| Literature DB >> 29079549 |
Gautam Adusumilli1, Solomon Eben Joseph1, Michael A Samaan1, Brooke Schultz2, Tijana Popovic1, Richard B Souza1,3, Sharmila Majumdar1.
Abstract
BACKGROUND: Performance tests are important to characterize patient disabilities and functional changes. The Osteoarthritis Research Society International and others recommend the 30-second Chair Stand Test and Stair Climb Test, among others, as core tests that capture two distinct types of disability during activities of daily living. However, these two tests are limited by current protocols of testing in clinics. There is a need for an alternative that allows remote testing of functional capabilities during these tests in the osteoarthritis patient population.Entities:
Keywords: algorithms; medical informatics; mobile apps; mobile phone; osteoarthritis; telemedicine
Year: 2017 PMID: 29079549 PMCID: PMC5681723 DOI: 10.2196/mhealth.8656
Source DB: PubMed Journal: JMIR Mhealth Uhealth ISSN: 2291-5222 Impact factor: 4.773
Figure 1A 3D depiction of an iPhone’s triaxial coordinate system. Notice that both axis and direction are contingent on the phone’s orientation during movement.
Figure 2A representation of the phone’s orientation and location during Chair Stand Test testing. An iPhone with its screen facing inward and home button downward would experience +Y acceleration to represent upward vertical movement and –Z acceleration to represent the subject moving forward during the postural transition of standing.
Figure 3A graphical representation of the 30-second Chair Stand Test as captured by an iOS-based linear accelerometer. Y-axis features represent the postural transitions of sitting and standing and Z-axis features represent anterior and posterior movement during the postural transition. acc: acceleration.
Figure 4A graphical representation of the Stair Climb Test as captured by an iOS-based gravity sensor. Y-axis features represent changes in gravitational moments during stair ascent and descent.
Figure 5Regression between MATLAB computation and manual count in calculation of 30-second Chair Stand Test repetitions (n=24; Pearson’s correlation coefficient=.890).
Descriptive statistics of Chair Stand Test and Stair Climb Test with comparisons between app-derived data and human-observed data.
| Statistic | Chair Stand Test, stands | Stair Climb Test, seconds |
| Average human count | 19.3 | 10.9 |
| Average MATLAB count | 18.6 | 9.2 |
| Average absolute difference | 0.7 | 1.7 |
| Pearson’s correlation coefficient | .890 | .865 |
| Average test-retest | 1.38 | 1.77 |
| SDtest-retesta | 1.27 | 1.32 |
| Intraclass correlation coefficient | .968 | .902 |
| Standard error of measurement | 0.227 | 0.433 |
| Standard error of measurement, % | 1.12 | 3.94 |
| Repeatability coefficient | 0.629 | 1.20 |
aSDtest-retest: standard deviation of test-retest means.
Figure 6A Bland-Altman plot of differences between app-derived and manual sit-to-stand count during the 30-second Chair Stand Test. Line of mean difference is at -0.63 and upper and lower limits of 95% agreement are at 2.62 and -3.87, respectively.
Figure 7Regression between MATLAB-generated test duration and stopwatch-measured time during the 12-step Stair Climb Test (n=21; Pearson's correlation coefficient=.865).
Figure 8A Bland-Altman plot of differences between app-derived test duration and stopwatch time during the Stair Climb Test. Line of mean difference is at -1.71 and upper and lower limits of 95% agreement are at 1.00 and -4.42, respectively.