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We present an extension of the recently developed high-order implicit shock tracking (HOIST) framework for resolving discontinuous solutions of inviscid, steady conservation laws. Using the method of lines, our schemes can handle unsteady flows with moving shocks, using time-accurate integration and moving meshes than align with the discontinuities. The techniques are demonstrated on various test problems with high-speed flow physics. | We present an extension of the recently developed high-order implicit shock tracking (HOIST) framework for resolving discontinuous solutions of inviscid, steady conservation laws. Using the method of lines, our schemes can handle unsteady flows with moving shocks, using time-accurate integration and moving meshes than align with the discontinuities. The techniques are demonstrated on various test problems with high-speed flow physics. | ||
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<pdf>Media:Draft_Content_541594336A_IDC6_188.pdf</pdf> | <pdf>Media:Draft_Content_541594336A_IDC6_188.pdf</pdf> | ||
Latest revision as of 18:02, 26 June 2021
Summary
We present an extension of the recently developed high-order implicit shock tracking (HOIST) framework for resolving discontinuous solutions of inviscid, steady conservation laws. Using the method of lines, our schemes can handle unsteady flows with moving shocks, using time-accurate integration and moving meshes than align with the discontinuities. The techniques are demonstrated on various test problems with high-speed flow physics.
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Published on 26/06/21
Submitted on 26/06/21
Volume MS05 Mesh Adaptation Techniques for Numerical Simulation, 2021
DOI: 10.23967/admos.2021.048
Licence: CC BY-NC-SA license
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