A general framework for calculating shape derivatives for optimization problems with partial differential equations as constraints is presented. The proposed ...
Karl Kunisch, Gunther H. Peichl: Numerical Gradients for Shape Optimization Based on Embedding Domain Techniques. Comput. Optim. Appl. 18(2): 95-114 (2001).
Gunther H. Peichl. CURRICULUM VITAE. Personal Data. Date of birth: 13/08/1951. Place of birth: Braunau. Nationality: Österreich. Education. 1957 – 1961.
A free boundary problem for the Stokes equations governing a viscous flow with over-determined condition on the free boundary is investigated.
Gunther H. Peichl studies Reservoir Simulation, Oil and Gas Reservoir Characterization, and Scientific Computing (Computational Science).
Gunther Peichl's 6 research works with 78 citations and 390 reads, including: The shape derivative for an optimization problem in lithotripsy.
Gunther H. Peichl. Date: Thursday, June 30 2016, 3pm. Location: SR 11.33, Heinrichstraße 36/3. Institute for Mathematics and Scientific Computing ...
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Peichl, Gunther H. Abstract. The shape derivative of a functional related to a Bernoulli problem is derived without using the shape derivative of the state ...
Gunther H. PEICHL. (Universitat Graz, Austria). This paper deals with functional differential equations with initial data, which are not necessarily ...