JinKyu Kim, Ph.D.
Affiliations: | 2011 | Civil, Structural and Environmental Engineering | State University of New York, Buffalo, Buffalo, NY, United States |
Area:
Civil Engineering, General EngineeringGoogle:
"JinKyu Kim"Parents
Sign in to add mentor| Gary F. Dargush | grad student | 2011 | SUNY Buffalo | |
| (Mixed action principles theory and applications to a continuum.) | ||||
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Publications
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| Kim J, Lee H, Shin J. (2020) Extended framework of Hamilton's principle applied to Duffing oscillation Applied Mathematics and Computation. 367: 124762 |
| Jang H, Lee H, Cho K, et al. (2018) Numerical and Experimental Analysis of the Shear Behavior of Ultrahigh-Performance Concrete Construction Joints Advances in Materials Science and Engineering. 2018: 1-17 |
| Kim J, Shin J. (2018) Mixed Convolved Action for Thermoelasticity International Journal of Applied Mechanics. 10: 1850002 |
| Shin J, Kim J. (2017) Numerical and Experimental Study on Welded and Bolted Steel Beam–Column Connections Subjected to Cyclic Loading Journal of Earthquake and Tsunami. 11: 1750014 |
| Kim J, Dargush GF, Roh H, et al. (2017) Unified Space–Time Finite Element Methods for Dissipative Continua Dynamics International Journal of Applied Mechanics. 9: 1750019 |
| Kim J. (2017) Extended framework of Hamiltons principle for thermoelastic continua Computers & Mathematics With Applications. 73: 1505-1523 |
| Kim J, Dargush G, Lee HS. (2016) Extended framework of Hamilton's principle in heat diffusion International Journal of Mechanical Sciences. 114: 166-176 |
| Dargush GF, Apostolakis G, Darrall BT, et al. (2016) Mixed convolved action variational principles in heat diffusion International Journal of Heat and Mass Transfer. 100: 790-799 |
| Lee CH, Kim J, Kim DH, et al. (2016) Numerical and experimental analysis of combined behavior of shear-type friction damper and non-uniform strip damper for multi-level seismic protection Engineering Structures. 114: 75-92 |
| Kim J, Kim D. (2016) Quadratic temporal finite element method for linear elastic structural dynamics based on mixed convolved action Journal of Mechanical Science and Technology. 30: 4185-4194 |