Abstract
A numerical method, regularizing method, is suggested to treat the singular boundary problem of ordinary differential equation that is raised from controlled nuclear fusion science and other fields owing to their singular physical mechanism. This kind of singular boundary problem has been successfully solved by special treatment near the singular points and using difference method. This method overcomes difficulties in numerical calculation due to the singularity. The convergence results and numerical test are also given.
Qibing, He
[1]
- Southwest Inst. of Physics, Leshan, SC (China)
Citation Formats
Qibing, He.
A numerical method for singular boundary value problem of ordinary differential equation.
China: N. p.,
1992.
Web.
Qibing, He.
A numerical method for singular boundary value problem of ordinary differential equation.
China.
Qibing, He.
1992.
"A numerical method for singular boundary value problem of ordinary differential equation."
China.
@misc{etde_10152818,
title = {A numerical method for singular boundary value problem of ordinary differential equation}
author = {Qibing, He}
abstractNote = {A numerical method, regularizing method, is suggested to treat the singular boundary problem of ordinary differential equation that is raised from controlled nuclear fusion science and other fields owing to their singular physical mechanism. This kind of singular boundary problem has been successfully solved by special treatment near the singular points and using difference method. This method overcomes difficulties in numerical calculation due to the singularity. The convergence results and numerical test are also given.}
place = {China}
year = {1992}
month = {Dec}
}
title = {A numerical method for singular boundary value problem of ordinary differential equation}
author = {Qibing, He}
abstractNote = {A numerical method, regularizing method, is suggested to treat the singular boundary problem of ordinary differential equation that is raised from controlled nuclear fusion science and other fields owing to their singular physical mechanism. This kind of singular boundary problem has been successfully solved by special treatment near the singular points and using difference method. This method overcomes difficulties in numerical calculation due to the singularity. The convergence results and numerical test are also given.}
place = {China}
year = {1992}
month = {Dec}
}