Core muscle strength can be reliably measured using a novel isokinetic device: An intra-observer study

Abstract

BACKGROUND:

Core strength is an important aspect of physical fitness. A dynamometer was developed to measure isokinetic core muscle strength in multiple planes of motion. Establishing the reliability is needed before it can be used in practice.

OBJECTIVE:

Examine the intra-observer reliability of a trunk isokinetic dynamometer.

METHODS:

31 participants were recruited. Tests were performed twice with an interval of 5–9 days by the same observer. Testing included rotation, flexion/extension and lateral flexion at speeds of 90 ${}^{\circ}$ /s and 60 ${}^{\circ}$ /s. The main outcome measure was peak torque (PT). The secondary outcomes included peak torque angle (PTA), time to peak torque (TTPT) and compensatory torques (CompTQ). The intra-observer reliability was investigated using intraclass correlation coefficients (ICC).

RESULTS:

Peak torque reliability was good to excellent (ICC $=$ 0.70–0.91), whereas the reliability of the PTA (ICC $=$ $-$ 0.04–0.56) and TTPT (ICC $=$ 0.01–0.68) were poor to moderate. CompTQ reliability was moderate to good (ICC $=$ 0.20–0.88).

CONCLUSIONS:

The intra-observer reliability of the isokinetic measurement of core strength peak torque was good. The secondary outcomes peak torque angle and time to peak torque were less reliable and the compensatory torques showed moderate to good reliability. This isokinetic dynamometer could have useful applications in the field of sports medicine and rehabilitation.

Keywords

Core strength dynamometer isokinetic peak torque sports medicine

Table 1
Inclusion and exclusion criteria

Inclusion criteria

•

Age 18–40 years

•

Perform regular sports at least once a week

•

Healthy individuals, no chronic disease

•

Bodyweight $<$ 140 kilograms

Exclusion criteria

•

Current injuries of the hip, groin, abdomen or lower back region.

•

Absolute contra-indications as mentioned in the user manual:

–

Radiating pain in the area of the lower limbs due to irritation of nerve roots

–

Severe mechanical instability due to fractures or degenerative conditions

–

Presence of spinal tumours (primary of metastasis)

–

Severe osteoporosis

–

Osteomalacia

–

Spondylolisthesis

–

Rheumatoid arthritis

–

Ankylosing spondylitis

–

Progressive neurological conditions

–

Cardiovascular conditions whereby exertion should be avoided

–

Hyperparathyroidism

•

Relative contra-indications as mentioned in the user manual:

–

Acute phase of muscle-, tendon- of bone diseases in the lower back region

–

Acute phase after a surgical intervention in the lower back region

–

Mild form of osteoporosis

–

Mild form of osteomalacia

–

Invalidating pain

–

Hydrarthrose

–

Epilepsy

–

Skin lesions

–

Stress incontinence

–

Pregnancy

–

Rectus diastase

–

Disc hernia (contra-indication if mobilization of the lower back region causes pain or radiating pain)

1. Introduction

Core strength is important for athletes in many different sports [1, 2, 3, 4]. The core consists of the back muscles, abdominal muscles and muscles around the pelvis [2]. The aim of the core is to stabilize the pelvis and spine during rest and movement [3, 5]. Research has shown that improving core strength can lead to better performance and less injuries [3, 4]. Weak core strength, on the other hand, might be associated with a number of different injuries, such as problems with the groin or back [5, 6, 7, 8]. It is important to have a reliable measurement method available. One of the most commonly used methods for quantifying strength is using a dynamometer [9, 10]. There are a number of different dynamometers on the market that measure core strength. Most dynamometers and research focus on measuring trunk flexion and trunk extension [11, 12, 13, 14].

A new dynamometer was designed that measures isometric, isokinetic and isotonic muscle contractions [15]. These measurements are done in three anatomical planes of motion: the frontal plane, sagittal plane and transverse (horizontal) plane. This makes it possible to measure core strength in three different movement directions: rotation, flexion/extension and lateral flexion [15]. This device is unique in including the option for assessing trunk rotation and lateral flexion, which could give extra essential information about core strength.

A prior study used this dynamometer to evaluate the reliability of measuring isometric muscle contractions, which proved to be reliable [16]. No research has been done about the reliability of the isokinetic capacities of this device. To date, no studies about the reliability of isokinetic devices that measure in multiple planes have been performed. The results could be useful in monitoring recovery during rehabilitation or even to prevent injuries.

The aim of this study was to determine the intra-observer reliability of assessing core muscle strength using an isokinetic dynamometer in healthy participants. The secondary aim was to calculate the standard error of the measurement (SE) and coefficient of variation (CoV) of the main outcome.

2. Materials and methods

2.1 Study design

This is a single observer test-retest reliability study.

2.2 Recruitment

All participants were recruited from the personnel in the hospital where the tests were carried out (AZ Sint-Jan hospital, Bruges). All participants were included in agreement with earlier established inclusion and exclusion criteria, see Table 1. In accordance with previous test-retest reliability studies about other muscle strength tests the aim was to include at least 30 participants [17, 18].

Figure 1.

Flowchart of the used test protocol.

The study was approved by the ethical committee of the AZ Sint-Jan Hospital in Bruges on September 9 ${}^{\text{th}}$ 2019 (BUN: B04921941900). All participants signed a written informed consent form. All participants took part in this study completely voluntarily and without any payment. The study conforms with The Code of Ethics of the World Medical Association (Declaration of Helsinki).

The isokinetic dynamometer used for this study was the BioniX Sim3 Pro. All tests were administered by the same individual. The observer received a short introduction about the device before testing the participants in the study. Five people were tested by the observer before including participants in the study. A spokesperson of the company that made the device was present during the first test day to provide help if needed.

2.3 Test procedure

The participants were asked to come for testing twice. Before the testing the participants also completed a questionnaire. This consisted of questions regarding demographic information and sports history.

Test days were 1 week (5–9 days) apart. For every participant the test moments were planned to be at the same time of the day. The results of the two test moments of a participant were compared to determine the intra-observer reliability.

A protocol for testing was made a priori to ensure all procedures were the same for the participants (see Fig. 1). The participants performed a 10-min warmup by stationary bike before testing. No specific stretches were performed beforehand. Next, participants were aligned properly in the device according to the guideline of the manufacturer [19]. The anterior superior iliac spine was used as the anatomical reference point to align the axis. The range of motion for every participant was established before testing to ensure a safe movement pattern. After unlocking one movement plane/axis of the device at a time, the participant was asked to carry out the desired movement. The maximum achieved range of motion for this participant was saved and used for both test occasions. The maximum achievable range of motion of the machine according to the manufacturer’s guidelines was 75 degrees rotation on each side, 70 degrees flexion, 30 degrees extension and 45 degrees lateral flexion on each side. See Fig. 2 for visualisation of the test procedure. All tests were done with the participant standing.

Figure 2.

Test procedure.

The isokinetic testing of flexion/extension, rotation and lateral flexion were performed at two different speeds: first 8 repetitions at 90 ${}^{\circ}$ /s, followed by 5 repetitions at 60 ${}^{\circ}$ /s. This specific protocol was chosen in agreement with the manufacturer. This protocol ensured the testing would not take too long but would still gather enough data. This was based on their experience using the machine in practice. A practice round of around 5 submaximal repetitions of rotation at 90 ${}^{\circ}$ /s was used before the first 90 ${}^{\circ}$ /s test to familiarize the participants with the procedure. The short rest period between the two different speeds was chosen to give the participants a short break, without making the protocol too long. The participants were in the device during the full test protocol which made it essential to make the process as quick and comfortable as possible. The rest period between different movements was necessary to set up the device correctly. During the testing standardized encouragement were given to ensure maximal physical effort throughout the protocol.

The machine software deletes values that differ too much from the other values to make sure the results reflect actual muscle strength and are not influenced by outliers. The highest remaining value was used to compare the results of the different test days.

2.4 Outcome measures

The main outcome measure was the reliability of peak torque. The reliability of the time to peak torque, angle of peak torque and compensatory torques were secondary outcomes. The standard error of the measurement (SE) and coefficient of variation (CoV) were calculated for the main outcome of peak torque.

Peak torque was described as the highest achieved torque throughout all repetitions. Time to peak torque was the time from the starting point to the peak torque. Angle of peak torque was the angle of the primary axis at the moment the peak torque was achieved. Compensatory torques are the torques measured on the secondary axes during movement in the primary axis.

For better clinical relevance the peak torque was converted to the peak torque/bodyweight ratio. Further analyses were done with this ratio. The standard error and coefficient of variant were calculated using the collected data to assess the absolute reliability of the device. The SE was calculated as the SD of difference between sessions/ $\surd$ 2. The CoV was calculated as the standard error divided by the mean of measures, multiplied by 100. The means and a range of standard deviations from the main outcomes were established at both 90 degrees/second and 60 degrees/second.

Table 2
Characteristics of the study population

	Mean $\pm$ SD†
Age, years	30.4 $\pm$ 5.1
Height, m ${}^{\P}$	1.75 $\pm$ 0.1
Weight, kg ${}^{\S}$	71.5 $\pm$ 8.1
BMI ${}^{{\dagger}{\dagger}}$ , kg/m ${}^{2{\ddagger}}$	23.4 $\pm$ 2.0
Hours of sports/week	4.0 $\pm$ 2.3
Sports	Percentage
Running	27%
Swimming	13%
Fitness	13%
Soccer	13%
Cycling	10%
Badminton	7%
Dancing	7%
CrossFit	7%
Other	3%

† SD $=$ standard deviation; ¶ m $=$ meters; § kg $=$ kilograms; †† BMI $=$ body mass index; ‡ kg/ m ${}^{2}=$ kilogram per square meter.

2.5 Statistical analyses

IBM SPSS Statistics version 26 was used to analyse the data. Statistical significance was set at $\alpha<$ 0.05 level. The intra-observer reliability was quantified using the intraclass correlation coefficient (ICC 2.1). A two-way mixed effects model was used, based on single measurement with an absolute agreement definition [20].

The 95% confidence interval of the ICC estimate was used to evaluate the level of reliability. Cut-off values were set as follows: less than 0.50 was considered as poor reliability, between 0.50–0.75 was considered as moderate reliability, between 0.75 and 0.90 indicated good reliability and greater than 0.90 indicated excellent reliability [20].

Table 3
Intraclass correlation coefficient peak torque, peak torque angle, and time to peak torque

			PT	PTA	TTPT
90 ${}^{\circ}$ ¶	Rotation	Left	0.85 (0.71–0.93)	0.55 (0.24–0.76)	0.61 (0.32–0.79)
		Right	0.80 (0.62–0.90)	0.32 (–0.05–0.60)	0.29 (–0.08–0.6)
	Flexion/extension	Flexion	0.91 (0.81–0.96)	0.31 (–0.06–0.60)	0.38 (0.02–0.65)
		Extension	0.91 (0.81–0.96)	0.47 (0.014–0.70)	0.55 (0.24–0.76)
	Lateral flexion	Left	0.87 (0.75–0.94)	0.62 (0.35–0.80)	0.71 (0.47–0.85)
		Right	0.86 (0.73–0.93)	0.37 (0.01–0.64)	0.43 (0.01–0.69)
60 ${}^{\circ}$	Rotation	Left	0.87 (0.74–0.93)	–0.03 (–0.40–0.36)	0.08 (–0.29–0.42)
		Right	0.90 (0.80–0.95)	0.45 (0.12–0.70)	0.23 (–0.14–0.54)
	Flexion/extension	Flexion	0.89 (0.79–0.95)	0.31 (–0.06–0.60)	–0.01 (–0.33–0.33)
		Extension	0.94 (0.89–0.97)	0.42 (0.09–0.67)	0.48 (0.16–0.71)
	Lateral flexion	Left	0.90 (0.90–0.95)	0.54 (0.24–0.75)	0.59 (0.30–0.78)
		Right	0.92 (0.83–0.96)	0.54 (0.24–0.75)	0.59 (0.28–0.77)

¶ ${}^{\circ}$ $=$ degrees.

3. Results

3.1 Participants’ characteristics

A total of 34 possible participants were recruited for this study. One possible participant was excluded from the study as they did not do any sports. Another person was excluded due to a current hip injury at the time of testing. During the tests one person started to feel lightheaded so the test was paused. Within a couple minutes the person felt fine again. They did not want to continue testing, so the outcomes were excluded from the results.

Two participants experienced dizziness but were able to complete all testing and were not excluded from the study population. After these exclusions, the study population comprised 31 participants (16 women and 15 men). See Table 2 for the characteristics of the study population and Fig. 3 for the flowchart of selecting the study population. While analysing the data, one participant had a difference of 65–217% in the outcomes between session one and two. It was clearly seen during testing that the person put more effort in testing on the second day. The results were therefore seen as an outlier and excluded from further analyses. The final population consisted of 30 participants.

Figure 3.

Flowchart of the study population.

3.2 Intra-observer reliability

The intra-observer reliability of all the measured peak torques (PT) was above 0.75, which indicates good reliability. The peak torque angle (PTA) and time to peak torque (TTPT) had poor-moderate reliability. See Table 3 for details of the ICC’s with a 95% confidence interval. Table 4 shows the intra- observer reliability of the compensatory torques. Almost all measures were considered moderate-good, except for the rotation compensation when in flexion.

Table 4
Intraclass correlation coefficient compensatory torques

	Main movement	Compensation	ICC2.1 (CI†)
90 ${}^{\circ}$ ¶	Rotation left	Flexion, extension	0.73 (0.48–0.87)
		Lateral flexion	0.53 (0.21–0.75)
	Rotation right	Flexion, extension	0.77 (0.36–0.90)
		Lateral flexion	0.75 (0.53–0.87)
	Flexion	Rotation	0.51 (0.18–0.73)
		Lateral flexion	0.84 (0.69–0.92)
	Extension	Rotation	0.68 (0.43–0.84)
		Lateral flexion	0.88 (0.76–0.94)
	Lateral flexion left	Flexion, extension	0.72 (0.44–0.86)
		Rotation	0.68 (0.42–0.83)
	Lateral flexion right	Flexion, extension	0.65 (0.38–0.81)
		Rotation	0.63 (0.35–0.80)
60 ${}^{\circ}$	Rotation left	Flexion, extension	0.70 (0.45–0.85)
		Lateral flexion	0.69 (0.44–0.84)
	Rotation right	Flexion, extension	0.76 (0.27–0.91)
		Lateral flexion	0.96 (0.91–0.98)
	Flexion	Rotation	0.17 (–0.21–0.50)
		Lateral flexion	0.72 (0.49–0.86)
	Extension	Rotation	0.73 (0.51–0.86)
		Lateral flexion	0.66 (0.40–0.82)
	Lateral flexion left	Flexion, extension	0.78 (0.55–0.89)
		Rotation	0.71 (0.78–0.85)
	Lateral flexion right	Flexion, extension	0.72 (0.49–0.85)
		Rotation	0.64 (0.37–0.81)

†CI $=$ confidence interval; ¶ ${}^{\circ}$ $=$ degrees.

Table 5

Standard error and coefficient of variation for peak torque

	Mean test†	Mean retest†	Mean diff§	SD mean diff§§	SE††	CoV¶¶
Rotation 90 ${}^{\circ}$ ¶	Left	0.73	0.73	0.00	0.17	0.12	16
	Right	0.73	0.77	0.04	0.18	0.13	17
Rotation 60 ${}^{\circ}$	Left	0.80	0.82	0.02	0.15	0.10	13
	Right	0.83	0.87	0.04	0.13	0.09	11
Flexion/extension 90 ${}^{\circ}$	Flexion	1.09	1.18	0.09	0.25	0.17	15
	Extension	1.08	1.22	0.14	0.31	0.22	19
Flexion/extension 60 ${}^{\circ}$	Flexion	1.48	1.47	0.01	0.24	0.17	12
	Extension	1.65	1.67	0.02	0.27	0.19	11
Lateral flexion 90 ${}^{\circ}$	Left	0.58	0.62	0.04	0.19	0.14	23
	Right	0.61	0.64	0.03	0.21	0.15	24
Lateral flexion 60 ${}^{\circ}$	Left	0.87	0.88	0.01	0.17	0.12	14
	Right	0.90	0.94	0.04	0.15	0.10	11

†Mean of PT/body weight ratio in Newton meter per kilogram; §Mean difference between test and retest; §§standard deviation of the difference between test and retest; ††SE $=$ Standard error in Nm/kg; ¶ ${}^{\circ}$ degrees; ¶¶coefficient of variation in %.

3.3 Descriptive statistics

After establishing good reliability of the peak torque when looking at ICC’s, the standard error (SE) and coefficient of variation (CoV) were also calculated for this outcome (see Table 5).

As males and females differ in strength levels on average, gender-specific means and SD ranges of the peak torque/bodyweight ratio were calculated additionally (see Tables 6 and 7).

Table 6
Mean, standard deviation ranges and coefficient of variation peak torque/bodyweight ratio of males

		-2SD†	-1SD†	Mean¶¶	+1SD†	+2SD†
Rotation 90 ${}^{\circ}$ ¶	Left	0.32	0.57	0.83	1.08	1.33
	Right	0.37	0.61	0.85	1.09	1.33
Rotation 60 ${}^{\circ}$	Left	0.43	0.66	0.89	1.12	1.34
	Right	0.43	0.69	0.94	1.19	1.45
Flexion/extension 90 ${}^{\circ}$	Flexion	0.37	0.89	1.42	1.95	2.47
	Extension	0.00	0.72	1.51	2.30	3.09
Flexion/extension 60 ${}^{\circ}$	Flexion	0.99	1.36	1.72	2.09	2.45
	Extension	0.63	1.34	2.04	2.74	3.45
Lateral flexion 90 ${}^{\circ}$	Left	0.00	0.35	0.75	1.16	1.56
	Right	0.00	0.35	0.78	1.21	1.64
Lateral flexion 60 ${}^{\circ}$	Left	0.35	0.71	1.06	1.42	1.77
	Right	0.44	0.77	1.10	1.44	1.77

†SD $=$ Standard deviation in Newton meter per kilogram; ¶¶Mean $=$ Mean of PT/body weight ratio of day 1 and day 2 in Newton meter per kilogram; ¶ ${}^{\circ}$ $=$ degrees; ††CV $=$ coefficient of variation.

Table 7

Mean, standard deviation ranges and coefficient of variation peak torque/bodyweight ratio of females

		-2SD†	-1SD†	Mean¶¶	+1SD†	+2SD†
Rotation 90 ${}^{\circ}$ ¶	Left	0.11	0.38	0.64	0.91	1.17
	Right	0.19	0.43	0.66	0.89	1.12
Rotation 60 ${}^{\circ}$	Left	0.29	0.52	0.75	0.98	1.20
	Right	0.35	0.56	0.77	0.97	1.18
Flexion/extension 90 ${}^{\circ}$	Flexion	0.24	0.57	0.89	1.22	1.54
	Extension	0.00	0.38	0.83	1.29	1.75
Flexion/extension 60 ${}^{\circ}$	Flexion	0.64	0.95	1.26	1.57	1.87
	Extension	0.45	0.89	1.33	1.78	2.22
Lateral flexion 90 ${}^{\circ}$	Left	0.00	0.23	0.46	0.70	0.93
	Right	0.04	0.26	0.49	0.71	0.94
Lateral flexion 60 ${}^{\circ}$	Left	0.35	0.53	0.71	0.90	1.08
	Right	0.46	0.61	0.76	0.90	1.05

†SD $=$ Standard deviation in Newton meter per kilogram; ¶¶Mean $=$ Mean of PT/body weight ratio of day 1 and day 2in Newton meter per kilogram; ¶ ${}^{\circ}$ $=$ degrees; ††CV $=$ coefficient of variation.

4. Discussion

In the current study, we investigated the intra-observer reliability of a novel dynamometer to measure core muscle strength. Our main finding was a good intra-observer reliability for measuring the isokinetic peak torque of core strength in different directions. In addition, we found a poor-moderate reliability of the peak torque angle and time to peak torque, as well as good-excellent reliability of the compensatory torques.

When considering the SE and CoV, the absolute reliability appears to be less good than the relative reliability that we established with the ICC’s. This gives information about the magnitude of change needed to be measurable with the dynamometer over time. Given that the CoV varies between 11–24% it will be difficult to track small changes in core strength.

In the current study both 90 degrees/second and 60 degrees/second showed good reliability, but the lower speed did seem to have slightly better ICC’s. This is in agreement with earlier research by Delitto et al. [21] ( $n=$ 61, 29 male/32 female) regarding isokinetic testing that found these same observations.

The secondary outcomes showed substantial variability in the ICC’s and hereby substantial variability in reliability. Almost all outcomes of the peak torque angle and time to peak torque had poor reliability. A couple of outcomes were considered moderate, such as the PTA and TTPT of lateral flexion to the left at 90 degrees/second and the lateral flexion at 60 degrees/second. A study by Madsen et al. [22] ( $n=$ 24, all female) found the same poor reliability of the time to peak torque for another isokinetic measuring device. The authors questioned the usefulness of this parameter since the reliability was very low [22]. Maffiuletti et al. [23] ( $n=$ 30, 15 male/15 female) conducted a study about the reliability of isokinetic measurement of the knee flexion and extension. They also found a low reliability of the angle of peak torque in comparison with the peak torque [23]. Even though they did not test the core strength, their results were in agreement with the low reliability that we found.

The compensatory torques in our study appeared to be more reliable than the other secondary outcomes, with ICC’s ranging from good to excellent reliability. No other study has investigated the reliability of compensatory torques, which makes comparison impossible.

Aside from the reliability we also examined the standard error and the coefficient of variation for peak torques. The coefficient of variation shows the amount of change between the two tests. This was in general higher for the faster speeds. The magnitude of changes needed to detect a real change over time is important to consider when planning repeated tests with individuals. As the difference needed to detect this real change is larger than 10% in all cases, the machine cannot detect small changes. This could be attributed to multiple factors. The high variability could be dictated to the relatively small study population of 16 women and 15 men. It is to be expected that a certain degree of variability would appear with such a small population. An earlier paper by Grabiner et al. [24] also found higher variability with higher test speeds. The CoV’s in this study are higher at the movements at 90 ${}^{\circ}$ /s than at 60 ${}^{\circ}$ /s. This observation seems to be in agreement with Grabiner et al. This may be because people use more swinging motion when testing at higher speeds. Higher speeds might make it more difficult to really coordinate the movement, thus giving less accurate repeated measures.

A potential problem of the isokinetic testing with this dynamometer is the near-collapse risk. Three study participants experienced some kind of dizziness. Of those, two participants needed to pause the tests and one was not able to complete them. Although the dynamometer is designed to get people out of the device before collapse occurs, it is still a risk. This dizziness might be caused by the short burst of maximal effort followed by standing completely still, which may lead to exercise related syncope [25]. Good instructions before and during testing are essential to ensure safe testing.

Some limitations of this study should be addressed. The study population was quite small, which is reflected in the wide confidence intervals of the ICC’s. A larger population would have resulted in a more precise estimate of the exact reliability.

In addition, we were not able to test the inter-observer reliability. This information would be useful in daily practice. Our hypothesis is that a difference in observer will not make a big difference since the device is easy to use. However, the inter-observer reliability might be affected if observers differ substantially in their motivational behaviour towards the subjects.

Another limitation was the short rest period between the different testing aspects. This could have led to more fatigue with the volunteers, which could have influenced the outcomes. It could also have been an important factor in the collapse and dizziness experienced by some of the volunteers.

Important strengths of this dynamometer are the ease of use and the short training period for the observer. Without any previous experience, the observer of this study was able to work completely independent after only two training days. For clinical purposes this is important.

Our study showed that this dynamometer can measure isokinetic core strength with good reliability. This opens up multiple options for further projects. Future research should aim to establish normal values for core muscle strength in larger populations. In addition, future research should explore reduced core strength as a risk factor for injuries. Exploring whether core strength is associated with sports performance would be interesting as well. The potential of this dynamometer can be explored now the reliability is established. It could be used as a screening tool in sports teams to identify core muscle weaknesses. In addition to this, using the dynamometer for guiding rehabilitation after sports injuries would be possible. However, this should not be repeated at short intervals due to the variance of the measures.

5. Conclsuion

The novel dynamometer can reliably measure the isokinetic peak torque of core muscle strength when looking at the relative reliability.

Author contributions

Conception: Marit L. Mulder, Elke Van den Steen, Jan De Neve, Adam Weir. Performance of work: Marit L. Mulder, Adam Weir. Interpretation or analysis of data: Marit L. Mulder, Adam Weir. Preparation of the manuscript: Marit L. Mulder, Adam Weir. Revision for important intellectual content: Marit L. Mulder, Elke Van den Steen, Jan De Neve, Adam Weir. Supervision: Adam Weir.

Funding

The authors report no funding.

Footnotes

Acknowledgments

The authors have no acknowledgments.

Conflict of interest

The authors have no conflicts of interest to report.

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Core muscle strength can be reliably measured using a novel isokinetic device: An intra-observer study

Abstract

BACKGROUND:

OBJECTIVE:

METHODS:

RESULTS:

CONCLUSIONS:

Keywords

Table 1 Inclusion and exclusion criteria

2. Materials and methods

2.1 Study design

2.2 Recruitment

Table 2 Characteristics of the study population

Table 3 Intraclass correlation coefficient peak torque, peak torque angle, and time to peak torque

3.1 Participants’ characteristics

Table 4 Intraclass correlation coefficient compensatory torques

Table 6 Mean, standard deviation ranges and coefficient of variation peak torque/bodyweight ratio of males

5. Conclsuion

Author contributions

Funding

Footnotes

Acknowledgments

Conflict of interest

References

Table 1
Inclusion and exclusion criteria

Table 2
Characteristics of the study population

Table 3
Intraclass correlation coefficient peak torque, peak torque angle, and time to peak torque

Table 4
Intraclass correlation coefficient compensatory torques

Table 6
Mean, standard deviation ranges and coefficient of variation peak torque/bodyweight ratio of males