| Literature DB >> 22550544 |
Li-Min Wang1, Xin Zhao, Xi-Ling Wu, Yang Li, Dan-Hui Yi, Hua-Ting Cui, Jia-Xu Chen.
Abstract
Background. We illustrated an example of structure equation modelling (SEM) in the research on SHS to explore the diagnosis of the Sub optimal health status (SHS) and provide evidence for the standardization of traditional Chinese medicine (TCM) patterns in SHS. And the diagnosis of 4 TCM patterns in SHS was evaluated in this analysis. Methods. This study assessed data on 2807 adults (aged 18 to 49) with SHS from 6 clinical centres. SEM was used to analyze the patterns of SHS in TCM. Parameters in the introduced model were estimated by the maximum likelihood method. Results. The discussed model fits the SHS data well with CFI = 0.851 and RMSEA = 0.075. The direct effect of Qi deficiency pattern on dampness pattern had the highest magnitude (value of estimate is 0.822). With regard to the construct of "Qi deficiency pattern", "fire pattern", "stagnation pattern" and "dampness pattern", the indicators with the highest load were myasthenia of limbs, vexation, deprementia, and dizziness, respectively. It had been shown that estimate factor should indicate the important degree of different symptoms in pattern. Conclusions. The weights of symptoms in the respective pattern can be statistical significant and theoretical meaningful for the 4 TCM patterns identification in SHS research. The study contributed to a theoretical framework, which has implications for the diagnosis points of SHS.Entities:
Year: 2012 PMID: 22550544 PMCID: PMC3329144 DOI: 10.1155/2012/970985
Source DB: PubMed Journal: Evid Based Complement Alternat Med ISSN: 1741-427X Impact factor: 2.629
Characteristics of the samples in different areas.
| BJ | SX | JL | GD | JS | HB | |
|---|---|---|---|---|---|---|
| Sample size | 717 | 452 | 463 | 486 | 563 | 666 |
| No(%) of sub | 564 (78.7%) | 418 (58.3%) | 448 (62.5%) | 431(60.1%) | 445 (62.1%) | 501 (69.9%) |
| Mean age (SD) of sub | 30.41 ± 0.298 | 33.19 ± 0.39. | 34.13 ± 0.389 | 30.72 ± 0.369 | 33.81 ± 0.446 | 28.78 ± 0.298 |
Figure 1Flow chart for building SEM of SHS.
Figure 2Theoretical model tested using structural equations.
The standardized coefficients of the structural model.
| Effects | Estimate | |
|---|---|---|
| Y4 dampness syndrome | ←Y1 Qi deficiency pattern | .822 |
| Y3 fire syndrome | ←Y4 dampness pattern | .577 |
| Y2 stagnation syndrome | ←Y4 dampness pattern | .520 |
| Y3 fire syndrome | ←Y2 stagnation pattern | .407 |
| Y2 Stagnation syndrome | ←Y1 Qi deficiency pattern | .351 |
Figure 3Structural equation model of SHS.
Shows the factor loadings of the measurement model.
| Effects | Estimate | |
|---|---|---|
| x03 myasthenia of limbs | ←Y1 Qi deficiency pattern | 0.686 |
| x01 fatigue | ←Y1 Qi deficiency pattern | 0.664 |
| x19 disinclination to say | ←Y1 Qi deficiency pattern | 0.649 |
| x04 short breath | ←Y1 Qi deficiency pattern | 0.632 |
| x12 inferiority | ←Y1 Qi deficiency pattern | −0.143 |
| x02 degree of fatigue | ←Y1 Qi deficiency pattern | −0.149 |
| x41 vexation | ←Y3 fire pattern | 0.689 |
| x36 dry pharynx | ←Y3 fire pattern | 0.623 |
| x44 swollen sore throat | ←Y3 fire pattern | 0.554 |
| x35 bitter taste of mouth | ←Y3 fire pattern | 0.549 |
| x39 constipation | ←Y3 fire pattern | 0.525 |
| x40 deep-colored urine | ←Y3 fire pattern | 0.508 |
| x28 deprementia | ←Y2 stagnation pattern | 0.721 |
| x30 nervous | ←Y2 stagnation pattern | 0.717 |
| x32 be apt to breathe | ←Y2 stagnation pattern | 0.669 |
| x31 anxiety | ←Y2 stagnation pattern | 0.644 |
| x33 hypochondriac distension and pain | ←Y2 stagnation pattern | 0.585 |
| x34 abdominal distension and pain | ←Y2 stagnation pattern | 0.571 |
| x47 dizziness | ←Y4 dampness pattern | 0.731 |
| x49 limpness | ←Y4 dampness pattern | 0.722 |
| x48 sticky mouth | ←Y4 dampness pattern | 0.629 |
| x50 drainage difficulty | ←Y4 dampness pattern | 0.585 |