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1)  implicit symplectic scheme
隐式辛格式
2)  implicit scheme
隐式格式
1.
In this paper,the multigrid method is presented associated with LUSGS implicit scheme to calculating the low speed flow field around the NLR7301 case#1 and the transonic flow field around the DLRF4 wing-body configuration,all results conf.
本文在多块网格、LUSGS隐式格式基础上采用多重网格技术,计算了NLR7301case#1两段翼型的低速绕流及DLRF4跨声速流场,在复杂二维、三维粘性流场求解中获得了满意的加速收敛效果。
2.
An efficient numerical method that contains the new LU type implicit scheme and the modified fourth order high resolution MUSCL TVD scheme is proposed for solving the compressible Navier Stokes equations.
提出了适用于模拟非定常三维粘性流动问题的数值计算体系,包括高速收敛稳定性好的新的LU型隐式格式,捕捉弱间断面和滑移面的高精度、高分辨率的改良型MUSCLTVD格式。
3.
A new implicit scheme based on the LU-SGS scheme in conjunction with diagonalization and Cramer s rule (LUSGS-DC) has been developed for solving the compressibleNavier-Stokes equations.
发展了一种新的LU型隐式格式。
3)  symplectic scheme
辛格式
1.
Computing classical trajectories of H_2 system by symplectic scheme;
用辛格式计算氢分子经典轨迹和振动能量
2.
Two order two stage explicit symplectic scheme and its stablity for the four-order rod vibration equation;
杆振动方程的二级二阶显式辛格式及其稳定性
3.
Computing one-dimensional stationary state Schrdinger equation by Symplectic schemes;
应用辛格式求解一维定态Schrdinger方程
4)  multi-symplectic scheme
多辛格式
1.
Multi-symplectic equations with multi-symplectic schemes which must preserve discrete multi-symplectic conservation law was discreted.
本文利用正则变换,构造正则长波方程的多辛方程组,利用多辛算法离散此多辛方程组,得到一个多辛中点格式,要求所得到的多辛格式满足离散形式的多辛守恒律,并分析了它的线性部分的稳定性。
2.
We consider a multi-symplectic scheme for the SRLW equation in the paper.
用多辛Euler方法离散此方程组得到了它的多辛格式,并且推导了它的局部能量守恒律的离散误差。
3.
And the numerical experiments show that the multi-symplectic scheme has excellent long-time numerical behavior .
提出了MKdV方程的一个多辛Hamilton形式,并利用中点辛离散得到一个等价于多辛Preissman积分的新格式,最后用数值例子说明:多辛格式具有良好的长时间数值行为。
5)  Sympletic-like scheme
准辛格式
6)  symplectic schemes
辛格式
1.
In this paper, we will present the implicit symplectic schemes of the four-order rod vibration equation via tanh(x) and the corresponding iterative methods.
利用tanh(x)函数构造四阶杆振动方程的隐式辛格式并建立相应的迭代解法,讨论其收敛性,最后用数值例子说明理论分析的正确性。
2.
In this paper,we will use the hyperbolic functions sinh(x)and tanh(x)toconstruct symplectic schemes of arbitrary order for schrodinger equations and stabilities ofthese constructed schemes are also discussed.
本文利用Hyperbolic函数sinh(x)和tanh(x)构造了Schrodinser方程的任意阶的辛格式并讨论了它们的稳定性。
补充资料:题灵隐寺红辛夷花戏酬光上人
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