百度试题 结果1 题目什么是笛卡尔网格(Cartesian grid)?相关知识点: 试题来源: 解析 Cartesian 笛卡尔就是指直角的.笛卡尔不是发明直角坐标的么,所以直角坐标就叫Cartesian coordinates.那么Cartesian grid 就是直角网格,它的三个维度两两正交.反馈 收藏
答案解析 查看更多优质解析 解答一 举报 Cartesian 笛卡尔就是指直角的.笛卡尔不是发明直角坐标的么,所以直角坐标就叫Cartesian coordinates.那么Cartesian grid 就是直角网格,它的三个维度两两正交. 解析看不懂?免费查看同类题视频解析查看解答 相似问题 笛卡尔乘积cartesian product 是什么? 笛卡尔的名言:“愈学习,愈...
Cartesian 笛卡尔就是指直角的。笛卡尔不是发明直角坐标的么，所以直角坐标就叫Cartesian coordinates。那么Cartesian grid 就是直角网格，它的三个维度两两正交。http://upload.wikimedia.org/wikipedia/commons/thumb/0/0e/Cartesian-coordinate-system.svg/584px-Cartesian-coordinate-system.svg.png...
笛卡尔网格,Cart... ... ) Cartesian grid 笛卡尔网格 ) Cartesian grids 笛卡尔网格 ) Cartesian mesh structure 笛卡尔计算网格 ... www.dictall.com|基于4个网页 例句 释义: 全部,笛卡尔网格 更多例句筛选 1. A body fitted method with unstructured Cartesian grids for simulating natural convection heat tra...
广告 什么是笛卡尔网格(Cartesian grid)? 在计算流体动力学中,按照一定规律分布于流场中的离散点的集合叫网格(Grid) ,分布这些... 自适应笛卡尔网格等方法,使复杂外形的网格生... 什么是笛卡尔网格(Cartesian grid)? Cartesian 笛卡尔就是指直角的。笛卡尔不是发明直角坐标的么,所以直角坐标就叫Cartesian coordinates...
1) Cartesian grid 笛卡尔网格 1. This method is based on theCartesian grid. 在非结构自适应笛卡尔网格基础上构建了一种基于笛卡尔动网格的非定常气动力计算方法。 2. Cartesian gridis becoming one of popular choices in simulating the flow around a complex geometry due to their advantages of automatic...
cartesian grid and grid adaptationchapter
1)Cartesian grid笛卡儿网格 1.Aimed to the limitations of description for complex wells and geologically complex reservoirs by using Cartesian grid in numerical reservoir simulation,the hybrid grid calculation method of combination hexagonal PEBI grid with radial grid and Cartesian grid was put forward.针...
Grid-based mesh generation methods have been available for many years and can provide a reliable method for meshing arbitrary geometries with hexahedral elements. The principal use for these methods has mostly been limited to biological-type models where topology that may incorporate sharp edges and ...
4. Cut cellGrid generation for a cut cell is far more com- plicated than that of a Cartesian grid, so the process of cutting the cells is prone to error. The required definition of body surface geometry is therefore stricter than that for a Cartesian grid, as can be seen in Fig. 3....