| 1. | The analytic solution of gas flow differential equation employing dissociation variable method
用分离变量法求采空区气体流动微分方程的解析解 |
| 2. | Method of separation of variables and boundaryvalue problem of the isosceles - right triangular waveguide
分离变量法与等腰直角三角形波导的边值问题 |
| 3. | Segregation variable method is a routine procedure applied to boundary value in electrostatic field
摘要分离变量法是求解静电场边值问题常用的方法。 |
| 4. | By using the method of separation of variables and limited fourier and laplace transform , the analytical results are obtained
运用分离变量法和有限傅立叶变换和拉普拉斯变换，将系统运动微分方程转换为线性方程组，求出挠度和内力解析解。 |
| 5. | Third , the mode solution is obtained using the separation of variables . the last , the mode transition property is discussed when the plane wave transmit in the step - index optical fiber
再次，利用分离变量法推导出平面波在阶跃光纤中传播的模式表达式，讨论了光波在光纤中传播的模式特性。 |
| 6. | The paper enlarges the domain of using the method of variable separation with addition , and beneficially tries to obtain analytical solutions of complicated problem , such as 2 - d steady incompressible viscous gas diffusion flow field
拓展了加法分离变量法的适用领域，并对二维定常粘性气体不可压缩扩散流场这类复杂问题的解析求解进行了有益的尝试。 |
| 7. | Adopting appropriate transformation , this paper transformed the heat conduction problem with internal heat source into a non - source heat conduction problem and solved the problem successfully by the method of separating the variables
通过将电场量引入温度场方程，作适当变换，把含内热源的热传导问题转化?不含内热源的热传导问题，然后可以采用分离变量法进行求解。 |
| 8. | According to thinking the joints of plates as elastic boundary supports to plates and by using of the method of separation of variables , betti ' s reciprocal theorem of work , the solution of dynamic equation can be deserved
运用变分法，分离变量法，互等功定理等数学工具求解板的运动方程，可得出弹性地基上考虑接缝传荷能力的道面板在移动荷载下的动力响应(解析解) 。 |
| 9. | Based on the analytical solution , the influence of all relevant parameters on the settlement behavior of single pile was analyzed and discussed . 2 . the time effect of the settlement of single pile in layered soil was studied
采用分离变量法求解得到了均质地基中受静力荷载作用的单桩桩顶沉降与时间关系的解析解，并据此分析讨论了各种参数的变化对单桩的沉降与时间关系的影响。 |
| 10. | By using the new method of variable separation with addition , semi - analytical solutions of 2 - dimensional ( 2 - d ) steady incompressible viscous gas diffusion flow field are obtained in the paper , and suitable conditions are discussed
摘要运用加法分离变量法，解析求解了二维定常粘性气体不可压缩扩散流场，得到了几组空气流场有源汇和无源汇情况下扩散流场的半解析解，并分析了其适用条件。 |
