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test_cases:seven [2014/12/19 11:32] grenier |
test_cases:seven [2014/12/19 14:27] grenier |
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- | Advection with constant velocity is here added to conduction and phase change. Analytical solution are proposed from Kurylyk et al. 2014 paper based on a reassessment of solutions by Lunardini. Although not physically realistic (constant velocity) these solutions can be used for benchmarking purposes: "Lack of fidelity to physical processes does not limit ability to serve as benchmark" | + | Advection with constant velocity is here added to conduction and phase change. Analytical solution are proposed from Kurylyk et al. 2014 paper based on a reassessment of solutions by Lunardini. Although not physically realistic (constant velocity |
- | The paper Kurylyk et al. 2014 describes at depth the analytical solutions available, the suggested benchmark cases and SUTRA code runs to compare with these solutions. | + | The paper Kurylyk et al. 2014 describes at depth the analytical solutions available, the suggested benchmark cases and SUTRA code runs to compare with these solutions. |
- | One may refer to " | + | A presentation of the TH1 Case by Barret Kurylyk was made during the kick off meeting ({{: |
- | Another source is the presentation | + | The recommanded benchmark Kurylyk et al 2014 Cases 2 and 3 are included in the InterFrost project as two TH1 cases differing |
+ | Benchmark 1 (Neuman case) recommanded by Kurylyk et al 2014 is an option to complement the Lunardini case provided in the InterFrost project as T1. | ||
- | Main points are summed up below. | ||
- | Initial and boundary conditions | + | **TH1 Test Case** |
- | {{ :test_cases: | + | Initial and boundary conditions: |
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+ | Parameter set: | ||
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+ | The analytical solutions of Kurylyk et al 2014 are accessible here as as xls {{: | ||
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+ | The approach used for SUTRA code is summed up in two figures from Kurylyk et al 2014 as a source of inspiration. They provide the simulated domain and the approach for the freezing curve function in order to approximate the step function with a linear curve: | ||
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