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Reviews

The effects of inspiratory muscle training on inspiratory muscle strength, lung function and quality of life in adults with spinal cord injuries: a systematic review and Meta-analysis

ORCID Icon, ORCID Icon, ORCID Icon & ORCID Icon
Pages 2703-2714 | Received 04 Feb 2022, Accepted 23 Jul 2022, Published online: 05 Aug 2022

Figures & data

Figure 1. Flow of studies through the review.

A flow diagram showcasing the amount of studies retrieved for review from 11 databases and 6 registers. At the first stage, 412 studies were identified. After removal of duplicates, initial screening and full-text assessment of eligibility, 6 studies were chosen to include in the review.
Figure 1. Flow of studies through the review.

Table 1. Summary of included studies (n = 6).

Figure 2. Risk of bias of included studies assessed using the Cochrane Risk of Bias Tool.

A traffic light plot lists the six included studies for the review on the X axis, and six domains of bias on the Y axis. Each study is rated against each domain of bias. The type of bias for each study is rated as low risk (green dot), unclear risk (yellow dot) or high risk (red dot). Incomplete outcome data is the largest source of bias, and selective reporting is the lowest risk of bias.
Figure 2. Risk of bias of included studies assessed using the Cochrane Risk of Bias Tool.

Figure 3. Mean difference (95% CI) in maximal inspiratory pressure (cmH2O) due to inspiratory muscle training, estimated by pooling data from six studies (n = 124).

A forest plot comparing the mean difference for maximal inspiratory pressure after inspiratory muscle training (IMT). Data from six studies was pooled. The left side of the graph favours the control group, while the right side favours the experimental group (IMT). The overall mean difference favours IMT, with confidence intervals for five studies favouring the IMT side of the forest plot. However, two confidence intervals cross the line of null effect into the control group side.
Figure 3. Mean difference (95% CI) in maximal inspiratory pressure (cmH2O) due to inspiratory muscle training, estimated by pooling data from six studies (n = 124).

Figure 4. Mean difference (95% CI) in maximal expiratory pressure (cmH2O) due to inspiratory muscle training, estimated by pooling data from five studies (n = 113).

A forest plot comparing the mean difference for maximal expiratory pressure after inspiratory muscle training (IMT). Data from five studies was pooled. The left side of the graph favours the control group, while the right side favours the experimental group (IMT). The overall mean difference favours IMT, with one confidence interval completely favouring the IMT side. However, four confidence intervals cross the line of null effect into the control group.
Figure 4. Mean difference (95% CI) in maximal expiratory pressure (cmH2O) due to inspiratory muscle training, estimated by pooling data from five studies (n = 113).

Figure 5. Standardised mean difference (95% CI) in quality of life: physical component due to inspiratory muscle training, estimated by pooling data from two studies (n = 56).

A forest plot comparing the standardised mean difference for quality of life: physical component after inspiratory muscle training (IMT). Data from two studies was pooled. The left side of the graph favours the control group, while the right side favours the experimental group (IMT). The standardised mean difference favours IMT, however both confidence intervals cross the line of null effect into the control group.
Figure 5. Standardised mean difference (95% CI) in quality of life: physical component due to inspiratory muscle training, estimated by pooling data from two studies (n = 56).

Figure 6. Standardised mean difference (95% CI) in quality of life: mental component due to inspiratory muscle training, estimated by pooling data from two studies (n = 56).

A forest plot comparing the standardised mean difference for quality of life: mental component after inspiratory muscle training (IMT). Data from two studies was pooled. The left side of the graph favours the control group, while the right side favours the experimental group (IMT). The standardised mean difference favours the control group, with one confidence interval nearly completely favouring the control group. However, both confidence intervals cross the line of null effect into the experimental group.
Figure 6. Standardised mean difference (95% CI) in quality of life: mental component due to inspiratory muscle training, estimated by pooling data from two studies (n = 56).

Figure 7. Mean difference (95% CI) in Forced expiratory volume in 1 s (L) due to inspiratory muscle training, estimated by pooling data from four studies (n = 86).

A forest plot comparing the mean difference for forced expiratory volume in 1 second after inspiratory muscle training (IMT). Data from four studies was pooled. The left side of the graph favours the control group, while the right side favours the experimental group (IMT). The overall mean difference favours IMT, with one confidence interval completely favouring the IMT side, while the other three confidence intervals cross the line of null effect into the control group.
Figure 7. Mean difference (95% CI) in Forced expiratory volume in 1 s (L) due to inspiratory muscle training, estimated by pooling data from four studies (n = 86).

Figure 8. Mean difference (95% CI) in maximal inspiratory pressure due to inspiratory muscle training, estimated by pooling data from six studies, sub-grouped into studies utilizing non-spring-loaded and spring-loaded threshold devices (n = 124).

A forest plot comparing the mean difference for maximal inspiratory pressure after inspiratory muscle training (IMT). Studies were sub-grouped according to whether they used spring-loaded or non-spring-loaded devices. The right side of the graph favours the IMT group, while the left side favours the control group. The mean difference for both subgroups favours IMT, however one confidence interval from each subgroup crosses the line of null effect to the control group. Overall, the mean difference for maximal inspiratory pressure is higher for spring-loaded devices.
Figure 8. Mean difference (95% CI) in maximal inspiratory pressure due to inspiratory muscle training, estimated by pooling data from six studies, sub-grouped into studies utilizing non-spring-loaded and spring-loaded threshold devices (n = 124).

Figure 9. Mean difference (95% CI) in maximal inspiratory pressure due to inspiratory muscle training, estimated by pooling data from four studies, sub-grouped into six and eight week interventions (n = 86).

A forest plot comparing the mean difference for maximal inspiratory pressure after inspiratory muscle training (IMT) interventions lasting six or eight weeks. Data was pooled from four studies. The left side of the graph favours the control group, while the right side favours the experimental group (IMT). The mean difference for six week interventions favours IMT, with one confidence interval favouring the control group. The mean difference for eight week interventions favours IMT, with both confidence intervals of the included studies favouring IMT. Overall, the mean difference for maximal inspiratory pressure is higher after eight compared to six week interventions.
Figure 9. Mean difference (95% CI) in maximal inspiratory pressure due to inspiratory muscle training, estimated by pooling data from four studies, sub-grouped into six and eight week interventions (n = 86).

Table 2. Quality of evidence using the GRADE approach (inspiratory muscle training compared to control for adults with spinal cord injuries).

Figure 10. Regression coefficients and 95% confidence intervals to determine lesion- specific MIP and MEP values, using constants developed by Mueller et al. [Citation26].

A table displaying the regression coefficients to determine an individual with an SCI’s lesion-specific maximal inspiratory pressure and maximal expiratory pressure values. The table is divided into three columns, with the first column listing person specific characteristics. The second column lists the regression coefficients for maximal inspiratory pressure that correspond to each characteristic in the first column. The third column lists the regression coefficients for maximal expiratory pressure that correspond to the characteristics in the first column. The bottom of the table includes a legend identifying all acronyms used.
Figure 10. Regression coefficients and 95% confidence intervals to determine lesion- specific MIP and MEP values, using constants developed by Mueller et al. [Citation26].

Table 3. Example equation to determine lesion-specific MIP value.

Supplemental material

Supplemental_File_Appendix.docx

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