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MODIFIED PARALLEL ROSENBROCK METHODS FOR STIFF DIFFERENTIAL EQUATIONS 被引量:2
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作者 Xue-nian Cao Shou-fu Li De-gui Liu 《Journal of Computational Mathematics》 SCIE EI CSCD 2002年第1期23-34,共12页
Presents a class of modified parallel Rosenbrock methods (MPROW) which possesses more free parameters to improve further the various properties of the methods and will be similarly written as MPROW. Information on par... Presents a class of modified parallel Rosenbrock methods (MPROW) which possesses more free parameters to improve further the various properties of the methods and will be similarly written as MPROW. Information on parallel Rosenbrock methods; Convergence and stability analysis; Discussion on two-stage third-order methods. 展开更多
关键词 numerical analysis stiff ordinary differential equations Rosenbrock methods parallel algorithms
全文增补中
Comparison of some atmospheric chemical modeling schemes
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作者 Shen Ji,\ Zhao Qianxue Research Center for Eco Enviromental Sciences,Chinese Academy of Sciences,Beijing 100085,China 《Journal of Environmental Sciences》 SCIE EI CAS CSCD 1997年第2期58-76,共19页
The comparison of five atmospheric chemical modeling schemes was presented from accuracy,efficiency and progamming in term of Carbon bond Mechanism IV of atmospheric chemical reactions. The major results were as fo... The comparison of five atmospheric chemical modeling schemes was presented from accuracy,efficiency and progamming in term of Carbon bond Mechanism IV of atmospheric chemical reactions. The major results were as follows. The classical Gear scheme can provide an accurate solution and it is easy for programming by a computer automatically. The sparse matrix Gear type scheme can also provide an accurate solution but much faster than classical Gear scheme. QSSA,EBI and hybrid schemes can run with much longer time step without sacrificing of accuracy, therefore, much efficiently. If analytical solution is obtained by EBI scheme the accuracy and efficiency are much better. 展开更多
关键词 atmospheric chemical modeling photochemical reaction mechanism stiff ordinary differential equations.
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