| 1 | = ISSDE Overview [http://lanseyilin.com:8000/trac/wiki/wikiStart Chinese version] |
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| 3 | ISSDE Monte-Carlo full-orbit-following program is based on the stochastic equivalence of Fokker-Planck equation and Stratonovich SDE. Stratonovich SDE is divided into deterministic part and stochastic part by splitting the dynamic system. The deterministic part is solved by the volume-preserving algorithm, and the stochastic part is discretized by the midpoint scheme according to the requirements of the Euler-Maruyama numerical method and the definition of the Stratonovich integral, and then solved by the quasi-Newton method. The correctness of ISSDE has been verified by the analytical solution of FP equation, and the corresponding results for electron-electron collision process are also consistent with the physical process. Compared with the stochastic Runge-Kutta method, the ISSDE can limit the numerical error of the conservative system energy to a very small range. ISSDE has been used to study fast ion loss and slowing down in EAST. |
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| 5 | == Basic framework of ISSDE |
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| 7 | * [http://lanseyilin.com:8000/trac/wiki/theory_Eng Basic theory] |
| 8 | * [http://lanseyilin.com:8000/trac/wiki/user_page_Eng User's manual] |
| 9 | * [http://lanseyilin.com:8000/trac/wiki/code_page_Eng Development Manual] |
| 10 | * [http://lanseyilin.com:8000/trac/wiki/vocabulario_Eng Related vocabulary] |
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| 12 | == Project related |
| 13 | * Contact us: yifeng.zheng@ipp.ac.cn |
| 14 | * Project numbers: Tink Zheng |