| Literature DB >> 30805204 |
Shefali M Christopher1,2, Jeremy McCullough3, Suzanne J Snodgrass2, Chad Cook4.
Abstract
BACKGROUND: Injury is common in running and seen to impact up to 94% of recreational runners. Clinicians often use alterations from normal musculoskeletal clinical assessments to assess for risk of injury, but it is unclear if these assessments are associated with future injury.Entities:
Keywords: Examination; Injury; Running
Year: 2019 PMID: 30805204 PMCID: PMC6373037 DOI: 10.1186/s40945-019-0054-7
Source DB: PubMed Journal: Arch Physiother ISSN: 2057-0082
Fig. 1PRISMA flow diagram of studies in systematic review
Quality assessment of included studies – adapted from the Critical Appraisal Form (CAT) for Quantitative Studies [28, 29]
| Author | I-1 | I- 2 | I-3 | I-4 | I-5 | I- 6 | I- 7 | I-8 | I-9 | I-10 | I-11 | I-12 | I-13 | I-14 | I-15 | I-16 | T.S | T.% |
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Buist et al., 2010 [ | + | + | – | + | + | + | – | + | + | – | + | + | + | + | + | + | 13 | 81.25 |
| Finnoff et al., 2011 [ | + | + | – | + | + | + | – | + | + | – | – | + | + | + | + | + | 12 | 75.0 |
| Hespanhol Junior et al., 2016 [ | + | + | – | + | + | + | – | + | + | – | – | + | + | + | + | + | 12 | 75.0 |
| Luedke et al., 2015 [ | + | + | – | + | + | – | + | + | + | + | – | + | – | + | – | + | 11 | 68.75 |
| Plisky et al., 2007 [ | + | + | – | + | + | + | + | + | + | + | + | + | + | + | + | + | 15 | 93.75 |
| Ramskov et al., 2013 [ | + | + | – | – | + | + | – | + | + | – | – | + | + | + | + | + | 11 | 68.75 |
| Yagi et al., 2013 [ | + | + | – | + | + | + | – | + | + | – | – | + | + | + | + | + | 12 | 75.0 |
Note. Item 1: Purpose of the study was clearly stated, Item 2: Study design was appropriate, Item 3: Study detected sample bias, Item 4: Measurement biases were detected in the study, Item 5: Sample size was stated, Item 6: The sample was described in detail, Item 7: Sample size was justified, Item 8: Outcomes were clearly stated and relevant, Item 9: Method of measurement was described sufficiently, Item 10: The measures used were reliable, Item 11: The measures used were valid, Item 12: The results were reported in terms of statistical significance, Item 13: The analysis methods used were appropriate, Item 14: Clinical importance was reported, Item 15: Missing data were reported when appropriate, Item 16: Conclusions were relevant and appropriate given methods and results of the study
Abbreviations I- Item, T.S- total score, T%- total CAT %, meets criteria ‘+’, does not meet criteria ‘-’
Clinical measures and the reported predictive statistics in the 7 studies investigated in this review
| Author, year | Statistical Analysis | Assessment Method | Values (uninjured) | Values (injured) | Association Statistic, 95% Confidence Interval; |
|---|---|---|---|---|---|
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| Finnoff et al., 2011 [ | Bivariable logistic regression | (%BWxheight) = Torque(Nxm)× 100/[BW(N)x height(m)] | 2.57(0.53)% | 3.14(0.63)% |
|
| Luedke et al., 2015 [ | Bivariable logistic regression | Force (N)x resistance moment arm (m)/body mass (kg). | Boys: | NR | Boys: Shin pain tertiles |
| Finnoff et al., 2011 [ | Bivariable logistic regression | (%BWxheight) = Torque(Nxm)× 100/[BW(N)x height(m)] | 2.79 (0.61)% | 2.87 (0.45)% | OR: 1.23, 95% CI= 0.48, 3.17 |
| Finnoff et al., 2011 [ | Bivariable logistic regression | NR | 1.12 (0.28)% | 1.06 (0.25)% | OR: 14.14, 95% CI= 0.90, 221.06 |
| Finnoff et al., 2011 [ | Bivariable logistic regression | (%BWxheight) = Torque(Nxm)× 100/[BW(N)x height(m)] | 1.68 (0.40)% | 1.88 (0.68)% | OR: 2.75, 95% CI= 0.33, 23.17 |
| Finnoff et al., 2011 [ | Bivariable logistic regression | (%BWxheight) = Torque(Nxm)× 100/[BW(N)x height(m)] | 1.44 (0.31)% | 1.34 (0.26)% | OR: 0.35, 95% CI= 0.03, 4.48 |
| Finnoff et al., 2011 [ | Bivariable logistic regression | NR | 0.87 (0.17)% | 0.74 (0.13)% |
|
| Finnoff et al., 2011 [ | Bivariable logistic regression | (%BWxheight) = Torque(Nxm)× 100/[BW(N)x height(m)] | 2.84 (0.61)% | 2.49 (0.92)% | OR: 0.40, 95% CI= 0.05, 3.09 |
| Finnoff et al., 2011 [ | Bivariable logistic regression | (%BWxheight) = Torque(Nxm)× 100/[BW(N)x height(m)] | 3.15 (0.79)% | 2.87 (0.79)% | OR: 0.64, 95% CI= 0.21, 1.90 |
| Finnoff et al., 2011 [ | Bivariable logistic regression | NR | 0.86 (0.15)% | 0.96 (0.13)% | OR: 0.17, 95% CI= 0.021, 5.61 |
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| Buist et al., 2010 [ | Multivariable logistic regression | Goniometer | Male | NR | Male: HR: 1.00 |
| Yagi et al., 2013 [ | Multivariable logistic regression | Goniometer | Male: 12.4 (8.7)° | Male: | Male |
| Buist et al., 2010 [ | Multivariable logistic regression | Goniometer | Male: | NR | Male: HR: 1.01 |
| Yagi et al., 2013 [ | Multivariable logistic regression | Goniometer | Male: 39.7(8.8)° | Male: | Male: |
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| Hespanhol junior et al., 2016 [ | Multivariable logistic regression | Goniometer | 10.1(5.1)° | 11.8(5.0)° | OR:0.9, 95% CI= 0.8, 1.0 |
| Ramskov et al., 2013 [ | Bivariable logistic regression | Goniometer | L = 11.1(4.4)° | L = 8.2(4.5)° | cRR: 1.26, 95% CI= 0.49, 3.23 |
| Hespanhol junior et al., 2016 [ | Multivariable logistic regression | Measuring Tape | 0.5(0.6)cm | 0.4(0.6)cm | OR: 1.3, 95% CI= 0.6, 2.7 |
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| Yagi et al., 2013 [ | Multivariable logistic regression | Goniometer | Male:74.3(10.4)° | Male: | Male |
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| Luedke et al., 2015 [ | Bivariable logistic regression | Force (N)x resistance moment arm (m)/body mass (kg). | Boys: R = 0.31(0.06)Nm/kg | NR | Boys: |
| Luedke et al., 2015 [ | Bivariable logistic regression | Force (N)x resistance moment arm (m)/body mass (kg). | Boys: | NR | Boys: |
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| Buist et al., 2010 [ | Multivariable logistic regression | NR | Male: | NR | Male HR 1.02 |
| Plisky et al., 2007 [ | Bivariable logistic regression | Ruler perpendicular to the floor | > 10 mm | N 15.8 | OR: 1.0 |
| Yagi et al., 2013 [ | Multivariable logistic regression | Goniometer | Male: 4.5(3.4)mm | Male | Male |
| Ramskov et al., 2013 [ | Bivariable logistic regression | Method by Redmond et al | N: | N: | cRR: 1.65, 95% CI= 0.65, 4.17 |
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| Buist et al., 2010 [ | Multivariable logistic regression | Goniometer | Male: | NR | Male |
OR odds ratio, aOR adjusted odds ratio, HR Hazard ration, aHR adjusted hazard ratio, RR risk ratio, cRR cumulative relative risk, SF stress fracture, MTSS medial tibial stress syndrome, KB knee bent, KS knee straight
GRADE working group grades of evidence: (bolded? heading for below items)
Low quality: Further research is likely to have an important impact on our findings
Very low quality: We are uncertain about the findings
a. Item was downgraded due to risk of bias in methods, recruitment, follow up or selective reporting
b. Item was downgrade due to inconsistency such as difference in measurement method, population, injury definition within the studies included in the outcome
c. Item was downgraded due to indirectness and therefore applicability of findings regarding population or outcomes
d. Item was downgraded due to imprecision (i.e. small sample size < 300)
PEO (Population, Exposure, Observation) Table; description of included articles
| Author, Year of publication | Population | Exposure (Clinical Measure) | Observation (Injury Definition) |
|---|---|---|---|
| Buist et al., 2010 [ | 532 novice runners | Range of motion with universal goniometer: | Self-reported musculoskeletal pain of the lower extremity or back causing a restriction of running for at least 1 week, i.e. 3 scheduled consecutive training sessions. |
| Finnoff et al., 2011 [ | 98 high school cross country and track athletes | Leg Length- measuring from anterior superior iliac spine (ASIS) to a point 2 cm proximal to the apex of medial malleolus | ATC monitored and evaluated by physician investigators: |
| Hespanhol Junior et al., 2016 [ | 89 recreational runners (68 male/21 female); | Leg Length: in a supine position, lower limbs relaxed. Measuring tape was used to determine the real length of the lower limbs i.e., the length between the ASIS of the hemipelvis to the center of the ipsilateral medial malleolus of both lower limbs. The lower limb length discrepancy was considered normal when lower than 1.0 cm | Missed at least one training session due to musculoskeletal pain |
| Luedke et al., 2015 [ | 68 High school runners (16 male, 47 female); | Muscle strength with HHD for bilateral peak isometric strength (2 trials): | Injury- required athlete to be removed from practice or competitive event, or miss a subsequent practice/competitive event |
| Plisky et al., 2007 [ | 105 high school cross country runners (59 male, 46 female); | Alignment: | PT and ATC examined runner for MTSS criteria 1) continuous or intermittent pain in the tibial region, exacerbated by weight bearing activities 2) local pain with palpation along distal 2/3 of posterior medial tibia |
| Ramskov et al., 2013 [ | 59 novice runners | Alignment: Foot Posture Index [ | Injury: Any running-related injury to lower extremity or lower back that causes at least one week of restricted running |
| Yagi et al., 2013 [ | 230 high school runners (134 male, 96 females); 3 years | Range of motion: | Could not run for 7 days due to shin pain - radiographs taken (if reinjured counted in study as additional subject) and diagnosis by sports physician |
NR not reported, m/wk. miles per week, yr. year, ROM range of motion, HHD Hand held dynamometer, MTSS medial tibial stress syndrome, SF stress fracture