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)
Fatores associados a necessidade de terapia intensiva neonatal em prematuros tardios
83
Rev Norte Mineira de enferm. 2021; 10(1):76-84.
Neste cenário o enfermeiro da UTIN é o profissional que está preparado para trabalhar com as instabilidades dos pacientes em
situações críticas, sobrevivendo a condições adversas, em um ambiente de trabalho que exige competências e habilidades
profissionais para lidar com situações difíceis e garantir o atendimento integral e resolutivo do paciente.
25
Como limitações do estudo, entende-se que a participação exclusiva daqueles familiares que residiam no município do estudo,
pode ser uma limitação ao número de participantes. Assim como a desproporção populacional entre os dois grupos de análise.
CONCLUSÃO
Cerca de um a cada quatro RN prematuros tardios necessitaram de UTI no período neonatal. Foram fatores obstétricos
associados a necessidade de UTIN, dessa população, o parto cesáreo e a intercorrência durante o parto. Já os fatores neonatais
associados e com maior chance de risco de internação em UTIN para prematuros tardios foram o menor peso e Apgar, nascer
PIG ou GIG bem como a necessidade de reanimação neonatal em sala de parto.
Espera-se que que este estudo possa contribuir para organização dos serviços de saúde materno-infantil sob a perspectiva de
descrição do perfil epidemiológico e organização dos serviços e demandas em saúde. Deseja-se também que o estudo subsidie
novas pesquisas e abordagem sobre a prematuridade tardia, tão prevalente nos serviços de saúde e singular, nos aspectos
clínicos e sociais.
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