Department of Paediatrics, Academic Medical Center, University of Amsterdam, Amsterdam, The Netherlands.
Departement of Clinical Chemistry, Laboratory for Endocrinology and Radiochemistry, Academic Medical Center, University of Amsterdam, Amsterdam, The Netherlands.
Arch Dis Child. 2014 Dec;99(12):1098-102. doi: 10.1136/archdischild-2013-305718. Epub 2014 Jul 4.
To construct a regression model for endogenous glucose production (EGP) as a function of age, and compare this with glucose supplementation using commonly used dextrose-based saline solutions at fluid maintenance rate in children.
A model was constructed based on EGP data, as quantified by [6,6-(2)H2] glucose dilution after fasting overnight during normoglycaemia, in 40 healthy subjects aged 2.5-54.3 years old. The data were analysed using non-linear regression modelling with a 1-phase exponential decay curve fit. This model was compared to the amount of glucose provided with 2.5% or 5% dextrose-based saline solutions infused at fluid maintenance rate.
Non-linear regression analysis of the EGP data yielded the following regression model: EGP (mg/kg/min) = 6.50 × 2.72(-0.145 × age (y))+1.93. Glucose supplementation at fluid maintenance rate with a 5% dextrose-based saline solution ranged from 46% at age 1 year to 55% at age 18 years of the glucose required to preclude the need for EGP. With a 2.5% dextrose-based solution, these percentages are 23% at age 1 year to 27% at age 18 years.
we present an accurate non-linear regression model for EGP as a function of age. With standard dextrose-based saline solutions infused at fluid maintenance rate, only approximately 50% or less of EGP is provided. With prolonged infusion of these solutions, the deficit between exogenous glucose supplementation and EGP may induce a catabolic state and may ultimately lead to hypoglycaemia, especially in younger children.
构建一个内源性葡萄糖生成(EGP)随年龄变化的回归模型,并将其与儿童液体维持率下常用的基于葡萄糖的盐水溶液进行葡萄糖补充进行比较。
根据 40 名年龄在 2.5-54.3 岁的健康受试者在正常血糖状态下空腹过夜后通过 [6,6-(2)H2] 葡萄糖稀释法量化的 EGP 数据,建立模型。使用非线性回归建模分析数据,采用单相指数衰减曲线拟合。将该模型与以液体维持率输注的 2.5%或 5%葡萄糖基盐水溶液提供的葡萄糖量进行比较。
对 EGP 数据进行非线性回归分析得出以下回归模型:EGP(mg/kg/min)=6.50×2.72(-0.145×年龄(y))+1.93。以液体维持率输注 5%葡萄糖基盐水溶液时,从 1 岁时的 46%到 18 岁时的 55%,葡萄糖补充量足以避免需要 EGP。使用 2.5%葡萄糖基溶液时,这些百分比分别为 1 岁时的 23%到 18 岁时的 27%。
我们提出了一个准确的 EGP 随年龄变化的非线性回归模型。以液体维持率输注标准葡萄糖基盐水溶液时,仅提供约 50%或更少的 EGP。长期输注这些溶液可能会导致外源性葡萄糖补充与 EGP 之间的不足,从而引发分解代谢状态,并最终导致低血糖,尤其是在年幼的儿童中。