| Literature DB >> 27495743 |
Julia Gehling1, Tina Mainka1,2, Jan Vollert1, Esther M Pogatzki-Zahn3, Christoph Maier1, Elena K Enax-Krumova4.
Abstract
BACKGROUND: Conditioned Pain Modulation (CPM) is often used to assess human descending pain inhibition. Nine different studies on the test-retest-reliability of different CPM paradigms have been published, but none of them has investigated the commonly used heat-cold-pain method. The results vary widely and therefore, reliability measures cannot be extrapolated from one CPM paradigm to another. Aim of the present study was to analyse the test-retest-reliability of the common heat-cold-pain method and its correlation to pain thresholds.Entities:
Keywords: Conditioned pain modulation; Early CPM effect; Heat-cold-pain method; Late CPM effect; Quantitative sensory test; Test-retest reliability
Mesh:
Year: 2016 PMID: 27495743 PMCID: PMC4974731 DOI: 10.1186/s12883-016-0650-z
Source DB: PubMed Journal: BMC Neurol ISSN: 1471-2377 Impact factor: 2.474
Fig. 1Study design
Fig. 2Graphic illustration of the CPM effect’s calculation. a Whisker plots of the mean of three pain ratings for TSbefore and TSduring, resulting in the early CPM-effect. b Whisker plots of the mean of three pain ratings for TSbefore and TSafter, resulting in the late CPM-effect. The bottom and the top of the boxes represent the first and third quartiles, the band inside is the median. The ends of the whiskers illustrate the maximum and minimum. TS were applied before, during and after the conditioning stimulus. CPM, conditioned pain modulation; NRS, numeric rating scale; TS, test stimulus
Test-retest-reliability analyses for the mean early and late CPM effect (day 1 vs. day 2), n = 25
| Mean | SD | Bland-Altman analysis bias (lower LoA-upper LoA) | ICC (95 % CI) | SEM | SRD | |
|---|---|---|---|---|---|---|
| early CPM effect | 18.1 | 11.8 | 2.8 (−17.4… 23.0) | 0.618 (0.302-0.811) | 7.3 | 20.2 |
| late CPM effect | 4.6 | 10.7 | 6.0 (−20.2… 32.1) | 0.178 (−0.226-0.530) | 9.7 | 27.0 |
CPM Conditioned Pain Modulation, mean values for the CPM effect day 1 and day 2 represent pain ratings on the numeric rating scale (NRS, 0–100). SD; standard deviation, ICC Intraclass Correlation coefficient, CI confidence interval, LoA limits of agreement, SEM standard error of measurement, SRD smallest real difference. The standard error of measurements has the same units as the CPM measurements (NRS, 0–100) and is calculated as SEM = SD * √1-ICC. The SRD represents the 95 % confidence interval of the SEM, i.e., SRD = 1.96 * SEM * √2. For this table we assembled the mean values for the early and late CPM effect on both test days
Parameters of the Conditioned Pain Modulation (CPM) assessment
| t-test (p)a | Intraclass correlation coefficientb | ||||||
|---|---|---|---|---|---|---|---|
| day 1 | day 2 | day 1 vs. day 2 | |||||
| TS temperature rated with NRS 60 (°C) | total | 47.5 ± 1.1 | (45…49) | 47.5 ± 1.0 | (46…49) | 0.999 | 0.881 ( |
| Pain rating of TSinitial | total | 64.6 ± 6.8 | (55…80) | 64.6 ± 8.4 | (45…80) | 0.974 | 0.679 ( |
| Mean of three pain rating of TSbefore | total | 60.5 ± 7.9 | (50…82) | 58.4 ± 5.8 | (50…70) | 0.376 | 0.411 ( |
| Pain rating of CS30s | total | 57.7 ± 17.9 | (20…90) | 56.7 ± 19.3 | (20…88) | 0.698 | 0.765 ( |
| Mean of three pain rating of TSduring | total | 43.7 ± 10.0 | (26…62) | 38.9 ± 14.3 | (10…65) | 0.018 | 0.702 ( |
| Pain rating of CS60s | total | 66.3 ± 20.1 | (30…90) | 67.5 ± 21.7 | (30…95) | 0.515 | 0.906 ( |
| Mean of three pain rating of TSafter | total | 58.8 ± 11.7 | (40…82) | 50.8 ± 11.7 | (23…70) | 0.003* | 0.480 ( |
| Pain rating of CS30s after | total | 57.9 ± 18.5 | (15…85) | 55.6 ± 19.3 | (20…95) | 0.282 | 0.843 ( |
| Pain rating of CS60s after | total | 70.8 ± 19.2 | (18…90) | 69.5 ± 20.3 | (20…95) | 0.355 | 0.946 ( |
| Early CPM effect | total | 16.7 ± 11.7 | (−5…44) | 19.5 ± 11.9 | (−3…52) | 0.187 | 0.618 ( |
| Late CPM effect | total | 1.7 ± 9.2 | (−25…18) | 7.6 ± 11.5 | (−5…37) | 0.035 | 0.178 ( |
All values are presented as mean ± SD and range. All data represent pain ratings on the numeric rating scale (NRS, 0–100), unless otherwise indicated. CS conditioning stimulus, TS test stimulus; CPM conditioned pain modulation. The early CPM effect is calculated as the difference between mean pain ratings of TSbefore and TSduring. The late CPM effect is calculated as the difference between the mean pain ratings of TSbefore and TSafter
apaired t-test CPM-effect day 1 vs. day 2
bIntraclass Correlation Coefficient (ICC) between CPM parameters day 1 and day 2
*p < 0.005 (after Bonferroni correction)
** p < 0.005 (after Bonferroni correction)
Hypothetical sample size calculations for crossover and parallel designs in terms of successful treatment
| Patients return to normal CPM effect (rate of treatment success) | Early CPM effect | Late CPM effect | ||
|---|---|---|---|---|
| Crossover | Parallel | Crossover | Parallel | |
| 100 % | 6 | 18 | 45 | 176 |
| 75 % | 10 | 34 | 122 | 484 |
| 50 % | 18 | 68 | 272 | 542 |
| 25 % | 84 | 330 | 1084 | 4332 |
CPM Conditioned Pain Modulation. Calculations are based on the question how many subjects are needed to treat to elevate “non responders” to “normal responders” in case of 25/ 50/ 75/ 100 % treatment success. All values are given as the number of subjects for each group
Fig. 3Bland-Altman plot for the CPM-effect on day 1 and the difference between the CPM-effect on day 2 and day 1. a early CPM-effect (r =0.019, p = 0.928), b late CPM-effect (r = 0.215, p = 0.302). The bold line is the mean difference of the CPM-effect of both days, the dashed lines represent the 95 % limits of agreement. CPM, Conditioned Pain Modulation; NRS, numeric rating scale
Correlational analyses between CPM effects and QST parameters at day 1 and day 2
| Pearson’s correlation coefficient | |||||
|---|---|---|---|---|---|
| QST vs. early CPM effect day 1 | QST vs. early CPM effect day 2 | QST vs. late CPM effect day 1 | QST vs. late CPM effect day 2 | ||
| CDT (log) | total | 0.008 ( | −0.080 ( | −0.143 ( | 0.311 ( |
| WDT (log) | total | −0.175 ( | −0.017 ( | −0.125 ( | −0.133 ( |
| TSL (log) | total | −0.136 ( | −0.096 ( | 0.108 ( | 0.088 ( |
| CPT (°C) | total | 0.059 ( | 0.158 ( | 0.055 ( | 0.349 ( |
| HPT (°C) | total | −0.103 ( | −0.087 ( | 0.065 ( | −0.401 ( |
| MDT (log) | total | −0.103 ( | 0.042 ( | 0.057 ( | 0.122 ( |
| MPT (log) | total | 0.210 ( | −0.020 ( | 0.203 ( | −0.213 ( |
| MPS (log) | total | 0.049 ( | −0.202 ( | −0.142 ( | 0.020 ( |
| WUR (log) | total | −0.118 ( | −0.200 ( | −0.042 ( | 0.211 ( |
| VDT (n/8) | total | 0.317 ( | 0.336 ( | 0.217 ( | −0.129 ( |
| PPT (log) | total | −0.085 ( | −0.011 ( | 0.184 ( | −0.337 ( |
Correlational analyses between each QST parameter (logarithmically transformed, except for CPT HPT, VDT) and the CPM effect’s magnitude were conducted using Pearson’s Correlation Coefficient for measurements at day 1 and day 2. CDT Cold Detection Threshold, CPT Cold Pain Threshold, HPT Heat Pain Threshold, MDT Mechanical Detection Threshold, MPS Mechanical Pain Sensitivity; MPT Mechanical Pain Threshold, PPT Pressure Pain Threshold, QST Quantitative Sensory Testing, TSL Thermal Sensory Limen; VDT Vibration Detection Threshold, WDT Warm Detection Threshold, WUR Wind up Ratio
Level of significance after Bonferroni correction: p<0.001