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Peter M. Pinsky
Professor
Faculty of Mechanics and
Computation, Department of Mechanical
Engineering
Phone: 650-723-9327 | Fax: 650-723-1778 | Email:
pinsky@stanford.edu
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Degrees
- B.S. University of Wales (1969)
M.S. University of Toronto (1971)
Ph.D. University of California at Berkeley (1981)
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Research Interests
- Peter Pinsky works in computational aspects of structural and
solid mechanics with a particular interest in the finite element
method applied to nonlinear and dynamical problems. Recent application
areas include: computational methods for wave propagation, including
structural acoustics and fluid-structure interaction; quantum-atomistic-continuum
multiscale modelling of materials; semiconductor device and process
simulation; computational prototyping tools for micro-electro-mechanical
systems (MEMS); diffusion and electromigration in polycrystalline
structures; biomechanical modelling of the human eye and experimental
studies of tissue behavior; simulation-based design methodologies.
He has authored or co-authored over 100 publications and is a
member of the editorial boards of the journals: Engineering Computations
and Computational Mechanics.
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Recent Publications
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J.E. Rim, P.M. Pinsky and W.W. van Osdol, "Finite Element Modeling of Coupled
Diffusion with Partitioning in Transdermal Drug Delivery", accepted, Annals of Biomedical Engineering.
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P.M. Pinsky, D. van der Heide and D. Chernyak, “Computational modeling of mechanical anisotropy in the cornea and sclera,” Journal of Cataract and Refractive Surgery, v.31, no.1, pp.136-145, Jan. 2005.
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S.S. Blemker, P.M. Pinsky and S.L. Delp, “a 3D model of muscle reveals the causes of nonuniform strains in the biceps brachii,” Journal of Biomechanics, v. 38, pp. 657-665, 2005.
H.W Liew and P.M. Pinsky, “Recovery of shear modulus in elastography using an adjoint method with B-spline representation,” Finite Elements in Analysis and Design, v.21, pp. 778-799, 2005.
G.R. Feijoo, P.M. Pinsky and A.A. Oberai, “An Application of Shape Optimization for the Solution of Inverse Acoustic Scattering problems,” Inverse Problems; v. 20, pp. 199-228, 2004.
M.M. Wagner, P.M. Pinsky, M. Malhotra and Assad Oberai "A Krylov subspace projection
method for simultaneous solution of Helmholtz problems at multiple frequencies," Computer Methods In
Applied Mechanics And Engineering, v.192, no.41-42, p.
4609-4640, 2003
M.M. Wagner, P.M. Pinsky and M. Malhotra, "Application of Pade
via Lanczos approximations for efficient
multifrequency solution of Helmholtz
problems," Journal Of The Acoustical
Society Of America, v.113, no.1, p.313-319, Jan. 2003
P.M. Pinsky, A. Guarnieri and J. Shimmick, “Computational
investigation of the biomechanical response of the cornea to
lamellar procedures,” Investigative Ophthalmology & Visual
Science v.42, no.4, suppl.S, p.S603-S603,
Mar. 2001
G.R. Feijoo, M. Malhotra, A.A. Oberai and P.M. Pinsky, “Shape Sensitivity Calculations for Exterior Acoustics Problems,” Engineering Computations, Vol. 18, No. 3/4, pp. 376-391, 2001.
Assad A. Oberai and P.M. Pinsky, “A Residual-Based Finite Element Method for the Helmholtz Equation,” International Journal for Numerical Methods in Engineering, Vol. 49, pp. 399-419, 2000.
Assad A. Oberai and P.M. Pinsky, “A Numerical Comparison of Finite Element Methods for the Helmholtz Equation,” Journal of Computational Acoustics, Vol. 8, No. 1, pp. 211-221 2000.
M. Malhotra and P.M. Pinsky, “Efficient Computation of Multi-Frequency Far-Field
Solutions of the Helmholtz Equation
Using Padé Approximation, Journal of Computational Acoustics, Vol.
8, No. 1, pp. 223-240, 2000
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Assad A. Oberai
and P.M. Pinsky, “A Multiscale
Finite Element Method for the Helmholtz Equation,” Computer Methods in Applied Mechanics and Engineering,
Vol. 154, pp. 281-297, 1998
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Recent Projects
- GCEP, "Modeling, simulation and characterization of atomic force microscopy measurements for ionic transport and impedance in fuel cells"
VISX Corp. "Biomechanical modeling of the human cornea"
ALZA corp. "Multiscale modeling of transdermal drug delivery"
ONR, "Fundamental Studies in the Theory of Finite Element Discretization"
DARPA, "Computational Prototyping and Simulation-Based Design of MEMS Devices"
ONR, "Computational Methods for Structural Acoustics"
DARPA, "Backend (semiconductor interconnect) Simulation Tool"
[ Mechanical Engineering Faculty ]
Last updated 4/26/2005
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