Baixe o app para aproveitar ainda mais
Prévia do material em texto
Am JC/in Nutr l989;49:33-6. Printed in USA. © 1989 American Society for Clinical Nutrition 33 Changes in fat-free mass during weight loss measured by bioelectrical impedance and by den ry’2 Paul Deurenberg, Jan A Weststrate, and Joseph GAJHaut vast ABSTRACT A group of 13 apparently healthy, premenopausal obese women (134-196% ideal weight) volunteered in a weight reduction study for 8 wk on a 4200 Id (1000 kcal) diet. Before and after the weight reduction period body composition was measured by densitometry and by the bioelectrical impedance method. Changes in fat mass and fat-free mass were calcu- lated. Mean weight loss was 10.0 ± 2.8 kg and loss of fat-free mass was measured to be 2.3 ± 1.7 kg (23%) by densitometry and 0.6 ± 1.9 kg (6%) by impedance measurements. The underestimation of the change in fat-free mass measured by the impedance method could be due to losses ofwater bound to glycogen after the weight-reduction period. For this reason the impedance method may be not applicable in studies in which changes in glycogen stores can be expected. Am J Clin Nutr 1989;49:33-6. KEY WORDS Weight loss, bioelectrical impedance, densitometry, glycogen Introduction Obesity is an important health hazard (1-7) and the prevalence of obesity is high in most Western societies (8). Body weight increases in most people after adult life is reached (9, 10). Furthermore it is difficult to maintain a lower body weight after weight loss and most people regain the lost weight quickly after a period of successful slimming (1 1). One of the reasons of this bad prognosis oflong-term weight loss could be the decrease in fat-free mass(FFM) during weight loss associated with a decrease in (resting) metabolic rate, causing lower energy require- ment after weight loss. In the past decade a number of new methods for the assessment of body composition in man have been de- veloped, eg, neutron-activation analysis (12), computed tomography and NMR imaging (13), total-body electri- cal conductivity (TOBEC) (14, 15), and bioelectrical im- pedance. The latter method is regarded to be a valid method to measure body composition (16, 17); it is rela- tively inexpensive and can be applied in larger epidemio- logical studies. The aim ofthis investigation was to study the applica- bility of the bioelectrical impedance method for deter- mining changes in body composition (ie, in fat mass [FM] and FFM) during weight loss as compared with the densitometric method (underwater weighing). Methods Population and study design Thirteen apparently healthy, premenopausal obese women, 134-196% ideal body weight (18), participated in a weight- reduction study. They were recruited by advertisement in a re- gional newspaper. After information was obtained on habitual food consumption and eating behavior from a dietary history and a questionnaire, a trained dietician prescribed an individu- ally adapted 4200 Id (1000 kcal) diet (20% protein, 30% fat, and 50% carbohydrate) for the women. This diet was followed by the subjects for 8 wk. During this period the dietician con- tacted the participants by phone weekly and every 2 wk a 24-h dietary recall was obtained during a home visit. The protocol ofthe study was approved by the Ethical Com- mittee ofthe Department ofHuman Nutrition and all women gave their informed consent. Characteristics ofthe participants at the start ofthe study are given in Table 1. Body composition Body composition measurements were made in duplicate 2 d before and 2 d after the 8-wk weight-reduction period. Mea- surements were made in the morning at least 4 h after a light breakfast(l.7 mJ, 400 kcal)after the subject voided and dressed in a swimming suit. Body weight was measured to the nearest 0.05 kg with a digital scale (ED-60T Berkel, Rotterdam, The Netherlands). Body height was measured with a microtoise to the nearest 1 mm. Bioelectrical impedance was measured with the subject supine as described by Lukaski et al (16, 17) with a body composition analyzer (RJL-Systems, BIA-lOl, Detroit, MI). FFM was calculated with the equation 1 From the Department of Human Nutrition, Agricultural Univer- sity, Wageningen, The Netherlands. 2 Address reprint requests to P Deurenberg, Department of Human Nutrition, De Dreijen 12, NL-6703 BC Wageningen, The Netherlands. Received November 25, 1987. Accepted for publication February 24, 1988. Downloaded from https://academic.oup.com/ajcn/article-abstract/49/1/33/4716274 by guest on 23 February 2018 TABLE 1 Age, some anthropometric characteristics, and habitual energy intake ofthe obese women at the start ofthe study* 34 DEURENBERG ET AL Age(y) 37±5 Body weight (kg) 90.7 ± 10.5 Body height (m) 1 .665 ± 0.064 Body mass index (kg/m2) 32.8 ± 3.6 Body fatt (%) 45.4 ± 3.5 Habitual energy intaket MJ 9.6±2.8 kcal 2296 ± 670 *1± SD t By densitometry. t From a dietary history. FFM (kg) = 0.698 X l0� X � + 3.55 + 9.4 (1) where L is body height in meters, R is resistance in ohms, and S is sex (women 0, men 1). For this formula SEE is 2.67 kg and r2 is 0.92. This equation was derived from a study in our laboratory (unpublished observations) in 203 subjects that compared body composition measured by underwater weigh- ing and the bioelectrical impedance method. Body density was determined by underwater weighing (to the nearest 0.05 kg; 3826 MP 8 1 Sartorius, G#{246}ttingen, FRG) with simultaneous assessment of the residual lung volume by helium dilution. Siri’s formula (19) was used to calculate body fat and FFM from total body density. The equipment has a precision of 1% (0.002 kg/L). St atistical analysis Pearson product-moment correlation coefficients were used to evaluate linear relationships between variables and paired (two-tailed) t statistics to assess significance in differences be- fore and after treatment and between methods (20). Results From 24-h dietary recalls energy intake during the 8- wk of weight reduction was determined to be 3.9 ± 0.7 mJ (933 ± 167 kcal, 1± SD). Body weight reduction was 10.0 ± 2.8 kg. Data on body composition before and af- ter weight loss are given in Table 2. Mean body weight, FM, FFM, and body-fat percentage measured by densi- tometry decreased significantly during the diet period. However, no significant changes in FFM as measured by bioelectrical impedance could be observed. FFM and FM measured by densitometry or bioelectri- cal impedance did not differ significantly before weight reduction. After weight reduction, however, the FFM measured by bioelectrical impedance was higher (p < 0.05) than the FFM measured by densitometry. In 6 of 1 3 subjects, FFM measured by bioelectrical imped- ance was increased after weight reduction (Table 2). Changes in body composition measured by densitom- etry and impedance are listed in Table 3. The methods differed significantly in assessing changes in body-fat per- centage, FFM, and composition ofweight loss. Discussion The measurement ofbody composition by densitome- try is generally advocated as the method of reference. As reported by several authors (2 1, 22), the precision in measuring body density is ‘��0.002-0.003 kg/L, corre- sponding to a body-fat percentage of 1-1.5%. We found a precision for the estimate ofbody-fat percentage of 0.5- 1 .5%, depending on the familiarity of the subjects with the procedure (unpublished observations). Despite the high technical precision ofthe densitometric method, er- rors can be made in calculating body fat and FFM be- cause it is not known whether Siri’s constant for the den- sity ofthe FFM can be applied to all adults. In Siri’s for- mula densities ofthe FM and the FFM are assumed to be 0.900 kg/L and 1 . 100 kg/L, respectively (1 9). For edema, pregnancy, or an enlarged muscle mass, the density of the FFM may not be 1 . 100 kg/L, leading to errors in the estimation of body-fat percentage (23). In extremely obese people in whom not only FM but also FFM (mus- cle mass) are increased, Siri’s formula will slightly overes- timatebody-fat percentage. Assuming a technical preci- sion of the densitometric method of 1% of body fat for subjects not familiar with the equipment, the SD of an estimate ofthe FFM in our subjects (average FFM 50 kg) would be 0.5 kg. The SEE and r2 values for equation 1 are in good agreement with data from other investigators, who found SEEs of2.5 1 kg (1 7) and 3.2 kg(24). This implies that the impedance method is less precise than the densitometric method and is comparable with the accuracy of normal anthropometnc measurements, such as skinfold mea- surements (25). However, a major advantage of the im- pedance method over the densitometric method is the possibility ofusing it for field work in larger epidemiolog- ical studies. Furthermore, the method is relatively inex- pensive and the equipment is easy to operate and main- tam. The advantages of the impedance method over skinfold measurements are the independence of the ob- server variance and the fact that body composition of obese people is easily assessed. In this study a mean weight loss of 10.0 kg was found. Theoretically 70-80% ofthis weight loss must be due to a loss of FM (3). From densitometry an average of 78 ± 1 5% ofthe weight loss was found to be body fat. How- ever the impedance method showed a much higher loss of body fat (94 ± 17%), which seems to be an unrealistic high percentage. FFM measured by bioelectrical imped- ance even increased in 6 of 1 3 subjects (Table 2). From the SD of the mean difference from the FFM measured by the impedance and densitometric methods, it is possible to calculate the number ofsubjects required for detection ofa change in FFM with a given power (20) with the equation n = (tfl + ta)2 . 5D�2/(�f’f�4)2 (2) The number of subjects required to find a 2.0 kg change in FFM with a power of0.9 (t�312 = 1.36) that is significant (p < 0.05, two-tailed, ta12 = 2. 1 8) is 12 for the Downloaded from https://academic.oup.com/ajcn/article-abstract/49/1/33/4716274 by guest on 23 February 2018 BODY IMPEDANCE AND WEIGHT LOSS 35 *1± SD TABLE 2 Body composition measurements before and after weight loss Body fat Fat-free mass by Fat-free mass by Fat mass by Fat mass by percentage by Body weight densitometry impedance densitometry impedance densitometry Subjects Before After Before After Before After Before After Before After Before After kg kg kg kg kg kg 1 88.6 79.3 44.3 42.8 49.5 47.8 44.3 36.5 39.1 31.5 50.0 46.0 2 80.0 69.4 46.2 40.9 46.0 45.2 33.8 28.5 34.0 24.2 42.2 41.0 3 88.3 78.8 47.1 45.7 45.7 47.8 41.2 33.1 42.6 31.0 46.7 42.0 4 85.0 70.8 44.3 43.0 48.4 50.2 40.7 27.8 36.6 20.6 47.9 39.3 5 90.3 80.4 53.2 48.6 52.2 53.0 37.1 31.8 38.1 27.4 41.1 39.0 6 86.4 78.7 49.5 47.6 49.6 48.2 36.9 31.1 36.8 30.5 42.8 39.5 7 84.6 78.6 49.7 49.5 50.6 51.2 34.9 29.1 34.0 27.4 41.3 37.0 8 100.3 91.1 52.4 49.5 55.6 56.6 47.9 41.6 44.7 34.5 47.8 45.7 9 107.3 92.5 58.7 54.3 56.3 53.1 48.6 38.2 51.0 39.4 45.3 41.3 10 78.0 72.4 46.4 46.1 46.6 45.8 31.6 26.3 31.4 26.6 40.5 36.3 1 1 109.6 98.0 53.9 50.5 51.9 50.3 55.7 47.5 57.7 47.7 50.8 48.5 12 79.8 71.0 43.7 43.0 47.1 47.4 36.1 28.0 32.7 23.6 45.3 39.5 13 101.1 88.6 52.2 49.8 55.4 51.1 48.9 38.8 45.7 37.5 48.4 43.8 j: 90.7 80.7* 49.4 470* 50.4 49.8t 41.5 337* 40.3 30.9t 45.4 41.5* SD 10.5 9.2 4.5 3.9 3.7 3.2 7.2 6.4 7.7 7.4 3.5 3.6 * Significantly different (p < 0.001) compared with the before-treatment value. t Significantly different (p < 0.005) compared with the after-treatment value ofthe densitometnc method. impedance method and 10 for the densitometric method. Thus, the number of subjects who participated in the study was great enough to detect a change in FFM of 1 .9 kg, which could be expected to coincide with a weight loss of ‘�-6.5 kg. The fact that the mean weight loss of FFM found by the impedance method is much lower than that found by the densitometric method (0.6 ± 1 .9 vs 2.3 ± 1 .6 kg FFM) might be explained by a decrease in glycogen stores and corresponding water during weight loss. The current used in the impedance method (800 �A, 50 kHz) does not totally penetrate the cell membranes (26) and thus the intracellular water is not fully measured by the method. The regression equation to calculate FFM by the impedance method is based upon a population with normal glycogen and associated water stores. It is evident that using this equation in a population with exhausted glycogen stores (like our subjects after weight loss) may TABLE 3 Changes (�) in body composition before and after weight reduction measured by densitometry and impedance* Densitometry Impedance p Bodyfat(%) 3.9±2.1 6.3±3.1 <0.02 �\FFM(kg) 2.3±1.7 0.6±1.9 <0.02 �FM(kg) 7.6±2.4 9.4±2.9 <0.1 �FM/M:�odywt 78±15 94±17 <0.01 4� FFM/�� body wt 22 ± 15 6 ± 17 <0.01 overestimate FFM. As a consequence the weight loss of FFM during slimming is underestimated by 1-2 kg. The influence ofthe loss ofglycogen and attached wa- ter on the density of the FFM can be expected to be of minor importance for the calculation of the FM and FFM with Siri’s formula. The result would be only a slight underestimation ofthe FM and an overestimation ofthe FFM. In conclusion, the bioelectrical impedance method is not able to assess small changes in FFM especially if these changes are due to changes in the glycogen and associ- ated water stores. Losses ofglycogen stores with losses of associated water during weight reduction may cause an underestimation of the FFM of �- 1-2 kg depending on the size of the glycogen stores. Because the size of glyco- gen stores is quite constant in most Western individuals (athletes are exceptions), a correction factor could be in- troduced when the impedance method is used to follow people during slimming exercise. #{163}3 We are grateful to the subjects who participated with enthusiasm and to Greet Vansant and Cathaline den Besten for their help in con- ducting the experiment. References 1 . Royal College ofPhysicians. Obesity. J R Coil Phys Lond 1983; 17: 1-58. 2. Bray GA, ed. Obesity in America. Washington, DC: US Department of Health, Education and Welfare, 1979. (NIH publication 79-358.) Downloaded from https://academic.oup.com/ajcn/article-abstract/49/1/33/4716274 by guest on 23 February 2018 36 DEURENBERG ET AL 3. Garrow JS. Treat obesity seriously. Edinburgh: Churchill Livingstone, 1981. 4. Seidell JC, Deurenberg P, Hautvast JGAJ. Obesity and fat distribution in relation to health-current insights and recommendations. World Rev Nutr Diet l987;50:57-91. 5. Lew EA, Garfinkel L. Variations in mortality by weight among 750,000 men and women. J Chronic Dis l979;32:563-76. 6. Waaler HT. Height, weight and mortality. The Norwegian experience. Acta Med Scand (Suppl) 1984;697: 1-56. 7. Seidell JC, Bakx JC, Deurenberg P. van den Hoogen HJM, Hautvast JGAJ, Stijnen T. Overweight and chronic illness-a retrospective cohort study with a follow-up of 6-17 years in men and women initially 20-50 years of age. J Chronic Dis 1986; 39: 585-93. 8. Deurenberg P, Weststrate J. Uberern#{228}hrung und Adipositas. Epidemiologic und Gesundheitsnsiken von Fettsucht und K#{246}rperfettverteilung. In: Wolfram G, Schliert G, eds. Ern#{228}hrung und Gesundheit. Stuttgart: Wissenschaftliche Verlaggesellschaft mbH, 1988:47-66. 9. Rookus MA, Burema J, van ‘t Hof MA, Deurenberg P, van der Wiel-Wetzels WAM, Hautvast JGAJ. The development of the body mass index in young adults. I: Age reference curves based on a four-year mixed longitudinalstudy. Hum Biol 1987;59:599-615. 10. Cronk CE, Roche AF. Race- and sex-specific reference data for triceps and subscapular skinfolds and weight/stature2. Am J Gin Nutr l982;35:347-54. 1 1 . Stunkard AJ. The management ofobesity. NY J Med 1958; 58:79- 87. 12. Burkinshaw L. In vivo neutron activation analysis and photon absorptiometry. In: Norgan NG, ed. Human body composition and fat distribution. Wageningen: Stichting Voeding Nederland, 1987:95-104. (Euronut report 8.) 13. Heymsfield SB. Human body composition: analysisby computerised axial tomography and nuclear magnetic resonance. In: Norgan NG, ed. Human body composition and fat distribution. Wageningen: Stichting Voeding Nederland, 1987:105-12. (Euronut report 8.) 14. Presta E, Wang J, Harrison GG, Bj#{246}rntorpP. Harker WH, Van Itallie TB. Measurement of total body electrical conductivity: a new method for estimation ofbody composition. Am J Clin Nutr 1983; 37:735-9. 15. Van Loan MD, Segal KR, Bracco EF, Mayclin P, Van Itallie TB. TOBEC methodology for body composition assessment: a cross- validation study. Am J Gin Nutr 1987;46:9-l2. 16. Lukaski HC, Johnson PE, Bolonchuk WW, Lykken GI. Assessment of fat free mass using bio-electrical impedance measurement of the human body. Am J Clin Nutr 1985;4l: 8 10-7. 17. Lukaski HC, Bolonchuk WW, Hall CB, Siders WA. Validation of tetrapolar bio-electrical impedance method to assess human body composition. J Appl Physiol 1986;60: 1327-32. 18. Metropolitan Life Insurance Company 1979 Build study. Chicago: Society of Actuaries and Association of Life Insurance Medical Directors ofAmerica, 1980. 19. Sin WE. Body volume measurement by gas dilution. In: Brozek J, Heuschil A, eds. Techniques for measuring body composition. Washington, DC: National Academy Press, 196 1:108-17. 20. Snedecor GW, Cochran GC. Statistical methods, 1 1 1-1 13. Iowa State University Press, 1967, 6th Ed. 21. Fidanza F. Density ofbody fat in man and other mammals. J Appl Physiol l953;6:252-6. 22. Mendez J, Lukaski HC. Variability in body density in ambulatory subjects measured at different days. Am J Gin Nutr 198 l;34:78- 81. 23. Lukaski HC. Methods for the assessment of human body composition: traditional and new. Am J Clin Nutr l987;46: 537-56. 24. Liedtke RJ. Body composition analysis based on bioelectrical impedance instrumentation. Detroit, MI: RJL Systems, Inc, 1986. 25. Durnin JGVA, Womersley J. Body fat assessed from total body density and its estimation from skinfold thicknesses: measurements on 48 1 men and women aged 16-72 years. Br J Nutr 1974;32:77-92. 26. Thomasset MA. Propri#{233}tesbio-electriques des tissues. Lyon Med 1963;209: 1325-50. Downloaded from https://academic.oup.com/ajcn/article-abstract/49/1/33/4716274 by guest on 23 February 2018
Compartilhar