Orthogonal coordinate systems ; general concepts 正交坐標系.一般概念
Orthogonal coordinate systems ; differential operators of vector analysis 正交坐標系.向量分析的微分算子
With the development of production and technology , non - orthogonal coordinate system is demanded in more and more fields 隨著生產(chǎn)和科學(xué)的發(fā)展,出現(xiàn)了越來越多的場合要求采用非正交系坐標測量系統(tǒng)。
A mathematic model for cooling water discharge to forked bays is established by using the boundary fitted orthogonal coordinate system to simulate the complex boundaries , the full implicit coupled solution model to discrete the base equations , and the matrix chase - after method to solve the algebraic equations 摘要采用正交邊界擬合坐標變換模擬復(fù)雜的邊界,全隱式耦合模型離散基本方程,矩陣追趕法求解代數(shù)方程組,建立了分叉型海灣溫水排放數(shù)學(xué)模型。
The expression of the improved boussinesq equations in curvilinear orthogonal coordinate system is derived . on the basis of poission equation conversion , the methods to generate curvilinear orthogonal grids are introduced , and then the two - dimensional numerical wave model under curvilinear orthogonal coordinate system is established 推導(dǎo)了正交曲線坐標系下的改進型boussinesq方程,以poission方程變換為基礎(chǔ),建立擬合正交曲線坐標系下正交曲線網(wǎng)格的生成方法,進而建立正交曲線坐標系下的二維波浪模型,提高了模型對復(fù)雜地形的適用性。