ISSN: 2373-6372GHOA

Gastroenterology & Hepatology: Open Access
Volume 2 Issue 1 - 2015
How Useful are Formulas to Calculate the Basal Metabolic Rate?
Wilson R Catapani*
Department of Gastroenterology, Faculty of Medicine, Brazil
Received: January 30, 2015| Published: February 05, 2015
*Corresponding author: Wilson R Catapani, Department of Gastroenterology, Faculty of Medicine, Brazil. Av. Principe de Gales 821 – Santo Andre, SP, Brazil, Tel: 55 11 4993 5416; Email: @
Citation: Catapani WR (2015) How Useful are Formulas to Calculate the Basal Metabolic Rate?.Gastroenterol Hepatol Open Access 2(1):00027. DOI: 10.15406/ghoa.2015.02.00027


IC: Indirect Calorimetry; BME: Basal Metabolicexpense


Indirect calorimetry (IC) is a method that determines the nutritional needs and the utilization of energy substrates from the oxygen consumption and carbondioxide production. The resting energy expenditure is the energy expended by an individual maintain edatrest, in a thermally neutral environment in the morning, after 12 hours offasting. The basal metabolicexpense (BME) can be considered as the energy used to maintain the electrochemical gradient of cellmembranes, energy necessary for the functioning of the cardiovascular and respiratory systems, the energy used in the synthesis of body componentes and also energy expended to maintain body temperature.
The energy expenditure at rest can be measured by Icorestimatedby predictive equations. For instance, it is said that the Harris-Benedict equation, which is the most used, estimates the resting energy expenditure with an accuracy of ± 10% in 80% to 90% of normal individuals. When used in critically ill patients, however, this equation correctly predicts the expenditure in less than 50% of subjects. This variability is related to the severity of the disease, changes in body composition, altered metabolic activity and multiple thermogenic clinical interventions [1].
Recognizing the need to estimate energy expenditure in institutions that do not have IC, several researchers have proposed specific equations developed from calorimetry studies in groups of patients with similar clinical characteristics.
A study in healthy Brazilians living in the southwestern region of the United States, in order to estimate the accuracy of some predictive equations to estimate the BME, showed that the Schofield equation over estimated the expenditure measured by calorimetry at about 8.5 to 17, 5% and Harris - Benedict over estimated calorimetry data at 15 to 16.8%. They conclude that these equations, recommended for international use, were not suitable for use in the studied Brazilians [2].
A Dutch group also studied adult patients comparing the BME data obtained by indirect calorimetry with different predictive equations based on weight, height, genderand age. Eighteen equations were studied, including 48 outpatients and 45 inpatients. The percentage of patients with acceptable predictions was only 25-52%, depending on the equation used. The best equation was recommended by the FAO / WHO / UNU both in hospitalized patients and out patients, and that is the equation recommended by the group when you do not have calorimetry [3].
In another scenario (obese adults hospitalized with body mass index greaterthan 30 kg/m2), researchers compared the BME data obtained by calorimetry with several predictive equations, including the Harris-Benedict, Mifflin, Ireton Jones and others. Only the Harris - Benedict equationes timated BME within 10% error compared to the indirect calorimetry, in only 50% of patients [4].
However a trial involving 337 individuals of a community in the US, studied by indirect calorimetry and comparisons with the Miffl in StJeor, Harris Benedict, Livingston, Muller and other equations, suggested that the Mifflin StJeor and Livingston equations are useful to predict the BME in obese and non-obese adults, while the other equations over estimated BEM [5].
A Brazilian study attempted to standardize an equation to be used specifically for Brazilian women. Seven hundredand sixty women between 18 and 65 years were assessed by indirect calorimetry and the data correlated by regression logistics to age, weight and height. Two formulas were obtained, one for women with BMI above 35 kg / m2, and one for women below this score. The calculation of BME by the formula over estimated the measure obtained by IC in about 7% [6].
Thus, although calorimetry is the gold standard for BME measurements, it is expensive and not readily available in many centers. When considering the use of a formula to estimate the BME, one must think about the various factors that make a formula applicable in a given scenario, but not applicable in a different situation. A good formula applicable universally to different populations still seems to be missing.


  1. Diener JR (1997) Indirect calorimetry. Rev Assoc Med Bras 43(3): 245-253.
  2. Wahrlich V, Anjos LA, Going SB, LohmanTG (2007) Basal metabolic rate of Brazilians living in the Southwestern United States. Eur J Clin Nutr 61(2): 289-93.
  3. Weijs PJ, Kruizenga HM, van Dijk AE, van der Meij BS, Langius JA, et al. (2008) Validation of predictive equations for resting energy expenditure in adult outpatients and inpatients. Clin Nutr 27(1): 150-157.
  4. Anderegg BA, Worral C, Barbour E, Simpson KN, Delegge M (2009) Comparison of resting energy expenditure prediction methods with measured resting energy expenditure in obese, hospitalized adults. JPENJ Parenter Enteral Nutr 33(2): 168-175.
  5. Frankenfield DC (2013) Bias and accuracy of resting metabolic equations in non obeses and obese adults. ClinNutr 32(6): 976-982.
  6. Rodrigues AE, Mancini MC, Dalcanale L, Melo ME, Cercato C, et al. (2010) Characterization of metabolic resting rate and proposal of a new equation for a female Brazilian population. Arq Bras Endocrinol Metabol 54(5): 470-476.
© 2014-2016 MedCrave Group, All rights reserved. No part of this content may be reproduced or transmitted in any form or by any means as per the standard guidelines of fair use.
Creative Commons License Open Access by MedCrave Group is licensed under a Creative Commons Attribution 4.0 International License.
Based on a work at
Best viewed in Mozilla Firefox | Google Chrome | Above IE 7.0 version | Opera |Privacy Policy