conformal map

[kɔnˈfɔ:ml mæp]
  • conformal map
  • 释义

    保角[保形]变换图;

纠错 数据更新时间:2025-11-14 06:49:22
1、

Constant coefficient computing formulas are better than traditional variable coefficient computing formulas. Constant coefficent formula for conformal projection transformation is the best model for computer calculation. They could be widely applied in flelds of computer cartography, map databases and GIS, ect.

常系数计算公式优于传统的变系数计算公式,是基于计算机的等角投影变换的最佳模型,它在计算机制图、地图数据库、GIS等领域中有着广泛的应用。

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2、

Finite analytic numerical method combining with conformal map has been used to study the diffusion problems at oblate hemispheroid microelectrode.

应用有限分析法和保角变换研究了半扁球微电极上的暂态扩散问题。

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3、

Research on Trajectory Planning for Mesh Surface Based on Conformal Map

基于协调映射的网格曲面轨迹规划策略研究

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4、

According to conformal map and relative theory, the relation of path interval between triangular meshes and parametric region is built.

根据协调映射及相关理论,建立了原网格曲面和参数域曲面的路径间距及步长的对应关系。

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5、

Cutter contact tool path is mapped from parametric region to triangular meshes by means of conformal map and its reverse map.

根据协调映射求解得到其逆映射,将刀触点轨迹由参数域逆映射回网格曲面。

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6、

Study on the Miniaturize Dome-screen Projector System for the Flight Simulator; They are commonly used in map projections, polar projection, Mercator's projection Lambert conformal conic projection are three of them.

飞行模拟用小型球幕投影系统的研究导出在极射赤面投影、卡托圆柱投影和兰勃脱正形圆锥投影等算法中确定位置坐标的精确公式。

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7、

Conformal map is the best choice because it has merits such as little deformation and no grid overlapping, etc.

协调映射因为具有变形小、网格不会重叠等优点,被作为最佳选择。

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8、

A conformal map based isoparametric method for kinematic path generation is proposed.

基于调和映射技术,提出复杂网格曲面上机构运动轨迹参数化生成的一般方法。

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9、

Application of conformal map and δ-function to mechanics of elasticity

保角映射及δ函数在弹性力学中的应用

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10、

Study on Precise Positioning Method of a Service Robot Based on Three-Point Location They are commonly used in map projections, polar projection, Mercator's projection Lambert conformal conic projection are three of them.

基于三点定位的服务机器人精确定位方法研究导出在极射赤面投影、卡托圆柱投影和兰勃脱正形圆锥投影等算法中确定位置坐标的精确公式。

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