The differentiator series solution to euler equation 歐拉方程的微分算子級(jí)數(shù)解法
The numerical solution of euler equations is provided as flowsolver 翼型的流場解由歐拉方程的數(shù)值解提供。
Euler equations of hydrokinetics 歐拉鈴運(yùn)動(dòng)方程
Euler equation for turbomachine 歐拉渦輪機(jī)方程
Numerical methods of multicomponent flowsof non - conservative euler equations 多介質(zhì)流體非守恒律歐拉方程組的數(shù)值計(jì)算方法
Solving method for inverse problem of unsteady aerodynamic design of 2 - d oscillating airfoil based on euler equations 二維機(jī)翼非定常氣動(dòng)反命題的歐拉解法
Then , similar to the 3 - d euler equations , the blow - up criterion of the classical solution for the 3 - d boussinesq equations without viscosity term is given 然后,與三維euler方程類似,本文給出了三維無粘boussinesq方程組古典解的爆破準(zhǔn)則。
In chapter one , we consider the characteristics - mixed finite element numerical simulation for the euler equation for an incompressible fluid with zero viscosity in two dimensions 本文討論了兩類發(fā)展方程二維不可壓無粘流問題和線性積分微分方程的數(shù)值模擬。
Jameson finite volume scheme and four - stage rung - kutta time - stepping method are employed in the process of the zonal parallel computation of euler equations 在euler方程的分區(qū)并行計(jì)算過程中,本文采用了jameson有限體積法和四步runge - kutta顯示時(shí)間推進(jìn)格式。
With which this paper develops a plat to get 3d geometries " euler equation flow solution using jameson ' s finite volume method ( fvm ) techniques 本文通過對(duì)三維直角切割網(wǎng)格生成方法的研究,應(yīng)用jameson的有限體積法建立了一個(gè)基于直角切割網(wǎng)格技術(shù)的流場計(jì)算軟件。