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Relative validity and reliability of a novel diet quality assessment tool for athletes: the Athlete Diet Index

Published online by Cambridge University Press:  20 October 2020

Louise Capling*
Affiliation:
Sydney School of Health Sciences, Faculty of Medicine and Health, The University of Sydney, NSW 2141, Australia Sport Performance Innovation and Knowledge Excellence, Queensland Academy of Sport, QLD 4111, Australia
Janelle A. Gifford
Affiliation:
Sydney School of Health Sciences, Faculty of Medicine and Health, The University of Sydney, NSW 2141, Australia South Western Sydney Local Health District, NSW 2170, Australia Charles Perkins Centre, The University of Sydney, NSW 2006, Australia
Kathryn L. Beck
Affiliation:
School of Sport Exercise and Nutrition, College of Health, Massey University, Auckland 0745, New Zealand
Victoria M. Flood
Affiliation:
Sydney School of Health Sciences, Faculty of Medicine and Health, The University of Sydney, NSW 2141, Australia Charles Perkins Centre, The University of Sydney, NSW 2006, Australia Western Sydney Local Health District, NSW 2145, Australia
Fiona Halar
Affiliation:
Sydney School of Health Sciences, Faculty of Medicine and Health, The University of Sydney, NSW 2141, Australia
Gary J. Slater
Affiliation:
School of Health and Sport Sciences, University of the Sunshine Coast, QLD 4556, Australia
Helen T. O’Connor
Affiliation:
Sydney School of Health Sciences, Faculty of Medicine and Health, The University of Sydney, NSW 2141, Australia Charles Perkins Centre, The University of Sydney, NSW 2006, Australia
*
*Corresponding author: Louise Capling, email acap7726@uni.sydney.edu.au
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Abstract

Diet quality indices are a practical, cost-effective method to evaluate dietary patterns, yet few have investigated diet quality in athletes. This study describes the relative validity and reliability of the recently developed Athlete Diet Index (ADI). Participants completed the electronic ADI on two occasions, 2 weeks apart, followed by a 4-d estimated food record (4-dFR). Relative validity was evaluated by directly comparing mean scores of the two administrations (mAdm) against scores derived from 4-dFR using Spearman’s rank correlation coefficient and Bland–Altman (B–A) plots. Construct validity was investigated by comparing mAdm scores and 4-dFR-derived nutrient intakes using Spearman’s coefficient and independent t test. Test–retest reliability was assessed using paired t test, intraclass correlation coefficients (ICC) and B–A plots. Sixty-eight elite athletes (18·8 (sd 4·2) years) from an Australian sporting institute completed the ADI on both occasions. Mean score was 84·1 (sd 15·2; range 42·5–114·0). The ADI had good reliability (ICC = 0·80, 95 % CI 0·69, 0·87; P < 0·001), and B–A plots (mean 1·9; level of agreement −17·8, 21·7) showed no indication of systematic bias (y = 4·57–0·03 × x) (95 % CI −0·2, 0·1; P = 0·70). Relative validity was evaluated in fifty athletes who completed all study phases. Comparison of mAdm scores with 4-dFR-derived scores was moderate (rs 0·69; P < 0·001) with no systematic bias between methods of measurement (y = 6·90–0·04 × x) (95 % CI −0·3, 0·2; P = 0·73). Higher scores were associated with higher absolute nutrient intake consistent with a healthy dietary pattern. The ADI is a reliable tool with moderate validity, demonstrating its potential for application to investigate the diet quality of athletes.

Information

Type
Full Papers
Copyright
© The Author(s), 2020. Published by Cambridge University Press on behalf of The Nutrition Society
Figure 0

Fig. 1. Overview of the study design outlining the testing process for the test–retest reliability (phases 1 and 2) and relative validity (phase 3) evaluation. Images sourced from Microsoft PowerPoint (Microsoft Office 2010). ADI, Athlete Diet Index; LEAF-Q, Low Energy Availability in Females Questionnaire.

Figure 1

Table 1. Characteristics of participants included in the two administrations of the Athlete Diet Index (ADI) and participants who completed the comparative dietary assessment method (i.e. 4-d estimated food record (4-dFR))(Mean values and standard deviations; numbers of participants)

Figure 2

Table 2. Mean total and sub-scores derived from two administrations (mAdm) and 4-d estimated food record (4-dFR) and a comparison of scores between assessment methods (n 50)(Mean values and standard deviations; 95 % confidence intervals; Spearman’s rank correlation coefficients (rs))

Figure 3

Fig. 2. Bland–Altman plot of the difference between the mean score from the two administrations (mAdm) and the score derived from the estimated food record (FR), and the mean score derived from mAdm and FR scores (n 50). The bold middle line represents the mean difference between mAdm and FR scores, while the dotted lines represent the upper and lower levels of agreement ± 1·96 SD. The fitted regression line is y = 6·90–0·04 × x (95 % CI −0·3, 0·2; P = 0·78), indicating no systematic bias.

Figure 4

Table 3. Serves of core foods, discretionary foods and alcohol reported by mean of the two administrations (mAdm) and obtained by the 4-d estimated food record (4-dFR) and a comparison between the two dietary assessment methods (n 50)(Mean values and standard deviations; 95 % confidence intervals; Spearman’s rank correlation coefficients (rs))

Figure 5

Table 4. Mean energy and nutrient intake obtained by the 4-d estimated food record compared between the lower and higher total mAdm scores(Mean values and standard deviations; 95 % confidence intervals)

Figure 6

Table 5. Mean total and sub-scores derived from first administration (Adm-1), second administration (Adm-2) and the mean of the two administrations and comparison between scores (n 68)(Mean values and standard deviations; 95 % confidence intervals; intra-class correlations (ICC))

Figure 7

Fig. 3. Bland–Altman plot of the difference between the score measured at the first administration (Adm-1) and the second administration (Adm-2), and the mean score of the two administrations (n 68). The bold middle line represents the mean difference between scores, while the dotted lines represent the upper and lower levels of agreement ± 1·96 SD. The fitted regression line is y = 4·57–0·03 × x (95 % CI −0·2, 0·1; P = 0·70), indicating no systematic bias. ADI, Athlete Diet Index.

Figure 8

Table 6. Serves of core foods, discretionary foods and alcohol reported by first administration (Adm-1) and second administration (Adm-2) and comparison between the two administrations (n 68)(Mean values and standard deviations; 95 % confidence intervals)

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