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spin:esc201_hs2022 [2022/11/28 12:57] thomas [List of assignments] |
spin:esc201_hs2022 [2022/12/05 13:11] thomas [List of assignments] |
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21. Nov. 2022: {{ :spin:hs2022_week10.pdf |Diffusion Equation and Numerical Stability}} | 21. Nov. 2022: {{ :spin:hs2022_week10.pdf |Diffusion Equation and Numerical Stability}} | ||
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+ | 28. Nov. 2022: {{ :spin:hs2022_week11.pdf |Hyperbolic PDEs}} | ||
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====== Assignments ====== | ====== Assignments ====== | ||
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- Interpolation, Part 2 (**WIN A PRIZE**): Design an optimal electron detector (specifics in lecture materials) (**to submit by 28 November, 2022, 9pm**). | - Interpolation, Part 2 (**WIN A PRIZE**): Design an optimal electron detector (specifics in lecture materials) (**to submit by 28 November, 2022, 9pm**). | ||
- Hyperbolic PDEs: Solve the linear advection equation by evolving an initial waveform in a periodic grid. See how the waveform behaves after passing through the grid multiple times and compare the results you get when using various methods introduced in the lecture (e.g. the LAX method, upwind scheme, LAX-Wendroff method...) (**to submit by 5 December, 2022, 9pm**). | - Hyperbolic PDEs: Solve the linear advection equation by evolving an initial waveform in a periodic grid. See how the waveform behaves after passing through the grid multiple times and compare the results you get when using various methods introduced in the lecture (e.g. the LAX method, upwind scheme, LAX-Wendroff method...) (**to submit by 5 December, 2022, 9pm**). | ||
+ | - 2D advection: Solve the 2D advection problem using two methods introduced in the lecture (CIR and CTU) and compare if and how your solution diffuses numerically (**to submit by 12 December, 2022, 9pm**). |