Article A Quasi-Stationary Approach to the Approximate Solution of an FEA 3D Subject-Specific EMG Model
Jakob L. Honeder, Peter M. Goebel, Thomas Mandl, Markus Schachinger
2013
Honeder, Jakob L., Goebel, Peter M., Mandl, Thomas and Schachinger, Markus. "A Quasi-Stationary Approach to the Approximate Solution of an FEA 3D Subject-Specific EMG Model" , vol. 58, no. SI-1-Track-N, 2013, pp. 000010151520134347. https://doi.org/10.1515/bmt-2013-4347
Honeder, J., Goebel, P., Mandl, T. & Schachinger, M. (2013). A Quasi-Stationary Approach to the Approximate Solution of an FEA 3D Subject-Specific EMG Model. , 58(SI-1-Track-N), 000010151520134347. https://doi.org/10.1515/bmt-2013-4347
Honeder, J., Goebel, P., Mandl, T. and Schachinger, M. (2013) A Quasi-Stationary Approach to the Approximate Solution of an FEA 3D Subject-Specific EMG Model. , Vol. 58 (Issue SI-1-Track-N), pp. 000010151520134347. https://doi.org/10.1515/bmt-2013-4347
Honeder, Jakob L., Goebel, Peter M., Mandl, Thomas and Schachinger, Markus. "A Quasi-Stationary Approach to the Approximate Solution of an FEA 3D Subject-Specific EMG Model" 58, no. SI-1-Track-N (2013): 000010151520134347. https://doi.org/10.1515/bmt-2013-4347
Honeder J, Goebel P, Mandl T, Schachinger M. A Quasi-Stationary Approach to the Approximate Solution of an FEA 3D Subject-Specific EMG Model. . 2013;58(SI-1-Track-N): 000010151520134347. https://doi.org/10.1515/bmt-2013-4347
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