John H. Cushman
Affiliations: | Purdue University, West Lafayette, IN, United States |
Area:
MathematicsGoogle:
"John Cushman"Children
Sign in to add traineeFlavio A. Bonilla | grad student | 2000 | Purdue |
Pawan P. Singh | grad student | 2002 | Purdue |
Natalie A. Kleinfelter | grad student | 2006 | Purdue |
Daniel O'Malley | grad student | 2011 | Purdue |
Xiaoliang Lu | grad student | 2012 | Purdue |
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Publications
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Xu W, Liang Y, Cushman JH, et al. (2020) Ultrafast dynamics modeling via fractional Brownian motion run with Mittag-Leffler clock in porous media International Journal of Heat and Mass Transfer. 151: 119402 |
Park M, Cushman JH, Mueterthies MJ. (2020) Homogenization of carbon-nanotube brush electrodes Computers & Mathematics With Applications. 79: 1177-1187 |
Xu W, Liang Y, Chen W, et al. (2019) A spatial structural derivative model for the characterization of superfast diffusion/dispersion in porous media International Journal of Heat and Mass Transfer. 139: 39-45 |
O'Malley D, Vesselinov VV, Cushman JH. (2015) Diffusive mixing and Tsallis entropy. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics. 91: 042143 |
Park M, Cushman JH. (2015) Upscaling Interpretation of Nonlocal Fields, Gradients, and Divergences Multiscale Modeling & Simulation. 13: 1136-1145 |
Cushman JH, O'Malley D. (2015) Fickian dispersion is anomalous Journal of Hydrology. 531: 161-167 |
Park M, Cushman JH, O'Malley D. (2014) Fractional Brownian motion run with a multi-scaling clock mimics diffusion of spherical colloids in microstructural fluids. Langmuir : the Acs Journal of Surfaces and Colloids. 30: 11263-6 |
Park M, O'Malley D, Cushman JH. (2014) Generalized similarity, renormalization groups, and nonlinear clocks for multiscaling. Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics. 89: 042104 |
O'Malley D, Vesselinov VV, Cushman JH. (2014) A Method for Identifying Diffusive Trajectories with Stochastic Models Journal of Statistical Physics. 156: 896-907 |
O'Malley D, Cushman JH, Flesch LM. (2013) Global sensitivity analysis for a micropolar Stokes flow problem International Journal For Multiscale Computational Engineering. 11: 359-368 |