同时利用带位的奇异积分方程理论得到了这一问题可解的主要条件及指数计算公式。
By the singular integral equation theory we obtain the resolvable sufficient and necessary condition and the formula of counting index for the problem.
文章利用达布和理论，讨论了黎曼积分的可积性问题，给出了一个可积的充分必要条件。
Based on Darboux theory, this paper discussed the integrability of the Riemann Integral and provides a necessary and sufficient condition for integrability.
分析了诸多积分概念的共性，抽象出黎曼积分的定义，给出了黎曼可积的条件。
This paper sums up the common character of the concept of many integrals, abstracts the concept of Riemann integral and gives the integral conditions of the Riemann integral.
讨论了积分中值定理中间点的单调性、连续性、可导性，给出了一组充分条件，并证明了三个相关定理。
The continuity and derivative of the intermediate point in the Taylor mean value theorem are discussed, and some of their sufficient conditions are presented.
对整体平衡方程关于空间坐标积分，根据边界条件可确定总应力，并进而求得孔隙压力。
By integrating the dynamic equilibrium equation of porous media and using the boundary condition, total stress and fluid pressure are determined in turn.
可实现以风速和喷雾高度为输入参数的沉积量和沉积率预测模型，预测不同喷雾条件下雾滴沉积分布特性。
Through the spray deposition and deposition rate model, the prediction of droplet deposition under different spray distribution can be realized.
可实现以风速和喷雾高度为输入参数的沉积量和沉积率预测模型，预测不同喷雾条件下雾滴沉积分布特性。
Through the spray deposition and deposition rate model, the prediction of droplet deposition under different spray distribution can be realized.
应用推荐