Euler integral

To propose an improved Euler integral approach and integral controlling algorithm , which obviously reduces accumulated error and provides more accurate data .

提出了欧拉积分改进方法和积分控制算法，明显地减少了计算中的累积误差，为图形绘制提供了更加准确的物理数据。

Transonic airfoil analysis based on the interaction of Euler and integral boundary-layer equation

Euler方程与边界层积分方程耦合求解跨音速翼型绕流

This article gives the transformation of n dimension Fourier and property . With the help of Euler 's integral , it shows a kind of classical explanation of higher dimension equation of heat conduction on Cauchy question , which is n dimension conduction of heat equation .

给出了n（n>2）维Fourier变换及其性质，并借助它们及Euler积分给出了一类高维热传导方程的Cauchy问题的经典解。

This paper deals with the stability of implicit Euler methods for Volterra Integral delay equations , which is based on the non classical Lipschitz condition .

本文涉及隐式Euler法应用于非线性Volterra型延迟积分方程的稳定性，其探讨基于非经典Lipschitz条件。

Euler and compressible turbulent integral boundary-layer equations are used to analyze viscous / inviscid strong interaction flows over transonic airfoils .

本文利用Euler方程和可压缩湍流边界层积分方程研究绕跨声速翼型的有粘与无粘强干扰流动。