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每单位体重减轻所需的能量缺口是多少?

What is the required energy deficit per unit weight loss?

作者信息

Hall K D

机构信息

Laboratory of Biological Modeling, National Institute of Diabetes & Digestive & Kidney Diseases, National Institutes of Health, Bethesda, MD 20892-5621, USA.

出版信息

Int J Obes (Lond). 2008 Mar;32(3):573-6. doi: 10.1038/sj.ijo.0803720. Epub 2007 Sep 11.

Abstract

One of the most pervasive weight loss rules is that a cumulative energy deficit of 3500 kcal is required per pound of body weight loss, or equivalently 32.2 MJ kg(-1). Under what conditions is it appropriate to use this rule of thumb and what are the factors that determine the cumulative energy deficit required per unit weight loss? Here, I examine this question using a modification of the classic Forbes equation that predicts the composition of weight loss as a function of the initial body fat and magnitude of weight loss. The resulting model predicts that a larger cumulative energy deficit is required per unit weight loss for people with greater initial body fat-a prediction supported by published weight loss data from obese and lean subjects. This may also explain why men can lose more weight than women for a given energy deficit since women typically have more body fat than men of similar body weight. Furthermore, additional weight loss is predicted to be associated with a lower average cumulative energy deficit since a greater proportion of the weight loss is predicted to result from loss of lean body mass, which has a relatively low energy density in comparison with body fat. The rule of thumb approximately matches the predicted energy density of lost weight in obese subjects with an initial body fat above 30 kg but overestimates the cumulative energy deficit required per unit weight loss for people with lower initial body fat. International Journal of Obesity (2008) 32, 573-576; doi:10.1038/sj.ijo.0803720; published online 11 September 2007.

摘要

最普遍的减肥法则之一是,每减掉一磅体重需要累积能量缺口3500千卡,或者等效地说,每减掉一千克体重需要32.2兆焦耳。在什么情况下适合使用这条经验法则,以及决定每单位体重减轻所需累积能量缺口的因素有哪些?在此,我使用经典福布斯方程的一个修正版本来研究这个问题,该方程预测体重减轻的组成是初始体脂和体重减轻幅度的函数。所得模型预测,初始体脂越高的人,每单位体重减轻所需的累积能量缺口越大——这一预测得到了肥胖和消瘦受试者已发表的减肥数据的支持。这也可能解释了为什么在给定能量缺口的情况下,男性比女性能减掉更多体重,因为在相似体重下,女性通常比男性有更多体脂。此外,预计额外的体重减轻与较低的平均累积能量缺口相关,因为预计更大比例的体重减轻是由于瘦体重的减少,与体脂相比,瘦体重的能量密度相对较低。这条经验法则大致与初始体脂超过30千克的肥胖受试者预测的体重减轻能量密度相符,但高估了初始体脂较低的人每单位体重减轻所需的累积能量缺口。《国际肥胖杂志》(2008年)32卷,573 - 576页;doi:10.1038/sj.ijo.0803720;2007年9月11日在线发表。

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