Abstract
The conditions for the external and internal iteration algorithm optimum are analyzed. The algorithm is widely used in the diffusion computation of nuclear reactors. The spectral presentation of solution as a series by eigenvectors of the generalized problem Tx = {lambda}Fx allows one to introduce analytical functions of convergence and to get formulas for evaluation of general number of iterations within the perturbation theory framework. 2 refs.; 4 tabs.
Citation Formats
Zemskov, E A.
To the problem of external and internal iteration algorithm optimization in a nuclear reactor diffusion calculation. Part 2; K voprosu optimizatsii algoritma vneshnikh i vnutrennikh iteratsij v diffuzionnom raschete yadernogo reaktora. Chast` 2.
USSR: N. p.,
1990.
Web.
Zemskov, E A.
To the problem of external and internal iteration algorithm optimization in a nuclear reactor diffusion calculation. Part 2; K voprosu optimizatsii algoritma vneshnikh i vnutrennikh iteratsij v diffuzionnom raschete yadernogo reaktora. Chast` 2.
USSR.
Zemskov, E A.
1990.
"To the problem of external and internal iteration algorithm optimization in a nuclear reactor diffusion calculation. Part 2; K voprosu optimizatsii algoritma vneshnikh i vnutrennikh iteratsij v diffuzionnom raschete yadernogo reaktora. Chast` 2."
USSR.
@misc{etde_10135822,
title = {To the problem of external and internal iteration algorithm optimization in a nuclear reactor diffusion calculation. Part 2; K voprosu optimizatsii algoritma vneshnikh i vnutrennikh iteratsij v diffuzionnom raschete yadernogo reaktora. Chast` 2}
author = {Zemskov, E A}
abstractNote = {The conditions for the external and internal iteration algorithm optimum are analyzed. The algorithm is widely used in the diffusion computation of nuclear reactors. The spectral presentation of solution as a series by eigenvectors of the generalized problem Tx = {lambda}Fx allows one to introduce analytical functions of convergence and to get formulas for evaluation of general number of iterations within the perturbation theory framework. 2 refs.; 4 tabs.}
place = {USSR}
year = {1990}
month = {Dec}
}
title = {To the problem of external and internal iteration algorithm optimization in a nuclear reactor diffusion calculation. Part 2; K voprosu optimizatsii algoritma vneshnikh i vnutrennikh iteratsij v diffuzionnom raschete yadernogo reaktora. Chast` 2}
author = {Zemskov, E A}
abstractNote = {The conditions for the external and internal iteration algorithm optimum are analyzed. The algorithm is widely used in the diffusion computation of nuclear reactors. The spectral presentation of solution as a series by eigenvectors of the generalized problem Tx = {lambda}Fx allows one to introduce analytical functions of convergence and to get formulas for evaluation of general number of iterations within the perturbation theory framework. 2 refs.; 4 tabs.}
place = {USSR}
year = {1990}
month = {Dec}
}