| Literature DB >> 27149674 |
Christina B Dillon1, Anthony P Fitzgerald2,3, Patricia M Kearney2, Ivan J Perry1, Kirsten L Rennie4, Robert Kozarski4, Catherine M Phillips1.
Abstract
INTRODUCTION: Objective methods like accelerometers are feasible for large studies and may quantify variability in day-to-day physical activity better than self-report. The variability between days suggests that day of the week cannot be ignored in the design and analysis of physical activity studies. The purpose of this paper is to investigate the optimal number of days needed to obtain reliable estimates of weekly habitual physical activity using the wrist-worn GENEActiv accelerometer.Entities:
Mesh:
Year: 2016 PMID: 27149674 PMCID: PMC4858250 DOI: 10.1371/journal.pone.0109913
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Sensitivity, specificity, AUC and GENEActiv cut-points based on 3 and 6 METS.
| Intensity | Sensitivity | Specificity | Area under the curve (95%CI) | GENEActiv cut-points (SVMgs (15s epoch)) | |
|---|---|---|---|---|---|
| Sedentary | 91.6 | 92.4 | 0.97 | <57.5 | <191.8 |
| Light | NA | NA | NA | 57.5–84.3 | 191.8–281.5 |
| Moderate | 67.9 | 67.9 | 0.694 | 84.4–178.4 | 281.6–595 |
| Vigorous | 97.1 | 97.0 | 0.994 | >178.4 | >595 |
| Sedentary | 92.9 | 92.4 | 0.98 | <47.5 | <158.5 |
| Light | NA | NA | NA | 47.5–78.3 | 158.5–261.8 |
| Moderate | 70.5 | 68.6 | 0.716 | 78.4–148.5 | 261.9–495 |
| Vigorous | 97.1 | 97.0 | 0.992 | >148.5 | >495 |
* sedentary (<1.5 METS), light (1.5–2.99 METS), moderate (3.00–5.99 METS), vigorous (>6 METS)
NA; not applicable as sedentary and moderate intensity cut-points provide the margins for light intensity
Number of participants with valid days (>10 hours of wear time) of data.
| Number of valid days wear | Number of participants |
|---|---|
| 397 | |
| 27 | |
| 12 | |
| 4 | |
| 3 | |
| 4 | |
| 6 | |
| 6 |
Daily duration (minutes) of sedentary, light, moderate and vigorous activity.
| 926 (833, 984) | 94 (64, 140) | 50 (24, 93) | 1 (0, 5) | 56 (25, 100) | |
| 921 (837, 981) | 98 (64, 135) | 48 (24, 91) | 1 (0, 6) | 52 (25, 101) | |
| 911 (829, 976) | 100 (68, 143) | 55 (25, 95) | 1 (0, 5) | 59 (27, 100) | |
| 908 (842, 977) | 106 (66, 140) | 56 (26, 93) | 1 (0, 5) | 58 (26, 100) | |
| 903 (826, 977) | 106 (68, 148) | 57 (25, 100) | 1 (0, 5) | 62 (25, 106) | |
| 910 (839, 989) | 100 (65, 142) | 51 (23, 98) | 1 (0, 5) | 56 (23, 103) | |
| 946 (872, 1004) | 77 (48, 117) | 42 (17, 82) | 0 (0, 3) | 46 (18, 91) | |
| <0.001 | <0.001 | <0.001 | 0.81 | <0.001 | |
| 909 (798, 972) | 98 (66, 154) | 60 (29, 116) | 1 (0, 7) | 69 (29, 126) | |
| 906 (813, 979) | 103 (62, 146) | 61 (25, 112) | 1 (0, 7) | 66 (27, 120) | |
| 903 (802, 970) | 99 (67, 156) | 66 (32, 118) | 1 (0, 6) | 76 (33, 122) | |
| 901 (815, 978) | 104 (66, 143) | 66 (31, 107) | 1 (0, 5) | 71 (31, 116) | |
| 889 (802, 977) | 100 (66, 156) | 65 (29, 111) | 1 (0, 6) | 74 (30, 121) | |
| 912 (840, 987) | 99 (65, 135) | 58 (25, 99) | 1 (0, 6) | 64 (25, 103) | |
| 956 (878, 1009) | 70 (43, 108) | 45 (18, 85) | 1 (0, 4) | 47 (19, 85) | |
| <0.001 | <0.001 | 0.009 | 0.77 | 0.01 | |
| 931 (869, 990) | 92 (58, 133) | 40 (22, 76) | 1 (0, 3) | 46 (22, 82) | |
| 930 (867, 985) | 97 (66, 130) | 43 (21, 75) | 1 (0, 5) | 47 (22, 84) | |
| 918 (850, 980) | 100 (68, 135) | 49 (23, 83) | 1 (0, 4) | 52 (25, 87) | |
| 915 (854, 974) | 107 (68, 138) | 48 (23, 83) | 1 (0, 4) | 51 (24, 88) | |
| 910 (844, 979) | 110 (68, 146) | 48 (23, 84) | 1 (0, 4) | 52 (25, 89) | |
| 909 (834, 990) | 103 (67, 148) | 46 (21, 94) | 1 (0, 4) | 51 (22, 104) | |
| 940 (862, 1002) | 89 (51, 124) | 38 (16, 80) | 0 (0, 3) | 43 (16, 85) | |
| <0.001 | <0.001 | <0.001 | 0.84 | <0.001 | |
Data is presented as median (25th, 75th percentile). P-values presented as Kruskal-Wallis, tests the difference in median activity levels across days of the week.
Fig 1Reliability coefficient for number of days monitoring.
Fig 1 illustrates the reliability coefficient associated with different length monitoring frames. The results propose that between 59–82%, 68–87%, 74–90% and 78–92% of variance was explained for by using 2 days, 3 days, 4 days and 5 days monitoring to represent 7 days of habitual activity.