Under- and overreporting of energy in a group of candidates for CABG surgery and its association with some anthropometric and sociodemographic factors, Tehran, Iran.

INTRODUCTION: Numerous studies have documented a high prevalence of misreporting energy intakes. This paper examines the prevalence of under- and overreporting of energy intake in a group of candidates for coronary artery bypass graft (CABG) surgery and its association with body mass index (BMI) and some sociodemographic factors. SUBJECTS AND METHODS: Dietary assessment (using a food frequency questionnaire) and demographic evaluation of 449 CABG surgery candidates was performed. Weight and height was also measured. McCrory equation was used to identify inaccurate records of energy intake. With this equation, reporting energy intake less than 78% and more than 122% of predicted energy expenditure was considered as under- and overreporting, respectively.
RESULTS: Less than half of the participants reported energy intakes within the plausible limits. There were more overreporters than underreporters in this sample. The only significant association between misreporting and related factors was seen in BMI groups. As BMI increased, the number of underreporters increased significantly. Expressed as a percentage of total energy, mean carbohydrate intake was significantly lower and mean fat and protein intake was significantly higher in underreporters compared to overreporters.
CONCLUSION: The high prevalence of misreporting suggests more research to examine the characteristics of misreporters. Calibrating data with these characteristics can help to improve intake estimates.

Introduction

Numerous studies in industrialized countries have documented a high prevalence of underreporting energy intakes from 24-hour recalls, food records, and food-frequency questionnaires (FFQs) (Heitmann and Lissner 1995; Hirvonen et al 1997; Lafay et al 1997; Goris et al 2000; Krebs-Smith et al 2000). Many of these studies have shown that underreporting is not random, but is related to characteristics such as obesity, smoking, dieting, and psychological factors (Hebert et al 1995; Voss et al 1997; Braam et al 1998; Johansson et al 1998, 2001).

Most of these studies have been performed on a healthy population (Heitmann and Lissner 1995; Hebert et al 1995; Hirvonen et al 1997; Lafay et al 1997; Voss et al 1997; Braam et al 1998; Johansson et al 1998, 2001; Goris et al 2000; Krebs-Smith et al 2000), but it is clear that accurate evaluation of dietary intake is very important in some diseases such as cardiovascular problems where lifestyle, especially diet, has a great effect on their procedure. Therefore, coronary artery bypass graft (CABG) candidates were the study population.

The doubly labeled water technique, which measures the total energy expenditure of subjects in free-living situations (Schoeller 1999, 2002) can be used to validate reported energy intakes but because of its high cost, it can not be used in all occasions. As an alternative approach to detect misreporting of energy intake, Goldberg and colleagues (1991) introduced the ratio of reported energy intake to basal metabolic rate (rEI/BMR). This method assesses the validity of rEI by comparing total energy expenditure (TEE) with rEI when both are expressed as a multiple of basal metabolic rate (BMR). The use of Goldberg cut-off for doing so has marked limitations. Most notably, in order to use the Goldberg cut-off, it is necessary to make an assumption of a certain physical activity level (PAL) for each individual. However, the error in assigning PAL is one source of variability that is not accounted for by Goldberg and colleagues (1991) or Black (2000) in their analyses. The second limitation of the Goldberg cut-off is that although both underreporting and overreporting can occur to varying degrees, it only identifies extremely inaccurate reporting (ie, 2 SD for the agreement between rEI/BMR and PAL). This may be one reason why some investigators have used the percentage difference between rEI and either measured or predicted TEE to identify inaccurate reports and determine the degree of misreporting in individuals. However, this method is technically incorrect when applied to individual reports because it does not take into account any errors in the methods used to quantify TEE and rEI. So we used an alternative approach for identifying inaccurate records of dietary energy intake created by McCrory and colleagues (2002), in part based on the reasoning outlined by Goldberg and colleagues (1991) and more recently by Black (2000). While this method uses the percentage difference between total energy expenditure predicted from published equations (pTEE) and rEI, it also takes into account the within-subject errors in these parameters. Since TEE is predicted from Vinken equation (Vinken et al 1999), use of this method should theoretically eliminate the potential error of assigning inaccurate PALs with only limited information on the activity of individuals under study. Furthermore, since pTEE is based on the simple parameters of age, weight, height, and sex, it can be used when there is little or no information available to help investigators assign an appropriate PAL.

The aim of this study was to evaluate the prevalence of under- and overreporting of energy intake in a group of candidates for CABG surgery and its association with body mass index (BMI) and some sociodemographic factors.

Subjects and methods

Subjects

The study was carried-out between March–July 2006. Subjects in this study were patients being admitted to the cardiothoracic ward for CABG surgery at Tehran Heart Center. The final analytic sample in this study consisted of 449 patients (328 men and 121 women) aged 35–80. Informed consent was obtained from each participating subject. The study was approved by Tehran Heart Center, Tehran University of Medical Sciences.

Anthropometric measures

Anthropometric measurement was performed by a trained dietician for each patient. Weight was measured without shoes and with light clothing using digital scales and recorded to the nearest 100 g. Height was measured to the nearest 0.5 cm by using a tape measure while the subjects were standing, not wearing shoes and had the shoulders in a normal position. BMI was calculated as weight (in kg) divided by height (in m2) and it was used to classify subjects as normal (<18.5–24.9 kg/m2), overweight (25–29.9) and obese (≥30).

Sociodemographic and dietary assessment

A FFQ to assess the habitual dietary patterns of patients and a demographic questionnaire were administered by a trained dietitian to each patient. The semiquantitative FFQ was a version of a 168-item questionnaire and it was previously validated on a sample of healthy population and revealed good correlations between dietary intakes assessed by a similar FFQ and those from multiple days of 24-h dietary recalls (Esmaillzadeh et al 2005). It consisted of standard serving sizes commonly consumed by Iranians. Participants were asked to report how often they consumed each of the food items listed in the questionnaire as the number of times per day, per week, per month, or per year during the previous year.

Analysis of consumed foods was carried out by Nutritionist III software modified for Iranian foods composition (percentage of total energy intake from carbohydrate, protein, and fat) was examined to assess which part was misreported in under- and overreporters.

Characterizing under- and overreporters

The Vinken equation (Vinken et al 1999) used for predicting TEE is as follows: Where age is in years, weight is in kg, height is standing height in cm, and sex is 0 for men and 1 for women.

McCory equation was used to calculate cut-off points for detecting under- and overreporters (McCrory et al 2002). Values of 8.2% for CVtmTEE (within subject coefficient of variation in measured total energy expenditure), which includes the technical error of measuring TEE by the doubly labeled water method as well as biological variation (Black 2000; McCrory et al 2002), 13.9% for CVwpTEE (within-subject coefficient of variation in predicted total energy expenditure), 44% for CVwEI (within-subject coefficient of variation in energy intake), and 1 for d (the number of days of energy intake measurement) were used in this equation for this study.

Using the above formula, the ±1 SD for the agreement between rEI and pTEE is ±22%. Reporting energy intake less than 78% and more than 122% of predicted energy expenditure was considered as underreporting and overreporting, respectively. Characteristics associated with misreporting such as age, BMI, sex, education, and smoking were then identified (Lafay et al 1997; Braam et al 1998; Johansson et al 2001).

Data analysis

Patients were categorized into four age groups (30–49, 50–59, ≥60), three BMI groups (<18.5–24.9, 25–29.9, ≥30) and three education levels (primary education defined as primary school or less; secondary education characterized as secondary school level; and high education defined as university/college levels or equivalents). Subjects were classified as nonsmokers (if they had never smoked cigarettes), and current smokers (if they were currently smoking one or more cigarettes per day on a regular daily basis). Pearson correlation test, student t-test and one-way analysis of variance for continuous variables and chi-square test for categorical variables were used to determine whether associations were significant (P < 0.05). Analysis was conducted using SPSS version 11.5 (SPSS Inc., Chicago, IL, USA).

Results

Most of the patients were male (73%), 50 year or older (84.6%), over weight or obese (71%), non-smoker (65%) and with primary education (54%). Mean reported energy intake was significantly higher than mean predicted energy expenditure (p < 0.01). Less than half of the participants (48%) reported energy intakes within the limits defined as plausible. There were more overreporters than underreporters in this sample (29% vs 23%). Compared to males, females were significantly likely to be more overweight or obese, older, and nonsmoker (Table 1).

Table 1

Characteristics of the subjects (N = 449) Values are expressed as mean ± standard deviation, unless specified otherwise

Variables N (%)		All 449	Female 121 (26.9)	Male 328 (73.1)
Age (years)		58.9 ± 9	59.5 ± 7.5	58.7 ± 9.5
	30–49	69 (15.4)	10 (8.3)	59 (18)
	50–59	164 (36.5)	50 (41.3)	114 (34.8)
	≥60	216 (48.1)	61 (50.4)	155 (47.3)
Body weight (kg)		74 ± 11.07	69.9 ± 10.8	75.5 ± 10.7
Body mass index (kg/m2)		27.4 ± 4	29.5 ± 4.6	26.6 ± 3.4
	<18.5–24.9	132 (29.4)	23 (19)	109 (33.2)
	25–29.9	198 (44.1)	42 (34.7)	156 (47.6)
	≥30	119 (26.5)	56 (46.3)	63 (19.2)
Reported energy intake (kcal)		2821 ± 1250	2327 ± 887	3004 ± 1315
Predicted energy requirement (kcal)		2604 ± 362	2242 ± 275	2737 ± 293
% Reported from predicted energy intake		108.8 ± 45	104.4 ± 38	110.4 ± 47.8
	Underreporters	104 (23.1)	34 (28.1)	70 (21.3)
	Plausible reporters	215 (47.9)	53 (43.8)	162 (49.4)
	Overreporters	130 (29)	34 (28.1)	96 (29.3)
Smoker	Yes	156 (34.7)	118 (97.5)	175 (53.4)
	No	293 (65.3)	3 (2.5)	153 (46.6)
Education	Primary education	243 (54.1)	69 (57)	174 (53)
	Secondary education	138 (30.7)	34 (28.1)	104 (31.7)
	High education	68 (15.1)	18 (14.9)	50 (15.3)

Women were equally under- and overreporters (28%) but men were more overreporters (29% vs 21%) (Table 2).

Table 2

Association between sociodemographic characteristics and misreporting of energy intake

		% rEI from pEI Mean ± SD	Underreporters (%)	Plausible reporters (%)	Overreporters (%)
Age	30–49	111.9 ± 56.3	24.6	44.9	30.4
	50–59	104.5 ± 40.5	29.9	44.5	25.6
	≥60	111 ± 45.1	17.6	51.4	31
BMI	<18.5–24.9	116.1 ± 49b	14.4a	51.5	34.1
	25–29.9	108.2 ± 44.5	22.2	52.5	25.3
	≥30	101.6 ± 41.7	34.5	36.1	29.4
Sex	Male	110.4 ± 47.8	21.3	49.4	29.3
	Female	104.4 ± 38.2	28.1	43.8	28.1
Smoker	Yes	112.4 ± 48.8	18.6	53.2	28.2
	No	106.8 ± 43.5	25.6	45.1	29.4
Education	Primary education	107.1 ± 47.9	25.9	48.1	25.9
	Secondary education	112.1 ± 43.7	21	44.9	34.1
	High education	108 ± 39.4	17.6	52.9	29.4

Abbreviations: BMI, body mass index; rEI, reported energy intake; pEI, predicted energy intake; SD, standard deviation.

Notes: aStatistically significant differences across BMI groups in underreporters;

bStatistically significant different from the group with BMI ≥ 30.

The only significant association between misreporting and related factors was seen in BMI groups. Overweight and obese subjects were more prevalent in underreporters than plausible and overreporters (81.7% vs 68.4% and 65.4%, respectively, p < 0.01). As BMI increased, the number of underreporters also increased significantly. Both chi-square trend and one-way ANOVA tests showed the same result (Table 2). Pearson correlation test showed a significant negative association only between BMI and percentage of reported energy intake from predicted energy expenditure (r= −0.15,p = 0.001). The result was the same when men and women were analyzed separately (not shown).

Mean carbohydrate intake expressed as a percentage of total energy was significantly lower and mean fat and protein intake expressed as a percentage of total energy was significantly higher in underreporters compared with over-reporters (Table 3). Pearson correlation also showed that as percentage of reported energy intake from predicted energy expenditure increased proportion of carbohydrate intake (expressed as a percentage of total energy intake) increased (r = 0.2, p < 0.001) and proportion of fat and protein intake (expressed as a percentage of total energy intake) decreased (r = −0.148, p < 0.01; r = −0.268, p < 0.001).

Table 3

Association between food composition (percentage of macronutrients from energy intake) and misreporting of energy intake

	Underreporters (mean ± SD)	Plausible reporters (mean ± SD)	Overreporters (mean ± SD)
Carbohydrate	58.49 ± 7.25	60.31 ± 6.71	62.54 ± 8.32a
Protein	16.11 ± 2.66b	14.89 ± 2.30	13.83 ± 2.7a
Fat	27.95 ± 6.20c	27.29 ± 6.16	25.78 ± 8.39

Notes: ap < 0.001, p < 0.05 versus plausible and underreporters;

bp < 0.001, p < 0.001 versus plausible and overreporters;

cp = 0.05 versus overreporters.

Discussion

Exact evaluation of dietary intake is very important especially in cardiovascular patients. As all the other studies in this field worked on healthy people, we decided to choose CABG candidates as our study population. Other studies had used Goldberg cut-offs or percentage difference of rEI and mTEE to detect misreporters of energy intake but because of several limitations in using these methods (mentioned in the introduction) we used McCrory equation instead. As far as we know no study has used this equation to be exactly comparable with our research.

Both under- and overreporting of energy intakes were highly prevalent in this study. Underreporting (28% of women, 21% of men) was similar to levels reported in numerous studies in industrialized countries using FFQ data, in which prevalence generally ranged from 21% to 45% (Johansson et al 1998; Samaras et al 1999; Mennen et al 2000; Horner et al 2002; Mirmiran et al 1382). Overreporting (29% of men, 28% of women) was substantially higher than previous studies that reported such data, where levels were 5%–7% (Johansson et al 1998; Mirmiran et al 1382).

In this study, as BMI increased, the number of underreporters increased. The strong relationship between obesity and underreporting is consistent with other studies in both industrialized (Lissner et al 2000) and developing countries (Harrison et al 2000; Winkvist et al 2002; Mirmiran et al 1382). None the less, underreporting appears to have increased over time in developed countries (Hirvonen et al 1997; Heitmann et al 2000) while obesity levels, as well as the dissemination of dietary messages related to obesity, have been increasing. However, it is not clear why some obese individuals underreport, while others do not. In this sample one third of obese and overweight women and one forth of all obese and overweight men were underreporters. On the other hand as we can see a substantial proportion of normal weight men (14.7%) and women (13%) were underreporters. So other characteristics than obesity may induce underreporting. Besides obesity, however, less is known about other characteristics of underreporters. In this study, underreporting was not significantly associated with older age, education level, smoking, and sex.

While associations with BMI have been fairly consistent (Harrison et al 2000; Lissner et al 2000; Winkvist et al 2002; Mirmiran et al 1382), other characteristics may vary across populations. For example, significant positive associations with college education were reported in some (Johansson et al 1998) but not all (Heitmann 1993) studies. Several studies reported positive associations with smoking (Johansson et al 1998); however, negative or no associations have also been reported (Heitmann 1993; Pryer et al 1997). Using different methods to evaluate dietary intake (24 h food recall. 3 day food records, FFQ, etc), their degree of validity and reliability and different cut-off points for diagnosing under- and overreporters can partly explain the different results found in these studies.

In this study we examined whether low-energy reporters underreported all macronutrients equally or reported some lower than others. Energy from carbohydrate was significantly lower, whereas those from fat and protein were significantly higher, in underreporters (Table 3) but according to the review by Livingstone and Black (2003), energy from fat tends to be reported significantly lower in low-energy reporters. This controversy may be the result of high fat content of protein foods which was consumed more by underreporters.

Conclusion

The high prevalence of both under- and overreporting suggests the need to explore alternative techniques for collecting dietary data. More research is also needed to examine the characteristics of under- and overreporters. Calibrating data, with incorporating characteristics of misreports can help to improve intake estimates.

Our study found a significant correlation between BMI and misreporting energy intake so BMI should be taken into consideration while analyzing dietary data. However, the participants in this study were cardiovascular patients. Further studies are needed to examine whether the correlations observed in the present study are commonly observed in other groups as well.