1) Preset condition
预置条件
2) conditional field pre-set
条件域预置
3) precondition
[英][,pri:kən'dɪʃn] [美]['prikən'dɪʃən]
预条件
1.
On the method of preconditioned [I+S(α)] acceleration convergence of the 2PPJ;
预条件[I+S(α)]加速2PPJ型方法的收敛性
2.
Super-resolution image reconstruction based on preconditioned conjugate gradient;
基于预条件共轭梯度的超分辨图像重构方法
3.
Study on the new preconditioned consistent linear systems;
关于新的预条件相容线性系统
4) preconditioning
[英][,pri:kən'diʃən] [美][,prikən'dɪʃən]
预条件
1.
Analysis of radiation behavior of wire antennas mounted on complex platforms by hybrid PO-MoM method in conjunction with near-field preconditioning technique;
PO-MoM结合近场预条件技术分析复杂载体上线天线辐射特性
2.
In this paper,the authors first analyze some possible problems with various traditional preconditioning techniques to solve the sparse linear systems derived from two-dimension three-temperatures energy equations.
首先针对二维三温能量方程组,系统分析了求解所得到的稀疏线性方程组时,采用多种传统预条件技术时将遇到的问题,并提出了相应的适应性改进。
3.
A novel sparse recursive Cholesky factorization preconditioning technique is proposed for accelerating analyses of radiation problems of wire antennas mounted on large complex platforms with a hybrid method of physical optics and moments(PO-MoM).
提出了一种新的稀疏化递归Cholesky分解预条件技术,并应用于加速物理光学和矩量法(PO-MoM)混合方法分析大型复杂载体上线天线的辐射问题。
5) preconditioner
预条件
1.
Two efficient GMRES preconditioners based on the mesh neighbor (MN) method were developed to analyze the parasitic parameters.
为研究集成电路中金属互连线的寄生效应对电路性能产生的影响,分析了三维边界元计算的预条件迭代求解问题,针对寄生参数提取中涉及的复杂多区域边界元计算,提出两种基于MN(meshneighbor)方法的有效GMRES(generalizedminimalresidual)预条件。
2.
The adaptive integral method (AIM) combined with a novel mesh neighbor (MN) preconditioner is applied to the scattering analysis of 3D PEC structures.
应用自适应积分方法并结合邻近组预条件求解三维导电目标的电磁散射。
3.
To overcome the limitation of Krylov subspace techniques using standard preconditioners on speed and memory requirement in harmonic balance simulations of the steady-state response under multi-tones drive,a new sparse-subsecional matrix as the preconditioner is developed in this paper.
在运用谐波平衡算法对射频集成电路进行仿真时,针对Krylov子空间迭代算法在计算速度和内存存储量等方面存在的限制问题,提出了一种运用稀疏-分段矩阵作为预条件的方法。
6) resolvent conditions
预解条件
补充资料：预置
1.预先陈设。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条