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* Institut für Humanernährung und Lebensmittelkunde, and
Klinik für Diagnostische Radiologie, Christian-Albrechts-Universität zu Kiel, Kiel, Germany
2To whom correspondence should be addressed. E-mail: mmueller{at}nutrfoodsc.uni-kiel.de.
| ABSTRACT |
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KEY WORDS: aging dual energy X-ray absorptiometry magnetic resonance imaging organ mass resting energy expenditure
Resting energy expenditure (REE) per kg body mass varies during the life span. It declines during childhood growth and also with advanced age (1). The age-related decline in energy requirements is thought to affect positive energy balance and favors an increase in fat mass. This reflects a loss in the metabolically active components of the body (e.g., a loss in muscle mass). Both factors are considered as risk factors for age-associated morbidity. Therefore understanding the age-related decline in REE is a fundamental prerequisite in providing a basis for interventions aimed at its attenuation.
It is still a matter of debate whether the age-related decline in REE is merely a function of alterations in body composition [i.e., reductions and/or changes in the composition of fat-free mass (FFM)] or results from lower organ metabolic rates during aging. FFM is the main determinant of REE accounting for
6590% of its interindividual variance (25). Metabolically, FFM is a heterogeneous compartment, consisting of internal organs and skeletal muscle mass. The sum of visceral organs and the brain comprises
5% of body weight but accounts for 7080% of REE because of a high metabolic rate (6). In contrast, muscle mass comprises
35% of body weight but accounts for 20% of REE (6). The heterogeneous composition of FFM explains why REE per kg FFM is not constant; REE per kg FFM decreases with increasing body weight because of a disproportional increase of muscle mass (7). It may be hypothesized that the age-related decrease in FFM plus changes in the relative composition of FFM may both add to the age-related decline in REE.
The present knowledge of the metabolically active components of FFM and the impact of the composition of FFM on REE is limited to a few recent studies (811). In these studies REE was calculated from detailed body composition analysis by a combined approach weighting the masses of the different tissue compartments [by MRI or computer tomography, and dual energy X-ray absorptiometry, (DXA)] with their specific metabolic rates (3). REE calculated from organ tissue masses (REEc) was then compared to measured REE by indirect calorimetry (REEm) showing a mean prediction error of 83 kJ/d and 96 kJ/d, respectively (9,11). The use of metabolically active components of FFM instead of total FFM reduces the variance in REE prediction. However, the improved prediction model is based on experimentally derived organ metabolic rates that are not specified for age (3). Therefore using this model in elderly subjects assumes constant tissue respiration rates per kg organ mass with aging. If this is correct, no difference in the mean REE prediction error in young and old adults would be expected. This finding could also be interpreted as indirect evidence that the age-related decline in REE is due to changes in body composition rather than to organ metabolic rates. The present investigation was designed to test the hypothesis that the decline in REE with advancing age is mainly attributed to a reduction in quantity and composition of metabolically active components of FFM.
| SUBJECTS AND METHODS |
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Study protocol.
All volunteers completed a 7-d dietary record before coming to the metabolic unit of the Institut für Humanernährung. REE was then measured by indirect calorimetry (REEm). A description of the procedure, its accuracy, precision and stability is reported elsewhere (11,12). Briefly, measurements were performed between 0700 and 0900 h in a metabolic ward at constant humidity (55%) and room temperature (22°C). The day before testing the subjects had eaten their last evening meal between 1800 and 1900 h. Continuous gas exchange measurements were obtained for 1 h. Data obtained during the first 15 min were omitted. Calibration of the gas analyzers was performed immediately before each measurement.
Body composition analysis.
Height was measured to the nearest 0.5 cm with a stadiometer. Weight was assessed by use of an electronic scale coupled to the BOD POD®-Body Composition System (Life Measurement Instruments, Concord, CA). Body composition measurements by the use of bioelectrical impedance analysis (BIA) were performed after gas exchange measurements. Dual energy X-ray absorptiometry (DXA) and MRI were performed within 3 d thereafter. Bone mineral content (BMC) and whole body and regional bone-free lean body mass (LBM) were measured by DXA using a Hologic whole body dual-energy X-ray absorptiometer (Hologic QDR 4500A, software version V8.26a:3; Hologic, Waltham, MA). Skeletal muscle mass was calculated from the sum of appending LBMDXA (e.g., LBMarms + legs), using the formula of Kim et al. (13). Skeletal boneDXA was calculated as DXA-derived BMC x 1.85 (14). Fat-free mass (FFMDXA) resembles LBMDXA plus BMCDXA and was calculated as body weight minus FMDXA. Adipose tissue (ATDXA) was calculated from FMDXA assuming a fat content of 80%. BIA was performed as described previously (15). A body impedance analyzer (BIA 2000-S, Data Input, Frankfurt, Germany) and the manufacturers software was used for data analyses to calculate total body water (TBW), body cell mass (BCM) and extracellular mass (ECM). The volume of internal organs (brain, heart, liver, kidneys, spleen) was measured by transversal MRI images. The scans were obtained by use of a 1.5-Tesla Magnetom Vision scanner (Siemens, Erlangen, Germany) (6,11). Volume data were transformed into organ weights using the following densities: 1.036 g/cm3 for brain, 1.06 g/cm3 for heart and liver, 1.05 g/cm3 for kidneys, and 1.054 g/cm3 for spleen (16). Residual mass was calculated as body mass minus the sum of brainMRI, heartMRI, liverMRI, kidneysMRI, skeletal muscleDXA, skeletal boneDXA and ATDXA.
Calculation of REE.
Calculation of REE (REEc) was based on the sum of 8 body compartments (brainMRI, heartMRI, liverMRI, kidneysMRI, skeletal muscleDXA, skeletal boneDXA, ATDXA and residual mass) times the corresponding tissue-respiration rate, on the basis of specific tissue-metabolic rates reported by Elia [(12) eq. 1]. For skeletal boneDXA a specific metabolic rate of 9.63 kJ/(kg·d) was assumed (17).
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Data analyses.
All data are given as mean ± SD. Statistical analyses were performed using SPSS© for Windows 8.0 (SPSS, Chicago, IL). Differences between sex and age groups were analyzed by 2-way ANOVA with Bonferroni post hoc test. Wilcoxon signed ranks test was calculated for related samples (comparison of REEm and REEc in the same group). Pearson's correlation coefficients were calculated for relationships between variables. A multivariate regression analysis was performed using REE as dependent variable. All tests were two-tailed and a P value of 0.05 was accepted as the limit of significant difference. REE was adjusted for FFM according to Ravussin and Bogardus (5) by using the following equation:
![]() | (2) |
The slope is derived from the regression equation between REEm and FFMDXA.
| RESULTS |
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![]() | (3) |
![]() | (4) |
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| DISCUSSION |
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In the present study REEm adjusted for FFMDXA was significantly lower in elderly subjects when compared with young control subjects (-8.4% and -16.9% in females and males, respectively; Table 1). This finding suggests a decrease in metabolic rate per FFM with age. However, this does not necessarily mean a decrease in metabolic rate per kg organ mass with age. The underlying cause might be age-related changes in FFM composition. FFM accounted for 82% and only 43% of the variance in REEm in young and elderly subjects, respectively. This finding may be explained by alterations in relative composition of FFM with age (e.g., the proportions of FFM constituents like internal organs and skeletal muscle mass; Table 1, Fig. 1). Extending the prediction model to distinct metabolically active components of FFM, skeletal muscle and liver mass improved REE prediction by 5% of interindividual variance in elderly subjects. Additionally, the REEc-modeling approach is applicable in the elderly, because REE prediction from specific body composition analysis resulted in an agreement with REEm in elderly subjects (Table 1, Fig. 4). Therefore our results dispute a decreasing organ metabolic rate in aging but support the hypothesis that the age-related decline in REE is mainly attributed to a reduction in quantity and composition of metabolically active components of FFM.
However, we found evidence that the overestimation of resting energy requirements in elderly subjects is associated with increasing heart mass (Fig. 5). Subjects with a high REEm-c value (>0.8 MJ/d) differed substantially in heart mass. Five of the seven subjects had a heart weight > 500 g, which is considered to indicate hypertensive hypertrophy (29,30). In these subjects REEm-c was -1.40 ± 0.44 MJ/d. In fact, in this study MAP correlated with heart weight. Therefore, chronic hypertensive overload leading to enhanced afterload and compensatory cardiac hypertrophy is a likely explanation for our findings in elderly subjects. Although some cellular hypertrophy is a normal result in the aging heart it is unlikely to compensate for progressive age-related cell loss to maintain normal cardiac mass (30). However, despite lower organ weights of the brain, liver, kidneys and spleen, heart mass was not reduced in the elderly subjects when compared to the young control subjects (Table 1). In addition, the effect of age on the FFMorgan mass (OM) association differed among organs. Elderly subjects had increased heart mass but reduced mass of the brain, liver, spleen and kidneys (Fig. 1). There is recent ex vivo in vitro evidence for a marked decrease in the metabolic rate of cardiomyocytes with advanced age (31). In an animal model for hypertension there are several alterations of cardiac bioenergetics, e.g., an impairment of cellular Ca2+ handling, phosphate transport and mitochondrial ATP synthesis/export (32). It is tempting to speculate that the age-related increase in heart mass is associated with concomitant decrease in cardiac metabolic rate. In elderly subjects heart mass accounted for 58% of the variance in the deviation of REEm-c. This might be due to the inclusion of five subjects with a pathological myocardial hypertrophy (Fig. 5) and would therefore indicate an additional effect of cardiac hypertrophy that exceeds the effect of normal aging. Altogether these results suggest that the metabolic rate of the aging myocardium declines with progressive cell loss and compensatory hypertrophy.
Gallagher et al. first addressed the age-related decline in REE by applying an REE-prediction model based on seven organ/tissue components to calculation of REE in 13 older men and women age >70 y (10). They reported a significantly lower REEm compared to REEc in these subjects. In contrast, in a previous study, the same group of authors found no significant deviation between REEm and REEc in young subjects (9). They therefore concluded that factors other than organ atrophy may contribute to the lower metabolic rate of older persons (i.e., lower organ metabolic rates). The difference between REEm and REEc in older subjects was slightly higher than the deviation we found for elderly individuals [-607 kJ (Gallagher et al.) and -364 kJ (this study)]. Methodological differences in the assessment of heart mass [ECG-triggered MRI (this study) compared with echocardiography (10)] possibly contribute to the differences in heart mass observed in this study. Unlike MRI, echocardiography measures only left ventricular mass, which accounts for only two thirds of cardiac weight. However, mean left ventricular mass reported by Gallagher et al. is low and therefore hypertensive heart hypertrophy is unlikely to have caused the difference between REEm and REEc in this study (10).
There are some limitations in our study protocol. Body weight and BMI of the elderly subjects were higher than those of young control subjects. This might have biased the comparison of body composition between the age groups and explains the fact that in females there was no decrease in FFM with age (Table 1). Additionally, the underlying assumption of the REE-tissue modeling is a constant tissue composition with age, e.g., there may be more interstitial tissue per 100 g of left ventricular muscle mass in hypertrophied than in normal myocardium (33). Because interstitial tissue consumes less oxygen than myocyte tissue, this might have contributed to a decrease of specific metabolic rate of the aging heart. The MRI protocol did not allow any qualitative analysis of the measured tissue volumes. Further studies are required that apply recently developed advanced MRI techniques.
In conclusion, a substantial difficulty encountered in all studies of the effects of aging on the decline in REE is the differentiation of the aging process itself from common age-associated diseases. When predicting energy requirements from organ masses, hypertension and compensatory myocardial hypertrophy results in a prediction error. However, when excluding elderly subjects with pathologic cardiac hypertrophy, REE can be accurately calculated from a detailed body composition model assuming constant tissue respiration rates, resulting in a similar prediction error as in young adults. Thus we conclude that in healthy subjects the age-related decline in resting energy expenditure is not caused by a decreasing organ metabolic rate but is fully accounted for by a reduction in FFM and proportional changes in its metabolically active components.
| FOOTNOTES |
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3 Abbreviations: AT, adipose tissue; BCM, body cell mass; BIA, bioelectrical impedance analysis; BMC, bone mineral content; DXA, dual energy X-ray absorptiometry; ECM, extracellular mass; FFM, fat-free mass; FM, fat mass; MM, skeletal muscle mass; LBM, lean body mass; MAP, mean arterial pressure; OM, organ mass; REE, resting energy expenditure; TBW, total body weight. ![]()
Manuscript received 3 December 2002. Initial review completed 1 February 2003. Revision accepted 7 April 2003.
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