M. van Berkel

van Berkel, M., Zwart, H. J., Hogeweij, G. M. D., Vandersteen, G., van den Brand, H., de Baar, M., & Team, A. U. (2014). Estimation of the thermal diffusion coefficient in fusion plasmas taking frequency measurement uncertainties into account. Plasma Physics and Controlled Fusion, 56(10), 105004. https://doi.org/10.1088/0741-3335/56/10/105004

van Berkel, M., Zwart, H. J., Tamura, N., Hogeweij, G. M. D., Inagaki, S., de Baar, M., & Ida, K. (2014). Explicit approximations to estimate the perturbative diffusivity in the presence of convectivity and damping. I. Semi-infinite slab approximations. Physics of Plasmas, 21(11), 112507. https://doi.org/10.1063/1.4901309

van Berkel, M., Hogeweij, G. M. D., Tamura, N., Zwart, H. J., Inagaki, S., de Baar, M., & Ida, K. (2014). Explicit approximations to estimate the perturbative diffusivity in the presence of convectivity and damping. II. Semi-infinite cylindrical approximations. Physics of Plasmas, 21(11), 112508. https://doi.org/10.1063/1.4901310

van Berkel, M., Tamura, N., Hogeweij, G. M. D., Zwart, H. J., Inagaki, S., de Baar, M., & Ida, K. (2014). Explicit approximations to estimate the perturbative diffusivity in the presence of convectivity and damping. III. Cylindrical approximations for heat waves traveling inwards. Physics of Plasmas, 21(11), 112509. https://doi.org/10.1063/1.4901311

van Berkel, M., Vandersteen, G., Geerardyn, E., Pintelon, R., Zwart, H., & de Baar, M. (2014). Frequency domain sample maximum likelihood estimation for spatially dependent parameter estimation in PDEs. Automatica, 50(8), 2113-2119. https://doi.org/10.1016/j.automatica.2014.05.027

van Berkel, M., Vandersteen, G., Zwart, H., Hogeweij, G. M. D., & de Baar, M. (2013). Maximum Likelihood Estimation of diffusion and convection in tokamaks using infinite domains. Hyderabad, India: IEEE Conference Publications. https://doi.org/10.1109/CCA.2013.6662920 (Original work published)

van Berkel, M., Witvoet, G., de Baar, M., Nuij, P., Morsche, H. G. ter, & Steinbuch, M. (2012). Real-time period determination for relaxation oscillators using wavelets. Montreal, Canada: IEEE. Retrieved from http://ieeexplore.ieee.org/xpl/mostRecentIssue.jsp?punumber=6297579 (Original work published)

van Berkel, M., Witvoet, G., de Baar, M., Nuij, P., Morschec, H. G. ter, & Steinbuch, M. (2011). Real-time wavelet detection of crashes in limit cycles of non-stationary fusion plasmas. Fusion Engineering and Design, 86(12), 2908-2919. https://doi.org/10.1016/j.fusengdes.2011.07.002 (Original work published 2025)