| 1. | We then go ahead with no restrictions on the valenceelectron trial functions .
于是我们继续做下去，对价电子的尝试函数不加什么限制。 |
| 2. | Successful use of the variation method depends on our ability to make shrewd choice of the trial function .
成功地应用变分法取决于对尝试函数作精明选择的能力。 |
| 3. | Weighted residual method with compactly supported trial functions
紧支试函数加权残值法 |
| 4. | We have some trial function to test the - function like correlatioin function
我们使用两种测试方程式作为热库的关联方程式，以进行计算。 |
| 5. | Analytical trial function method for developing a triangular thick plate element based on a thin plate element
将三角形薄板元推广为厚板元的解析试函数法 |
| 6. | By using the trial function method and integral method , we construct some new exact solutions for a class of shallow water equation
摘要利用试探函数法和直接积分法构造了浅水波方程的新的精确解。 |
| 7. | Compactly supported function is used to construct the trial function , and weighted residual method with compactly supported function is employed to discretize the differential equation
无网格法是以一系列节点离散求解域,使用紧支函数构造试函数,采用加权余量法导出微分方程等效形式。 |
| 8. | In the case of 16 boundaries , cubic b - spline function taken as trial function , the solutions to nonlinear stability of truncated conical shells and spherical shells with variable thickness were obtained by the method of point collocation
在16种边界条件下，以三次b样条函数为试函数，用配点法计算变厚度开顶圆锥壳和球壳的非线性稳定。 |
| 9. | A moving least - square approach is employed to construct the trial function . the mlpg approach for radiative transfer is based on the discrete ordinate equations . particular test cases for radiative heat transfer are examined to check the method
2 .分别采用径向点插值法和移动最小二乘近似构造试函数,建立了两种不同的辐射传递方程求解的最小二乘配点无网格法。 |
| 10. | With cubic b - spline function taken as trial function , the solution of nonlinear stability of a revolving shallow shell with arbitrarily variable thickness was obtained by the method of point collocation in order to solve the convergence of a shallow shell with big rise
摘要为解决计算矢高特大的扁壳的收敛问题，以三次b样条函数为试函数，用配点法计算了任意变厚度的旋转扁薄壳的非线性稳定。 |
