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- W2333626105 abstract "During postnatal development, young birds and mammals are neither strict ectotherms nor homeotherms. They have variable body temperatures $(T_{b})$ and high metabolic rates (Ṁ). Although Newtonian models for ectotherms and homeotherms are routinely applied to developing endotherms, they do not fit. Here, I apply a one-dimensional model of heat transfer to describe the thermoregulation of developing endotherms. This model, modified from a model for ectotherms, includes both heat storage and metabolic heat production terms critical to describing heat flux in endotherms. I rearrange the model to obtain an operational method to calculate the conductance of cooling endotherms: $K_{0} = [dot{M}-(C cdot dot{T}_{b})]$/ $(T_{b}-T_{e})$, where $dot{T}_{b}$ is the rate of body cooling, $T_{b}$ is the operative environmental temperature, C is the heat capacity, and $K_{0}$ is conductance. The model is combined with the $Q_{10}$ relation for metabolic rate in an iterative procedure to predict cooling curves for en..." @default.
- W2333626105 created "2016-06-24" @default.
- W2333626105 creator A5059050257 @default.
- W2333626105 date "1994-07-01" @default.
- W2333626105 modified "2023-09-27" @default.
- W2333626105 title "A Mathematical Model of Heat Flux Applied to Developing Endotherms" @default.
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- W2333626105 doi "https://doi.org/10.1086/physzool.67.4.30163867" @default.
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