In vivo skeletal muscle fiber length measurements using a novel MRI diffusion tensor imaging approach: reproducibility and sensitivity to passive stretch.
Jos Oudeman1, Valentina Mazzoli1,2,3, Marco A Marra2, Klaas Nicolay3, Mario Maas1, Nico Verdonschot2, Andre M Sprengers2, Aart J Nederveen1, Gustav J Strijkers4, and Martijn Froeling5

1Radiology, Academic Medical Center, Amsterdam, Netherlands, 2Orthopedic Research Lab, Radboud UMC, Nijmegen, Netherlands, 3Biomedical NMR, Eindhoven University of Technology, Eindhoven, Netherlands, 4Biomedical Engineering and Physics, Academic Medical Center, Amsterdam, Netherlands, 5Radiology, University Medical Center, Utrecht, Utrecht, Netherlands

Synopsis

Diffusion Tensor Imaging in combination with tractography facilitates 3D visualizations of the muscle architecture, which is described by fiber length and pennation angle. In order to get accurate fiber length estimation, tendinous structures need to be separated from muscles. In this work we propose a new method for semiautomatic tendon segmentation. The fiber length obtained after tendon segmentation is seen to be reproducible. Furthermore the sensitivity of the method allows for detection of change in fiber length whit muscle stretch. The observed behavior is in agreement with the known antagonistic function of muscles.

Introduction

Biomechanical modeling of musculoskeletal (dys-)function requires detailed information on muscle architecture1, which is defined as the internal arrangement of muscle fibers at the organ level. Diffusion Tensor Imaging (DTI) in combination with tractography facilitates 3D visualizations of the muscle architecture2,3. However, reconstructed tracts tend to continue along the tendon or aponeurosis when using Fractional Anisotropy (FA) and fiber curvature as a cutoff. Therefore, in order to obtain accurate determination values of fiber length, not only the external boundaries of individual muscles, but also the internal tendons and aponeurosis, have to be carefully segmented4. To avoid the overestimation of fiber length and tedious segmentation, we recently introduced a fast semi-automatic method to identify tendinous structures5. The method is based on the notion that skeletal muscle fiber tract density should be constant, as muscle fibers span the whole distance from tendon to tendon. On the other hand, in tendons the tract density increases because calculated tracts converge and continue into the tendinous structure due to partial volume effects. Therefore, muscle and tendons can be distinguished using a tract-density (TD) threshold (figures 1a and 1b), facilitating fiber length determination from tendon to tendon. The aim of this study was to assess the repeatability of muscle fiber length estimation in the lower legs using TD as a threshold. Furthermore, changes in fiber length as a result of changes in foot position were assessed.

Methods

Five healthy male volunteers were scanned with a 3T Achieva MRI scanner (Philips). Measurements of the lower leg were performed twice (30 min between measurements) with the foot in 15° dorsiflexion, neutral, and 30° plantarflexion positions, using a custom-built device.

Scan parameters were: DTI: SE-EPI; FOV: 192x156mm2; TE/TR: 51.63/11191ms; matrix size: 64x52; slices: 50; voxel size: 3x3x5mm3; SENSE: 1.5; gradient directions: 12; bvalue: 400s/mm2; Fat suppression: SPAIR and olefenic fat-suppression6. mDixon: FFE; FOV 192x156 mm2; TR: 7.7 ms; TE1/ΔTE: 2.1/1.7 ms; matrix size 192x192; slices: 100; voxel size: 1x1x2.5mm3. Total scan time: 33 minutes.

Data preprocessing and tensor fitting was performed using DTITools for Mathematica 10.37 and tractography was performed using VIST/e8. TD-maps were made by whole volume tractography (seeding 1 tract/mm3) with the following constraints: 0.1<FA<0.7, fiber angle <20° per 0.6mm step, and fiber length >2cm. TD values were defined as the number of tracts in a voxel and values were normalized to the average tract density of the entire volume (mostly muscle, therefore TDmuscle ≈ 1). The Soleus (SOL), Fibularis Longus (FL), Extensor Digitorum (EDL) and the Tibialis Anterior (TA) were roughly segmented using ITKsnap. Next, tractography was performed per muscle and adding TD <1.5 as a constraint. Repeatability was explored using Bland-Altman analysis. Changes in fiber length between the 3 foot positions was tested using a repeated multivariate analysis of variance (MANOVA).

Results

For all scans TD-maps were successfully created (Figure 1a-c) and tractography was performed (Figure 2a-f), avoiding artificial long and short fibers using TD as a stopping criteria. The Bland-Altman plots for the muscles (Figure 3), show small variations and clustered muscles. CV for the 4 muscles together was 12.6%, for the individual muscles they were 9.4%, 11.3%, 11.6% and 17%, for SOL, FL, EDL and TA, respectively. Average fiber length of SOL, FL, EDL and TA are shown in Figure 3 as a function of different ankle positions. Overall, the plantarflexors (SOL and FL) show significant increase in fiberlength (P<0.05) from plantarflexion to neutral position, while the dorsiflexors (EDL and TA) show a significant (P<0.05) increase in fiber length from dorsiflexion to neutral.

Discussion

The use of TD-maps for automatic segmentation of tendinous structures is reproducible. Furthermore, it allowed detection of changes in fiber lengths due to passive stretch of the muscle fibers with respect to the neutral ankle position. The observed behavior of fiber length change is in agreement with the known antagonistic function of the muscles. Furthermore, the mean fiber lengths found in this study are in agreement with previous cadaveric and ultrasound studies (Figure 4)3,9. The proposed technique can be used for input in biomechanical models as well as in longitudinal studies e.g. follow-up after training, rehabilitation, and surgery. Another important strength of our method is that it also enables visualization of the tendinous structures, potentially enabling automatic measurements of the pennation angle4. In conclusion, tractography constrained by TD allows for repeatable estimates of fiber length.

Acknowledgements

No acknowledgement found.

References

1. Blemker SS, Pinsky PM, Delp SL: A 3D model of muscle reveals the causes of nonuniform strains in the biceps brachii. J Biomech 2005; 38:657–665.

2. Schenk P, Siebert T, Hiepe P, et al.: Determination of three-dimensional muscle architectures: validation of the DTI-based fiber tractography method by manual digitization. J Anat 2013; 223:61–68.

3. Bolsterlee B, Veeger HEJD, van der Helm FCT, Gandevia SC, Herbert RD: Comparison of measurements of medial gastrocnemius architectural parameters from ultrasound and diffusion tensor images. J Biomech 2015; 48:1133–1140.

4. Lansdown DA, Ding Z, Wadington M, Hornberger JL, Damon BM: Quantitative diffusion tensor MRI-based fiber tracking of human skeletal muscle. J Appl Physiol 2007; 103:673–81.

5. Oudeman J: Automatic segmentation of tendons in human skeletal muscles using DTI tractography derived tract-density maps. In Proc Intl Soc Mag Reson Med 22. Volume 22; 2014:3580.

6. Hooijmans MT, Damon BM, Froeling M, et al.: Evaluation of skeletal muscle DTI in patients with duchenne muscular dystrophy. NMR Biomed 2015; 28:1589–1597.

7. Froeling M, Nederveen AJ, Heijtel DFR, et al.: Diffusion-tensor MRI reveals the complex muscle architecture of the human forearm. J Magn Reson Imaging 2012; 36:237–48.

8. http://bmia.bmt.tue.nl/software/viste

9. Ward SR, Eng CM, Smallwood LH, Lieber RL: Are current measurements of lower extremity muscle architecture accurate? Clin Orthop Relat Res 2009; 467:1074–82.

Figures

Figure 1: (A) Axial tract-density map of the lower leg of subject 3, with (B) the water image and (C) the two (A and C) combined. High values are white and low are red, good anatomical agreement of tendinous structures can be seen in the two images.

Figure 2: Dorsiflexion (A and D), neutral (B and E) and plantarflexion (C and F) for the Soleus (A-C) and for the Tibialis Anterior (D-F) of one subject. Fibers are colorcoded for length (cm). Changes in fiber length with ankle position can be appreciated from the color differences.

Figure 3: Bland-Altman plot for the Extensor Digitorum Longus (EDL), Fibularis Longus (FL), Soleus (SOL), and Tibialis Anterior (TA) combined. The black line is the offset on the difference between the repeated measurements (0.03 cm), and the orange lines indicate 1.96*SD (1.23 cm).

Figure 4: Length (cm) as function of ankle position for the Soleus (SOL), Fibularis Longus (FL), Extensor Digitorum Longus (EDL), and Tibialis Anterior (TA). Black lines indicate the mean and dotted lines indicate the mean and standard deviation from literature reference values9,8. * = P<0.05; ** = P<0.01; NS= non-significant.



Proc. Intl. Soc. Mag. Reson. Med. 24 (2016)
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