Abstracts Publicaciones 2021
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Pérdidas hemáticas en UCI: Breve estudio descriptivo
Background: Anaemia and transfusions are frequent in critically ill patients and there are avoidable causes such as routine laboratory tests. Patients and methods: Descriptive study during one continuous week including patients over 18-years old in a medical-surgical ICU. Results: 18 patients were included during a week in 12 beds in our unit, median age 62,5 years, 50% male. Median daily blood loss was 35ml, 45% in laboratory samples and 27% related to renal replacement therapy. 3 patients required 1 transfusion of red blood cells. Conclusions: There is a pattern of continuous blood loss in critically ill patients, primarily in routine laboratory tests.
Rev Hosp Clín Univ Chile 2021; 32: 187 - 192
Diego Ugalde C., Nicole Rossel B., Tamara Lillo A., Sedric Gonzalez G., Luis Gallegos M.
La anemia es un problema frecuente en pacientes críticamente enfermos y el uso de transfusiones, recurrente en este escenario —tanto el valor de concentración de la hemoglobina como la aplicación de unidades de glóbulos rojos— se ha asociado a mayor proporción de complicaciones y desenlaces adversos que incluyen mayor estadía hospitalaria y mortalidad en diferentes estudios(1-4).
Existen diversas fuentes de pérdidas hemáticas que participan en la anemia de los pacientes críticos e incluyen hemorragias propias de enfermedades que causaron el estado crítico, como el trauma, asociada a procedimientos quirúrgicos o invasivos, a las terapias de reemplazo renal y particularmente en pacientes médicos, las pérdidas de sangre para muestras de estudios rutinarios de laboratorio, incluyendo la que se elimina de las vías de acceso vascular cada vez que se obtiene una muestra. Esta pérdida de poca cuantía, pero que se acumula en la estadía, ha mostrado además una tendencia al aumento a lo largo de los años(3,5).
Para abordar este problema presente en cada Unidad de Cuidados Intensivos (UCI) es que algunos grupos han generado propuestas para limitar estas pérdidas, limitando por una parte la realización de exámenes no justificados y reduciendo la cantidad de sangre requerida para cada análisis de laboratorio, por ejemplo, implementando uso de tubos de bajo volumen o la aplicación de sistemas cerrados para no desechar la sangre del dispositivo vascular eliminada habitualmente en cada toma de muestra. Además se plantea priorizar el uso la información de monitorización continua, como oximetría y capnografía, para reducir la toma de gases arteriales reiteradamente(6-8).
En vista de conocer la situación local, previo a considerar medidas en esta línea, se plantea la caracterización de las pérdidas hemáticas en nuestra UCI.
PACIENTES Y MÉTODO
Estudio descriptivo longitudinal de una semana continua desde lunes a domingo en una unidad de cuidados intensivos universitaria de 12 camas. Se incluyen todos los pacientes mayores de 18 años con estadía en la unidad durante la semana evaluada.
Se registran datos demográficos y clínicos de diagnóstico de ingreso y tiempo de estada desde ficha. Se obtiene cada 12 horas el registro de pérdidas hemáticas que incluyen tomas de muestras, diferenciando cada tipo de tubo, el volumen de sangre que se debe desechar antes de obtener sangre para cada muestra (el “lavado”), el volumen de hemorragia de cualquier tipo —quirúrgica, digestiva, secundaria a procedimientos u otra— además de las pérdidas de sangre durante terapia de reemplazo renal que ocurren debido a oclusión de filtro o falla en circuitos que implican la pérdida de la sangre en ellos contenida. Se contabilizó cada día de 24 horas para el análisis, se registraron todos los datos en Microsoft Excel y se analizaron en Stata 12.
Se realizó estadística descriptiva con prueba de normalidad Shapiro-Wilk y reporte de medidas de tendencia central y distribución según normalidad para variables continuas y proporción, expresado como porcentaje e intervalo de confianza de 95% para variables categóricas.
Se obtuvo aprobación de Comité de Ética local para la ejecución de este estudio y por su naturaleza descriptiva el consentimiento informado no fue necesario.
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)
RESULTADOS
18 pacientes en total tuvieron estadía en las 12 camas de nuestra UCI durante una semana continua en noviembre de 2017. Su mediana de edad fue 62,5 años y 50% fue de sexo masculino, con una mediana de estada al iniciar el registro de 7 días. Las características demográficas y diagnósticas se detallan en Tabla 1. El total de días pacientes evaluados fue de 83 debido a la ocurrencia de períodos de cama sin ocupación.
Las pérdidas hemáticas totales por día tuvieron una mediana de 35 ml, pero un rango con valores extremos de 10,5 hasta 1.428,5 ml dado por casos puntuales con pérdidas abundantes en circuitos de terapia de reemplazo renal. Se describen las causas de pérdidas en Tabla 2.
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)
Del total de pérdidas sanguíneas durante la semana evaluada, se describen las proporciones de cada fuente en la Figura 1. Destaca que 45,03% de las pérdidas son en tubos de muestra y de los cuales los principales son jeringas de gases y tubos para análisis de tipo bioquímicos.
![](data:image/png;base64,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)
Durante la semana evaluada 3 pacientes recibieron una transfusión, cada uno con una unidad de glóbulos rojos.
DISCUSIÓN
Los resultados obtenidos en este estudio muestran una pérdida de sangre diaria relevante en pacientes críticos de 35 ml al día, existiendo un patrón general de pérdidas principalmente relacionadas a la extracción de sangre para análisis de laboratorio y casos puntuales en esta serie de pacientes con pérdidas de gran volumen sobre la mediana, relacionadas con la terapia de reemplazo renal (motivadas por la coagulación y pérdida de circuitos de reemplazo renal continuo), siendo evidente que tanto la pérdida continuada y generalizada en los pacientes habituales mediadas por los estudios de rutina, como las pérdidas en situaciones de reemplazo renal continuo, condicionan una situación de “hemorragia permanente” en los pacientes críticos. La proyección de este valor lleva a considerar que en una estadía de una semana, un paciente podría perder 245 ml y en una estadía prolongada de un mes, 1.050 ml de no mediar otros factores adicionales que aumenten o disminuyan esta situación.
Respecto a datos de otros centros, nuestro resultado es similar a otras series, así como el grupo control sin intervenciones para ahorro hemático en un estudio desarrollado en Alemania por Riessen y colaboradores(1,4,5,8) y permite estimar pérdidas sanguíneas que superan los 200 ml semanales, volviéndose relevantes progresivamente con el tiempo de estadía en la unidad, sumándose además pérdidas potenciales quirúrgicas o hemorragias de cualquier origen. Se debe además considerar que la anemia progresiva se asociará a uso de transfusiones de glóbulos rojos, frecuentes en pacientes críticos y asociados a resultados adversos(1,2), incluyendo riesgo infeccioso en pacientes críticos sépticos como los que predominaron en nuestra serie(9).
En esta línea, el uso restrictivo de transfusiones ha mostrado ser seguro y potencialmente beneficioso en diferentes contextos(10,11), por lo que evitar el uso innecesario de glóbulos rojos y reducir las pérdidas sanguíneas podría tener beneficios en resultados clínicos y optimizar uso de recursos limitados, como el Banco de Sangre.
Se han planteado estrategias para reducir los volúmenes de sangre perdidos en UCI(6-8) con resultados variables, siendo lo más destacable la experiencia del grupo de Rissen et al en Alemania, quienes en 91 pacientes muestran con el uso de un conjunto de medidas, lograr la reducción de pérdidas hemáticas de 43 a 15 ml diarios, menos uso de transfusiones y menor estadía en UCI, lo que plantea beneficios importantes a nivel individual y de gestión de recursos.
Estos datos plantean importantes espacios para mejoras, ya que implementar medidas simples, como cambiar el formato de tubos a variantes pediátricas (de 1 ml) y usar circuitos cerrados para obtener muestras, podría ahorrar hasta 2 tercios de la pérdida relacionada a exámenes, a lo que es necesario sumar alternativas para reducir uso de toma de gases arteriales repetidos, usando capnografía y saturometría con más frecuencia y los cuidados propios de la terapia de reemplazo renal para evitar pérdidas puntuales de gran volumen.
Debemos considerar; sin embargo, las limitaciones de nuestro estudio que incluye un número pequeño de pacientes y la falta de seguimiento a mayor plazo por ser su objetivo la descripción acotada de las pérdidas hemáticas. También hay que considerar que fue realizado en únicamente un centro con pacientes mayoritariamente sépticos con ausencia de otros grupos de importancia en intensivo como trauma y quemados. Sin embargo, en el contexto local permite considerar con estos datos la necesidad de intervenir en el problema de las pérdidas sanguíneas en nuestros pacientes críticos. Puede ser beneficioso que cada unidad o centro realice mediciones similares para plantear así medidas correctivas.
Considerando estos aspectos, es posible plantear intervenciones para reducir las pérdidas hemáticas y se requieren estudios adicionales respecto al impacto de medidas, tanto en el ahorro de sangre como su efecto en desenlaces individuales e institucionales.
CONCLUSIÓN
En nuestra UCI, los pacientes presentan pérdidas sanguíneas principalmente por pérdidas pequeñas, pero repetidas y asociadas a la realización de estudios de laboratorio complementarios y en casos puntuales, pérdidas de gran volumen en contexto de coagulación de circuitos en terapia de reemplazo renal. Existe así un contexto susceptible de intervenciones para reducir las pérdidas hemáticas en nuestros pacientes críticos.
REFERENCIAS
1. Vincent JL, Baron JF, Reinhart K, Gattinoni L, Thijs L, Webb A et al. ABC (Anemia and Blood Transfusion in Critical Care) Investigators. Anemia and blood transfusion in critically ill patients. JAMA 2002;288:1499- 507.
2. Corwin HL, Gettinger A, Pearl RG, Fink MP, Levy MM, Abraham E et al. The CRIT Study: Anemia and blood transfusion in the critically ill--current clinical practice in the United States. Crit Care Med 2004;32:39-52.
3. Chant C, Wilson G, Friedrich JO. Anemia, transfusion, and phlebotomy practices in critically ill patients with prolonged ICU length of stay: a cohort study. Crit Care 2006;10:R140.
4. Jackson Chornenki NL, James TE, Barty R, Liu Y, Rochwerg B, Heddle NM et al. Blood loss from laboratory testing, anemia, and red blood cell transfusion in the intensive care unit: a retrospective study. Transfusion 2020;60:256-61.
5. Branco BC, Inaba K, Doughty R, Brooks J, Barmparas G, Shulman I et al. The increasing burden of phlebotomy in the development of anaemia and need for blood transfusion amongst trauma patients. Injury 2012;43:78- 83.
6. Fowler RA, Berenson M. Blood conservation in the intensive care unit. Crit Care Med 2003;31:S715-S720.
7. Thomas J, Martinez A. Blood conservation in the critically ill. Am J Health Syst Pharm 2007;64:S11-S18.
8. Riessen R, Behmenburg M, Blumenstock G, Guenon D, Enkel S, Schäfer R et al. A simple “blood-saving bundle” reduces diagnostic blood loss and the transfusion rate in mechanically ventilated patients. PLoS One 2015;10:e0138879.
9. Dupuis C, Garrouste-Orgeas M, Bailly S, Adrie C, Goldgran-Toledano D, Azoulay E et al. Effect of transfusion on mortality and other adverse events among critically ill septic patients: an observational study using a marginal structural cox model. Crit Care Med 2017;45:1972-80.
10. Hébert PC, Wells G, Blajchman MA, Marshall J, Martin C, Pagliarello G et al. A multicenter, randomized, controlled clinical trial of transfusion requirements in critical care. Transfusion Requirements in Critical Care Investigators, Canadian Critical Care Trials Group. N Engl J Med 1999;340:409-17.
11. Holst LB, Haase N, Wetterslev J, Wernerman J, Guttormsen AB, Karlsson S et al. Lower versus higher hemoglobin threshold for transfusion in septic shock. N Engl J Med 2014;371:1381-91.
Correspondencia:
Dr. Diego Ugalde Castillo
Unidad de Cuidados Intensivos, Hospital Clínico Universidad de Chile
[email protected]
562 2978 8264