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1)  Simpson rule
辛卜生算法
1.
Modified Simpson rule is introduced to replace trapezoidal rule.
提出以辛卜生算法代替梯形法则,并对辛卜生算法加以改进。
2)  simpson rule
辛卜生法则
3)  composite Simpson's Rule
复化辛卜生公式
4)  symplectic algorithm
辛算法
1.
The symplectic algorithm method for Hamiltonian matrix eigen problem;
哈密尔顿矩阵特征谱问题的辛算法
2.
Compare about Energies Error of Symplectic Algorithm for the Secular Evolution of Celestial Bodies;
辛算法在长期天体演化中的能量误差比较
3.
Horn Antenna Aperture Field Based on Hamilton Architecture and Symplectic Algorithm;
基于哈密顿体系辛算法喇叭天线口径场的研究
5)  Symplectic method
辛算法
1.
Because of DNA s super-long property,its structural analysis requires a long time computation,a symplectic method is introduced to numerically simulate the structural features of DNA,which shows a good structural preserving property.
DNA弹性杆的超细长特性要求长时间数值模拟,探讨了利用辛算法对DNA弹性杆模型长时间计算的问题,给出了相应的算法和数值仿真结果。
2.
The symplectic method is applied to solve numerically the 1D time-dependent Gross-Pitaevskii(GP) equation.
本文采用辛算法数值求解一维含时Gross-Pitaevskii(GP)方程。
3.
The dynamic properties of one-dimensional cubic nonlinear Schrdinger equation and drifting of the solution pattern are investigated numerically by using the symplectic method with different nonlinear parameters in the perturbation initial condition.
采用辛算法数值求解一维立方非线性Schrdinger方程,研究了随着非线性参数的变化立方非线性Schrdinger方程的动力学性质和解的模式的漂移。
6)  symplectic scheme
辛算法
1.
The Application of Symplectic Schemes in the Time-domain Electromagnetics Scattering Computations;
辛算法在时域电磁散射计算中的应用
2.
A new scheme for approximating the solution of 2D Maxwell′s equations using the symplectic scheme is introduced.
引入一种新的数值计算方法—辛算法求解M axw e ll方程,即在时间上用不同阶数的辛差分格式离散,空间分别采用二阶及四阶精度的差分格式离散,建立了求解二维M axw e ll方程的各阶辛算法,探讨了各阶辛算法的稳定性及数值色散性。
3.
In this paper,the classical trajectories of a diatomic macular N2 in strong laser field are calculated by symplectic scheme,which makes the results believed by others.
采用分子动力学方法研究了N2分子在强激光场作用下的经典轨迹,并应用了现在较优越的数值方法——辛算法来求解方程,这使计算结果更加令人信服。
补充资料:卜算子 开门了化出马钰
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