1.
Coupled Solution for Dynamic Response of Vehicle-bridge System Based on Couple Transformation Between Wheel and Bridge Deck
基于车轮与桥面耦合关系变换的车桥系统振动耦合求解
2.
AN OVERVIEW OF CFD/CSD COUPLED SOLUTION FOR NONLINEAR AEROELASTICITY
多场耦合求解非线性气动弹性的研究综述
3.
Solution of population balance in multiphase flow field for industrial crystallization process
工业结晶过程的多相流与粒数衡算的CFD耦合求解
4.
Coupled KdV Equation with Self-consistent Sources and Its Solutions;
带自相容源的耦合KdV方程及其求解
5.
Finite Element Solution of Coupled Rotor-Bearing System & Software Development;
转子—轴承耦合系统有限元求解模型与软件开发
6.
Jacobi Elliptic Function Method Applied to Nonlinear coupled Scalar Field Equation;
非线性耦合标量场方程的Jacobi椭圆函数求解
7.
Jacobi elliptic function expansion method to coupled nonlinear KdV equations;
耦合非线性KdV方程组的Jacobi椭圆函数求解
8.
Synchronized and staggered solution for fluid-structure interaction based on ALE/SUPG
基于ALE/SUPG同步交替法求解流固耦合问题
9.
Study of Inverse Coupled Heat and Moisture Transfer Problem with Multi-variables in Steady State Via Conjugate Gradient Method
共轭梯度法求解稳态湿热耦合多宗量反问题
10.
The Faster Method for Obtaining Local Normal Modes:Coupled Normal Mode Computation
一种局地简正波快速求解方法——耦合简正波计算
11.
A Method for Calculating Dependency Degree between Coupled Tasks in Product Development
一种求解产品开发耦合任务依赖度的方法
12.
Solving energy eigenvalue of n module coupling harmonic oscillators by virtue of quadratic form
利用二次型求解n模耦合谐振子能量本征值精确解
13.
Coupling of Judicial Interpretation and Legislation:Times Demands upon Harmonious Development of China s Private International Law;
司法解释与立法的耦合:中国国际私法和谐发展的时代要求
14.
Energy Eigenvalue of the Double Dimension Coupling Harmonic Oscillator Was Solved Accurately by Transformation of Coordinates;
利用坐标变换精确求解二维耦合谐振子的能量本征值
15.
Control Volume-Time Domain Recursive Method for Solving Coupled Equations of Heat and Moisture Transfer in Fabrics
求解织物热湿耦合方程的控制体-时域递归展开算法
16.
THERMOMECHANICAL MODELING OF SOLIDIFICATION PROCESS OF SQUEEZE CASTING Ⅰ.Mathematic Model and Solution Methodology
挤压铸造凝固过程热-力耦合模拟 Ⅰ.数学模型及求解方法
17.
Derivation of the energy-level gap of two-dimensional coupled quantum harmonic oscillators by invariant eigen-operator method
利用不变量本征算符求解二维耦合量子谐振子的能级间隔
18.
Deriving the Energy-level Gap of Three-dimensional Coordinate-momentum Coupled Quantum Harmonic Oscillators by Invariant Eigen-operator Method
不变本征算符法求解三模坐标-动量耦合量子谐振子的能级间隔