Why the study?
Does BMI adequately discriminate between body fatness and lean body mass in patients with coronary artery disease?
Does BMI adequately discriminate between body fatness and lean body mass in patients with coronary artery disease?
BMI may not adequately discriminate between body fatness and lean body mass in patients with CAD, particularly those with BMI < 30 kg/m2, which may explain the obesity paradox.
Obesity is associated with a wide variety of co-morbidities, some of which may lead to disability or death.1 In general, the risk of developing co-morbidities rises as body mass index (BMI) increases. The most widely used classification of obesity is expressed in terms of BMI, where individuals whose BMI is < 18.5 kg/m2 are considered as underweight whereas those whose BMI ranges from 18.5 to 24.9 kg/m2 are classified as having normal or acceptable weight. Those whose BMI ranges from 25 to 29.9 kg/m2 are commonly referred to as overweight. Obesity is said to be present when BMI is ≥ 30 kg/m2. There are three grades of obesity: grade 1 (BMI ranging from 30 to 34.9 kg/m2), grade 2 (BMI ranging from 35.0 to 39.9 kg/m2), and grade 3 (BMI ≥ 40 kg/m2).1 There is a controversy in the literature, termed the ‘obesity paradox’, which associates better survival and fewer cardiovascular events in patients with mildly elevated BMI afflicted with chronic diseases. In a cross-sectional analysis of 95 patients with coronary artery disease (CAD), Romero-Corral et al. hypothesized that BMI will not adequately discriminate between body fatness and lean body mass.2 The investigators provided evidence that BMI does not have the discriminatory power to distinguish between lean mass and percentage body fat, especially in patients with a BMI < 30 kg/m2. As expected, BMI was correlated with both percentage body fat ( P = 0.66) and lean mass ( P = 0.41). Also, half the patients with true excess body fat, as determined by … Corresponding author. Tel: +1 418 656 4767; fax: +1 418 656 4562. E-mail address: Paul.Poirier{at}crhl.ulaval.ca
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Paul Poirier (2007) studied this question.
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