Jonathan Fleischmann, Ph.D.

Name

Assistant Professor of Mechanical Engineering
Haggerty Hall, Room 225
(414) 288-7551
jonathan.fleischmann@marquette.edu
Complete CV
Website

 

 


Research Interests

  • Computational Mechanics
  • Multiscale- and Micro- Mechanics
  • Computational Multibody Dynamics
  • ​Frictional Contact Mechanics
  • Discrete Element Method (DEM)
  • Finite Element Method (FEM)

Professional Preparation

Postdoctoral Research Scientist, 2015, Simulation-Based Engineering Laboratory, University of Wisconsin-Madison
Ph.D., 2013, Engineering Mechanics, University of Wisconsin-Madison
M.S., 2008, Mathematics, Marquette University
M.S., 2001, Engineering Mechanics, University of Wisconsin-Madison
B.S., 2000, Mathematics, University of Wisconsin-Madison
B.S., 2000, Engineering Mechanics, University of Wisconsin-Madison

Selected Recent Publications

Fleischmann, J.A., Serban, R., Negrut, D., and Jayakumar, P., “On the Importance of Displacement History in Soft-Body Contact Models”, Journal of Computational and Nonlinear Dynamics, accepted, published online, doi: 10.1115/1.4031197 (2015).

Fleischmann, J.A., Plesha, M.E., and Drugan, W.J., “Determination of Yield Surfaces for Isotropic Non-Cohesive Particulate Materials by the Discrete Element Method”, Geotechnical and Geological Engineering, 32:4 (2014), pp. 1081-1100.

Fleischmann, J.A., Drugan, W.J., and Plesha, M.E., “Direct Micromechanics Derivation and DEM Confirmation of the Elastic Moduli of Isotropic Particulate Materials: Part II, Particle Rotation”, Journal of the Mechanics and Physics of Solids, 61:7 (2013), pp. 1585-1599.

Fleischmann, J.A., Drugan, W.J., and Plesha, M.E., “Direct Micromechanics Derivation and DEM Confirmation of the Elastic Moduli of Isotropic Particulate Materials: Part I, No Particle Rotation”, Journal of the Mechanics and Physics of Solids, 61:7 (2013), pp. 1569-1584.

Fleischmann, J.A., Plesha, M.E., and Drugan, W.J., “Quantitative Comparison of Two-Dimensional and Three-Dimensional Discrete Element Simulations of Nominally Two-Dimensional Shear Flow”, International Journal of Geomechanics, 13:3 (2013), pp. 205-212.

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