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Author ID: ochs.karlheinz Recent zbMATH articles by "Ochs, Karlheinz"
Published as: Ochs, Karlheinz; Ochs, K.
External Links: ORCID
Documents Indexed: 8 Publications since 2000
Co-Authors: 10 Co-Authors with 6 Joint Publications
66 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

5 Publications have been cited 18 times in 15 Documents Cited by Year
A comprehensive analytical solution of the nonlinear pendulum. Zbl 1270.70064
Ochs, Karlheinz
11
2011
A practical guide to multidimensional wave digital algorithms using an example of fluid dynamics. Zbl 1429.65046
Hetmanczyk, Georg; Ochs, Karlheinz
3
2011
A novel interpretation of the hyperbolization method used to solve the parabolic neutron diffusion equations by means of the wave digital concept. Zbl 1107.82075
Luhmann, Katrin; Ochs, Karlheinz
2
2006
Wave digital simulation of passive systems in linear state-space form. Zbl 1180.78036
Ochs, Karlheinz
1
2010
Passive Runge-Kutta methods – properties, parametric representation, and order conditions. Zbl 1048.65071
Fränken, D.; Ochs, K.
1
2003
A comprehensive analytical solution of the nonlinear pendulum. Zbl 1270.70064
Ochs, Karlheinz
11
2011
A practical guide to multidimensional wave digital algorithms using an example of fluid dynamics. Zbl 1429.65046
Hetmanczyk, Georg; Ochs, Karlheinz
3
2011
Wave digital simulation of passive systems in linear state-space form. Zbl 1180.78036
Ochs, Karlheinz
1
2010
A novel interpretation of the hyperbolization method used to solve the parabolic neutron diffusion equations by means of the wave digital concept. Zbl 1107.82075
Luhmann, Katrin; Ochs, Karlheinz
2
2006
Passive Runge-Kutta methods – properties, parametric representation, and order conditions. Zbl 1048.65071
Fränken, D.; Ochs, K.
1
2003

Citations by Year