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Special Issue: 3rd MICCAI workshop on Bio- Imaging and Visualization for Patient-Customized Simulations

Towards rapid prediction of personalised muscle mechanics: integration with diffusion tensor imaging

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Pages 492-500 | Received 30 Nov 2017, Accepted 25 Aug 2018, Published online: 17 Sep 2018

References

  • Agur AM , Ng-Thow-Hing V , Ball KA , Fiume E , McKee NH. 2003. Documentation and three-dimensional modelling of human soleus muscle architecture. Clin Anat. Jul;16:285–293.
  • Alipour M , Mithraratne K Fernandez J. 2017. A diffusion-weighted imaging informed continuum model of the rabbit triceps surae complex. 16(5). 1729–1741. https://doi.org/10.1007/s10237-017-0916-4
  • Basser PJ , Pierpaoli C . 1996. Microstructural and physiological features of tissues elucidated by quantitative-diffusion-tensor MRI. J Magn Resonance Ser B. 111:209–219.
  • Blemker SS , Pinsky PM , Delp SL . 2005. A 3D model of muscle reveals the causes of nonuniform strains in the biceps brachii. J Biomech. 38:657–665.
  • Fernandez J , Zhang J , Heidlauf T , Sartori M , Besier T , Rohrle O , Lloyd D . 2016. Multiscale musculoskeletal modelling. Data-Model Fusion and Electromyography-Informed Modelling. Interface Focus. Apr. 6(6):20150084.
  • Fernandez JW , Hunter PJ . 2005. An anatomically based patient-specific finite element model of patella articulation: towards a diagnostic tool. Biomech Model Mechanobiol. Aug;4:20–38. Epub 2005/ 06/17
  • Fernandez JW , Mithraratne P , Thrupp SF , Tawhai MH , Hunter PJ . 2004. Anatomically based geometric modelling of the musculo-skeletal system and other organs. Biomech Model Mechanobiol. Mar;2:139–155.
  • Handsfield GG , Bolsterlee B , Inouye JM , Herbert RD , Besier TF , Fernandez JW . 2017. Determining skeletal muscle architecture with Laplacian simulations: a comparison with diffusion tensor imaging. Biomech Model Mechanobiol. Jun 02;16:1845–1855.
  • Hunter P , Smith N , Fernandez J , Tawhai M . 2005. Integration from proteins to organs: the IUPS Physiome Project. Mech Ageing Dev. Jan;126:187–192. Epub 2004/ 12/22
  • Hunter PJ , McCulloch AD , Terkeurs HE . 1998. Modeling the mechanical properties of cardiac muscle. Prog Biophys Mol Biol. 69:289–331.
  • Hunter PJ , Nielsen PM , Smaill BH , LeGrice IJ , Hunter IW . 1992. An anatomical heart model with applications to myocardial activation and ventricular mechanics. Crit Rev Biomed Eng. 20:403–426.
  • Jones DK . 2011. In: diffusion MRI: theory, methods, and applications. London: Oxford University Press; p. 96.
  • Kim HJ , Fernandez JW , Akbarshahi M , Walter JP , Fregly BJ , Pandy MG . 2009. Evaluation of predicted knee-joint muscle forces during gait using an instrumented knee implant. J Orthop Res. Oct;27:1326–1331. Epub 2009/ 04/28
  • Lemos RR , Epstein M , Herzog W , Wyvill B . 2004. A framework for structured modeling of skeletal muscle. Comput Methods Biomech Biomed Engin. Dec;7:305–317.
  • Lin YC , Haftka RT , Queipo NV , Fregly BJ . 2009. Two-dimensional surrogate contact modeling for computationally efficient dynamic simulation of total knee replacements. J Biomech Eng. Apr;131:041010.
  • Mateos-Aparicio G . 2011. Partial Least Squares (PLS) Methods: origins, Evolution, and Application to Social Sciences. Commun Stat Theory Methods. 40:2305–2317.
  • Mithraratne K , Hung A , Sagar M , Hunter P . 2010. An efficient heterogeneous continuum model to simulate active contraction of facial soft tissue structures. IFMBE Proc. 31:1024–1027.
  • Nielsen PM , Le Grice IJ , Smaill BH , Hunter PJ . 1991. Mathematical model of geometry and fibrous structure of the heart. Am J Physiol. Apr;260:H1365–1378.
  • Röhrle O , Davidson JB , Pullan AJ . 2012. A physiologically based, multi-scale model of skeletal muscle structure and function. In: Paul MLJ, Peter JR, editors. Frontiers in physiology. Switzerland: Frontiers; 3: 358.
  • Sánchez CA , Lloyd JE , Fels S , Abolmaesumi P . 2014. Embedding digitized fibre fields in finite element models of muscles. Computer Methods in Biomechanics and Biomedical Engineering: Imaging & Visualization. 2:223–236.
  • Stejskal EO , Tanner JE . 1965. Spin diffusion measurements: spin echoes in the presence of time-dependent field gradient. J Chem Phys. 42:288–292.
  • Ward SR , Eng CM , Smallwood LH , Lieber RL . 2009. Are current measurements of lower extremity muscle architecture accurate? Clin Orthop Relat Res. Apr;467:1074–1082. Epub 2008/ 10/31
  • Wu T , Hung A , Hunter P , Mithraratne K . 2013. Modelling facial expressions: a framework for simulating nonlinear soft tissue deformations using embedded 3D muscles. Finite Elem Anal Des. 76:63–70.
  • Zhang J , Fernandez J , Hislop-Jambrich J , Besier TF . 2016a. Lower limb estimation from sparse landmarks using an articulated shape model. J Biomech. 49:3875–3881. [ Dec 08 ].
  • Zhang J , Hislop-Jambrich J , Besier TF . 2016b. Predictive statistical models of baseline variations in 3-D femoral cortex morphology. Med Eng Phys May. 38:450–457.

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