacidade.</b></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>Difamação
de caráter:</b></span><span style="color: black;"> qualquer </span><span style="color: black;">comunicação
divulgada sobre uma pessoa que cause prejuízo à sua reputação é
considerada calúnia (escrita) ou difamação (oral). </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Ex: dizer ao paciente ou escrever um </span><span style="color: black;">comentário
que o médico é um incompetente.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>Ofensa:</b></span><span style="color: black;">
é um ato intencional para </span><span style="color: black;">provocar medo
na vítima. Ex: coagir um paciente a tomar um medicamento que ele não
deseja.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>Agressão
física</b></span><span style="color: black;">: é o toque </span><span style="color: black;">deliberado,
raivoso ou negligente do corpo do outro, de qualquer coisa que a
pessoa esteja usando ou segurando. Ex: choque elétrico usado no
passado em pacientes psiquiátricos. </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>Imperícia</b></span><span style="color: black;">:
é qualquer conduta </span><span style="color: black;">profissional
imprópria, uma falta de habilidade irracional ou fidelidade aos
deveres profissionais, prática nociva ou conduta ilegal ou imoral
(Creighton, 1986). </span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">
Ex: executar de forma errada um </span><span style="color: black;">procedimento
que venha causar danos ao paciente.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><b>Consentimento
informado.</b></span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;">Um
formulário assinado de consentimento </span><span style="color: black;">é
requisitado para qualquer procedimento potencialmente arriscado, como
uma cirurgia, tratamento quimioterápico, e experimento envolvendo
pacientes. O consentimento só é válido se for dado voluntariamente
e a pessoa que autoriza for adulta e mentalmente competente.</span></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br /></div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><b>Prontuário:</b></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">
“ uma segurança </span></span></span></span><span style="color: black;"><span style="text-decoration: none;"><span style="font-style: normal;"><span style="font-weight: normal;">para
os médicos cultos e conscientes, uma ameaça constante para os
audazes sem escrúpulos, os ignorantes incorrigíveis e ao mesmo
tempo uma barreira intransponível contra as reclamações e os
caprichos dos clientes descontentes”
Lacassagne </span></span></span></span>
</div>
<div align="JUSTIFY" class="western" style="margin-bottom: 0cm;">
<br />
<br />
MAIS INFORMAÇÕES SOBRE O ASSUNTO, VOCÊS CONCONTRAM EM:<br />
<a href="http://www.unifesp.br/acta/artigo.php?volume=25&ano=2012&numero=2&item=2">http://www.unifesp.br/acta/artigo.php?volume=25&ano=2012&numero=2&item=2</a><br />
<br />
<br /></div>
Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0tag:blogger.com,1999:blog-7943671232603532934.post-65385128007226453052012-04-26T14:39:00.000-03:002012-04-26T14:39:44.055-03:00Capa do livro mais atual da NANDA-I<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc5MdhxmAS3qjcsSK7qrMlvWODXQS9r1sNmN3TpQnwtnk6hRD0mJjdjYX5TAJcKdgYNk6Qo5Q7pHv5nOra-dn-vnTnWNRps_-4f9kxfktG2Qg4AvcoCk8r2MW6-8OJ5vLl6lEGTZjpEn4/s1600/NANDA-I-Nursing-Diagnoses-2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjc5MdhxmAS3qjcsSK7qrMlvWODXQS9r1sNmN3TpQnwtnk6hRD0mJjdjYX5TAJcKdgYNk6Qo5Q7pHv5nOra-dn-vnTnWNRps_-4f9kxfktG2Qg4AvcoCk8r2MW6-8OJ5vLl6lEGTZjpEn4/s320/NANDA-I-Nursing-Diagnoses-2012.jpg" width="320" /></a></div>
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<span style="font-family: Georgia,"Times New Roman",serif; font-size: large;"><span style="font-weight: normal;">Capa do Livro NANDA-I (2012-2014)</span></span></h4>Fofoletehttp://www.blogger.com/profile/01390705970897542683noreply@blogger.com0