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Table 7 The assessment of GRADE

From: Evaluation of traditional Chinese exercise for knee osteoarthritis (KOA): an overview of systematic reviews

Author, publication year

Intervention measures

(Intervention vs. Control)

Outcomes

(Studies, sample size)

Relative effect (95%CI)

P value

I2

Limitations

Inconsistency

Indirectness

Imprecision

Publication bias

Quality

George A Kelley 2022 [22]

Tai Chi vs. Control group

WOMAC pain (8,407)

ES =  − 0.75, 95%CI (− 0.99, − 0.51)

P = 0.26

I2 = 21%

 − 1

0

0

0

0

1

 

WOMAC stiffness (8,407)

ES =  − 0.7, 95%CI (− 0.95, − 0.46)

P = 0.21

I2 = 27%

 − 1

0

0

0

0

1

 

WOMAC physical function (8,407)

ES =  − 0.91, 95%CI (− 1.12, − 0.7)

P = 0.40

I2 = 3%

 − 1

0

0

0

0

1

Jiale Guo 2022 [23]

Wuqinxi vs. Control group

WOMAC (6,560)

MD =  − 105.76, 95%CI (− 161.38, − 50.14)

P < 0.01

I2 = 85%

 − 1

 − 1

0

0

0

1,2

 

Pain (4,414)

MD =  − 17.00, 95%CI (− 21.41, − 12.58)

P < 0.00001

I2 = 0%

 − 1

0

0

0

0

1

 

Stiffness (4,414)

MD =  − 3.43, 95%CI (− 5.50, − 1.37)

P = 0.001

I2 = 0%

 − 1

0

0

0

0

1

 

Physical function (4,414)

MD =  − 33.45, 95%CI (− 48.74, − 18.17)

P < 0.0001

I2 = 0%

 − 1

0

0

0

0

1

 

VAS (2,136)

MD =  − 1.07, 95%CI (− 1.97, − 0.17)

P = 0.02

I2 = 69%

 − 1

 − 1

0

 − 1

0

1,2,3

Jun-Hong Yan 2013 [24]

Tai Chi vs. Control group

WOMAC pain (7,348)

SMD =  − 0.45, 95%CI (− 0.70, − 0.20)

P = 0.0005

I2 = 21%

 − 1

0

0

 − 1

 − 1

1,3,4

 

WOMAC stiffness (5,237)

SMD =  − 0.31, 95%CI (− 0.60, − 0.02)

P = 0.04

I2 = 17%

 − 1

0

0

 − 1

 − 1

1,3,4

 

WOMAC physical function (5,219)

SMD =  − 0.61, 95%CI (− 0.85, − 0.37)

P < 0.00001

I2 = 0%

 − 1

0

0

 − 1

 − 1

1,3,4

Lidong Hu 2021 [25]

Tai Chi vs. No exercise

WOMAC pain (14, 877)

SMD =  − 0.69, 95%CI (− 0.95, − 0.44)

P < 0.001

I2 = 67%

 − 1

 − 1

0

0

0

1,2

 

WOMAC stiffness (12, 769)

SMD =  − 0.65, 95%CI (− 0.98, − 0.33)

P < 0.01

I2 = 77%

 − 1

 − 1

0

0

0

1,2

 

WOMAC physical function (13, 844)

SMD =  − 0.92, 95%CI (− 1.16, − 0.69)

P < 0.001

I2 = 57%

 − 1

 − 1

0

0

0

1,2

 

6MWT (6,426)

SMD = 0.55, 95%CI (0.10, 0.99)

P = 0.02

I2 = 74%

 − 1

 − 1

0

0

0

1,2

 

TUG (5,225)

SMD =  − 0.55, 95%CI (− 0.82, − 0.29)

P < 0.001

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

Balance score (4,175)

SMD = 0.69, 95%CI (0.38, 0.99)

P < 0.001

I2 = 39%

 − 1

0

0

 − 1

0

1,3

 

SF-36PCS (5,409)

SMD = 0.48, 95%CI (0.28, 0.68)

P < 0.001

I2 = 0.0191%

 − 1

0

0

0

0

1

 

SF-36CS (5,409)

SMD = 0.26, 95%CI (0.06,0.45)

P = 0.01

I2 = 0%

 − 1

0

0

0

0

1

 

Depression score (3,319)

SMD =  − 0.46, 95%CI (− 0.68, − 0.24)

P < 0.001

I2 = 3%

 − 1

0

0

 − 1

0

1,3

 

ASES (4,352)

SMD = 0.27, 95%CI (0.06,0.48)

P = 0.01

I2 = 44%

 − 1

0

0

 − 1

0

1,3

R. Lauche 2013 [26]

Tai Chi vs Control group

WOMAC/VAS pain (5,215)

SMD =  − 0.72, 95%CI (− 1.00, − 0.44)

P < 0.00001

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

WOMAC physical function (5,215)

SMD =  − 0.72, 95%CI (− 1.01, − 0.44)

P < 0.00001

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

WOMAC stiffness (5,215)

SMD =  − 0.59, 95%CI (− 0.99, − 0.19)

P = 0.004

I2 = 50%

 − 1

 − 1

0

 − 1

0

1,2,3

 

SF-36 MCS. (2,84)

SMD = 0.35, 95%CI (− 0.31,1.01)

P = 0.29

I2 = 54%

 − 1

 − 1

0

 − 1

0

1,2,3

 

SF-36 PCS (2,84)

SMD = 0.88, 95%CI (0.42,1.34)

P = 0.0002

I2 = 0%

 − 1

0

0

 − 1

0

1,3

Ruojin Li 2020 [27]

TCE vs. Control group

WOMAC/KOOS pain (15,839)

SMD =  − 0.61, 95%CI (− 0.86, − 0.37)

P < 0.00001

I= 64%

 − 1

 − 1

0

0

 − 1

1,2,4

 

WOMAC/KOOS stiffness (14,732)

SMD =  − 0.75, 95%CI (− 1.09, − 0.41)

P < 0.0001

I2 = 77%

 − 1

 − 1

0

0

 − 1

1,2,4

 

WOMAC/KOOS physical function (14,796)

SMD =  − 0.67, 95%CI (− 0.82, − 0.53)

P < 0.00001

I2 = 34%

 − 1

0

0

0

 − 1

1,4

Wen-Dien Chang 2016 [28]

Tai Chi vs. Control group

WOMAC pain (6,250)

SMD =  − 0.41, 95%CI (− 0.67, − 0.14)

P = 0.0001

I2 = 80%

 − 1

 − 1

0

 − 1

0

1,2,3

 

WOMAC stiffness (6,250)

SMD =  − 0.20, 95%CI (− 0.45, − 0.05)

P = 0.02

I2 = 59%

 − 1

 − 1

0

 − 1

0

1,2,3

 

WOMAC physical function (5,207)

SMD =  − 0.16, 95%CI (− 0.44, − 0.11)

P = 0.14

I2 = 41%

 − 1

0

0

 − 1

0

1,3

 

6MWT (3,97)

SMD =  − 0.16, 95%CI (− 1.23,0.90)

P = 0.003

I2 = 82%

 − 1

 − 1

0

 − 1

0

1,2,3

 

SAFE (2,134)

SMD =  − 0.63, 95%CI (− 0.98, − 0.27)

P = 0.78

I2 = 99%

 − 1

 − 1

0

 − 1

0

1,2,3

 

Stair climb test (2,53)

SMD =  − 0.74, 95%CI (− 1.34, − 0.15)

P = 0.04

I2 = 74%

 − 1

 − 1

0

 − 1

0

1,2,3

Yanwei You 2021 [29]

Tai Chi vs Control group

6MWT (5,273)

MD = 46.67, 95%CI (36.91,56.43)

P < 0.00001

I2 = 1%

 − 1

0

0

 − 1

0

1,3

 

TUG (6,306)

MD =  − 0.89, 95%CI (− 1.16, − 0.61)

P < 0.00001

I2 = 16%

 − 1

0

0

 − 1

0

1,3

 

WOMAC physical function (8,443)

MD =  − 11.28, 95%CI (− 13.33, − 9.24)

P < 0.00001

I2 = 0%

 − 1

0

0

0

0

1

Yingjie Zhang 2017 [30]

TCE vs. Control group

Pain (8,325)

SMD =  − 0.77, 95%CI (− 1.13, − 0.41)

P < 0.0001

I2 = 54%

 − 1

 − 1

0

 − 1

0

1,2,3

 

Physical function (8,325)

SMD =  − 0.75, 95%CI (− 0.98, − 0.52)

P < 0.00001

I2 = 37%

 − 1

0

0

 − 1

0

1,3

 

Stiffness (7,228)

SMD =  − 0.56, 95%CI (− 0.96, − 0.16)

P = 0.006

I2 = 51%

 − 1

 − 1

0

 − 1

0

1,2,3

 

SF-36 PCS (3,105)

SMD = 0.57, 95%CI (0.17,0.97)

P = 0.005

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

SF-36 MCS (3,105)

SMD = 4.12, 95%CI (− 0.50,8.73)

P = 0.08

I2 = 52%

 − 1

 − 1

0

 − 1

0

1,2,3

Zhi-peng Zeng 2020 [31]

Baduanjin vs. waiting list control

WOMAC pain (3,186)

MD =  − 4.40, 95%CI (− 7.16, − 1.64)

P = 0.002

I2 = 96%

 − 1

 − 1

0

 − 1

0

1,2,3

 

WOMAC stiffness (3,186)

MD =  − 1.34, 95%CI (− 1.64, − 1.04)

P < 0.00001

I2 = 57%

 − 1

 − 1

0

 − 1

0

1,2,3

 

WOMAC physical function (3,186)

MD =  − 2.44, 95%CI (− 4.33, − 0.55)

P = 0.01

I2 = 85%

 − 1

 − 1

0

 − 1

0

1,2,3

Baduanjin VShealth education

WOMAC pain (2,116)

MD =  − 1.69, 95%CI (− 2.03, − 1.35)

P < 0.00001

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

WOMAC stiffness (2,116)

MD =  − 0.86, 95%CI (− 1.13, − 0.58)

P < 0.00001

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

WOMAC physical function (2,116)

MD =  − 2.23, 95%CI (− 3.65, − 0.82)

P = 0.002

I2 = 0%

 − 1

0

0

 − 1

0

1,3

ZENG Ling-feng 2018 [32]

TCE vs. Control group

WOMAC pain-short term (8,412)

SMD =  − 1.40, 95%CI (− 2.28, − 0.52)

P = 0.002

I2 = 93%

 − 1

 − 1

0

0

 − 1

1,2,4

 

WOMAC pain-long term (2,73)

SMD =  − 0.29, 95%CI (− 1.06, − 0.48)

P = 0.46

I2 = 62%

 − 1

 − 1

0

 − 1

0

1,2,3

 

WOMAC stiffness-short term (7,288)

SMD =  − 0.48, 95%CI (− 0.87, − 0.08)

P = 0.02

I2 = 61%

 − 1

 − 1

0

 − 1

 − 1

1,2,3

 

WOMAC stiffness-long term (2,71)

SMD = 0.06, 95%CI (− 0.72,0.83)

P = 0.89

I2 = 62%

 − 1

 − 1

0

 − 1

0

1,2,3

 

WOMAC physical function-short term (8,412)

SMD =  − 1.92, 95%CI (− 3.16, − 0.68)

P = 0.002

I2 = 96%

 − 1

 − 1

0

0

 − 1

1,2,4

 

WOMAC physical function-long term (2,71)

SMD =  − 0.35, 95%CI (− 0.82, − 0.13)

P = 0.15

I2 = 40%

 − 1

0

0

 − 1

 − 1

1,3,4

 

SF-36-short term (2,84)

SMD = 0.89, 95%CI (0.43, 1.35)

P = 0.0002

I2 = 0%

 − 1

0

0

-1

-1

1,3,4

 

SF-36-long term (2,84)

SMD = 4.82, 95%CI (− 4.85, 14.49)

P = 0.33

I2 = 74%

 − 1

 − 1

0

 − 1

0

1,2,3

Li Ruojin 2021 [33]

TCE vs. Control group

WOMAC/KOOS pain (28,1800)

SMD =  − 0.50, 95%CI (− 0.67, − 0.33)

P < 0.00001

I2 = 67%

 − 1

 − 1

0

0

 − 1

1,2,4

 

WOMAC/KOOS stiffness (26,1635)

SMD =  − 0.59, 95%CI (− 0.82, − 0.37)

P < 0.00001

I2 = 79%

 − 1

 − 1

0

0

 − 1

1,2,4

 

WOMAC/KOOS physical function (28,1800)

SMD =  − 0.71, 95%CI (− 0.89, − 0.53)

P < 0.00001

I2 = 71%

 − 1

 − 1

0

0

0

1,2

Li Zimeng 2020 [34]

Baduanjin.vs Control group

VAS/WOMAC pain (6,297)

SMD =  − 1.50, 95%CI (− 2.43, − 0.58)

P = 0.001

I2 = 90%

 − 1

 − 1

0

 − 1

0

1,2,3

 

Stiffness (4,170)

SMD =  − 0.85, 95%CI (− 1.46, − 0.23)

P = 0.007

I2 = 70%

 − 1

 − 1

0

 − 1

0

1,2,3

 

Physical function (4,170)

SMD =  − 1.28, 95%CI (− 2.45, − 0.10)

P = 0.03

I2 = 91%

 − 1

 − 1

0

 − 1

0

1,2,3

 

6MWT (2,66)

SMD = 1.04, 95%CI (0.07, 2.02)

P = 0.03

I2 = 68%

 − 1

 − 1

0

 − 1

0

1,2,3

WANG Li-dong 2022 [35]

 

WOMAC/KOOS pain (13,852)

SMD =  − 0.84, 95%CI (− 1.10, − 0.58)

P < 0.05

I2 = 63.6%

 − 1

 − 1

0

0

0

1,2,

 

Stiffness (13,852)

SMD =  − 0.79, 95%CI (− 1.09, − 0.48)

P < 0.05

I2 = 73.5%

 − 1

 − 1

0

0

0

1,2,

 

Physical function (13,852)

SMD =  − 0.88, 95%CI (− 1.19, − 0.57)

P < 0.05

I2 = 74.1%

 − 1

 − 1

0

0

0

1,2,

 

TUG (5,246)

SMD = 0.6, 95%CI (0.11, 1.09)

P < 0.05

I2 = 76.0%

 − 1

 − 1

0

 − 1

0

1,2,3

 

6 MWT(6,426)

SMD =  − 0.65, 95%CI (− 0.91, − 0.38)

P < 0.05

I2 = 0%

 − 1

0

0

0

0

1

LIU Wen-jun 2020 [36]

Tai Chi vs. Control group

WOMAC pain (9,499)

SMD =  − 0.78, 95%CI (− 0.97, − 0.59)

P < 0.00001

I2 = 43%

 − 1

0

0

0

0

1

 

WOMAC stiffness (6,299)

SMD =  − 0.78, 95%CI (− 1.24, − 0.32)

P = 0.0008

I2 = 71%

 − 1

 − 1

0

 − 1

0

1,2,3

 

WOMAC physical function (7,371)

SMD =  − 0.80, 95%CI (− 1.01, − 0.58)

P < 0.00001

I= 34%

 − 1

0

0

 − 1

0

1,3

 

TUG (6,294)

SMD =  − 0.56, 95%CI (− 1.00, − 0.12)

P = 0.01

I2 = 69%

 − 1

 − 1

0

 − 1

0

1,2,3

 

6MWT (4,152)

SMD = 0.82, 95%CI (0.21, 1.44)

P = 0.009

I2 = 68%

 − 1

 − 1

0

 − 1

0

1,2,3

XIA Lu-qin 2020 [37]

Tai Chi vs. Control group

WOMAC (8,374)

SMD =  − 0.57, 95%CI (− 0.98, − 0.17)

P = 0.005

I2 = 70%

 − 1

 − 1

0

 − 1

0

1,2,3

XIE Hui 2016 [38]

Tai Chi vs. Control group

Pain (11,477)

SMD =  − 0.64, 95%CI (− 0.90, − 0.38)

P < 0.00001

I2 = 42%

 − 1

0

0

0

0

1

  

Physical function (10,465)

SMD =  − 0.78, 95%CI (− 1.01, − 0.55)

P < 0.00001

I= 29%

 − 1

0

0

0

0

1

 

Stiffness (7,276)

SMD =  − 0.89, 95%CI (− 1.43, − 0.35)

P = 0.001

I2 = 77%

 − 1

 − 1

0

 − 1

0

1,2,3

 

TUG (4,235)

MD =  − 1.61, 95%CI (− 3.18, − 0.04)

P = 0.04

I2 = 90%

 − 1

 − 1

0

 − 1

0

1,2,3

 

STS (3,128)

MD =  − 3.28, 95%CI (− 6.34, − 0.22)

P = 0.04

I2 = 87%

 − 1

 − 1

0

 − 1

0

1,2,3

 

6MWT (7,326)

SMD = 0.71, 95%CI (0.24, 1.19)

P = 0.003

I2 = 74%

 − 1

 − 1

0

 − 1

0

1,2,3

 

Balance score (5,195)

SMD = 0.68, 95%CI (0.33, 1.102)

P = 0.0001

I2 = 25%

 − 1

0

0

 − 1

0

1,3

 

SF-12/36 (3,181)

SMD = 0.44, 95%CI (− 0.03, 0.90)

P = 0.07

I2 = 53%

 − 1

 − 1

0

 − 1

0

1,2,3

XIE Yu 2015 [39]

Tai Chi vs. Control group

Pain (6,251)

SMD =  − 0.73, 95%CI (− 0.99, − 0.47)

P < 0.00001

I2 = 39%

 − 1

0

0

 − 1

0

1,3

 

Physical function (6,249)

SMD =  − 0.76, 95%CI (− 1.02, − 0.50)

P < 0.00001

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

Stiffness (6,249)

SMD =  − 0.72, 95%CI (− 1.24, − 0.20)

P = 0.007

I2 = 74%

 − 1

 − 1

0

 − 1

0

1,2,3

 

Balance score (3,116)

SMD = 0.42, 95%CI (− 0.15, 1.00)

P = 0.15

I2 = 58%

 − 1

 − 1

0

 − 1

0

1,2,3

 

SF-36 MCS (2,84)

SMD = 0.39, 95%CI (− 0.35, 1.14)

P = 0.30

I2 = 64%

 − 1

 − 1

0

 − 1

0

1,2,3

 

SF-36 PCS (2,84)

SMD = 0.71, 95%CI (0.25, 1.16)

P = 0.002

I2 = 18%

 − 1

0

0

 − 1

0

1,3

 

6MWT (2,82)

SMD = 0.57, 95%CI (0.11, 1.02)

P = 0.01

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

BMI (2,83)

MD =  − 0.13, 95%CI (− 0.46, 0.21)

P = 0.46

I2 = 0%

 − 1

0

0

 − 1

0

1,3

 

Muscle strength (extensor) (2,99)

SMD = 0.23, 95%CI (− 0.17, 0.63)

P = 0.26

I2 = 35%

 − 1

0

0

 − 1

0

1,3

 

Muscle strength (flexor) (2,99)

SMD = 0.40, 95%CI (− 0.46, 01.25)

P = 0.36

I2 = 75%

 − 1

 − 1

0

 − 1

0

1,2,3

  1. 1 downgrade 1 level, 0 no downgrade. : very low quality; : low quality; : medium quality; : high quality. Reason for downgrade: 1 The included studies have a large bias in methodologies such as randomization, allocation concealment, and blinding. 2 The confidence interval overlaps less, or the I2 value of the combined results is larger. 3 The sample size from the included studies does not meet the optimal sample size, or the 95% confidence interval crosses the invalid line. 4 The funnel chart is asymmetric
  2. SMD the standardized mean difference effect size, MD mean difference, CI confidence interval