polyhedrons
- polyhedrons的基本解释
-
-
[变形] polyhedron的复数形式
-
n.
多面体
- 更多网络例句与polyhedrons相关的网络例句 [注:此内容来源于网络,仅供参考]
-
In view of that conventional algorithms of collision detection spend a lot of detection time on complex polyhedrons, an algorithm to divide a convex polyhedron was presented and proved.
针对传统的碰撞检测算法对于复杂多面体之间的碰撞检测时间过长的缺陷,提出并证明了一种凸多面体的剖分算法,该算法能将复杂的凸多面体剖分为简单四面体,利用基于MPI(Mes-sagePassingInterface)并行处理的方法来提高碰撞检测的实时性。
-
To increase the running speed of the collision detection algorithm, a new approach is proposed, which uses convex Bounding Volume Hierarchies to express convex polyhedron. Thus the distance problem of two convex polyhedrons is come down to a nonlinear programming problem with constraints. The nonlinear programming problem can be solved by simulated annealing genetic algorithm.
为了提高碰撞检测算法的速度,提出用顶点的凸包表示凸多面体,将两个凸多面体间距离的问题归结为一个带约束条件的非线性规划问题,利用模拟退火遗传算法对该问题进行求解。
-
It is proved that all monic polynomials of order n with roots lying in some open region on the complex plane forms a simply connected set in the polynomial parameter space. Based on this result, Edge Theorems for D-stability of general polyhedrons of polynomials and Boundary Theorems for D-stability of compact sets of polynomials are obtained.
证明了其根位于复平面中某开域的所有n阶多项式的全体构成多项式参数空间中的一个单连通集,并基于这一结果进一步提出了关于一般多面体多项式族D-稳定性的棱边定理和关于一般多项式紧集D-稳定性的边界定理。
-
The precision of our algorithm is high. Additionally the shortest path problem among polyhedrons in 3D space is studied.
本文进一步研究了三维空间体障碍物群中两点间的最短路径问题。
-
Additionally the shortest path problem among polyhedrons in 3D space is studied.
本文进一步研究了三维空间体障碍物群中两点间的最短路径问题。
- 加载更多网络例句 (25)
- 更多网络解释与polyhedrons相关的网络解释 [注:此内容来源于网络,仅供参考]
-
polyhedrons:多面体
[摘要]用高分辨透射电子显微镜(HRTEM)检查连续波CO2激光束(波长10.6μm,功率300W)辐照石墨后发现,不但有通常所见的碳纳米多面体(polyhedrons),纳米洋葱(onions)和纳米管,而且也有罕见的腔内充填大小不等空心洋葱(hollow onions,
-
similar polyhedrons:相似多面体
相似多边形 similar polygons | 相似多面体 similar polyhedrons | 相似二次曲面 similar quadrics
-
symmetric polyhedrons:对称多面体
对称部分 symmetric part | 对称多面体 symmetric polyhedrons | 正对称系 symmetric positive system
-
stacking fault polyhedrons:堆垛层错多面体
digit position 数位[符号]位置 | stacking fault polyhedrons 堆垛层错多面体 | insurance mechanism 保险机制
-
The Regular Polyhedrons:第十三章
第十二章 The Four-Color Problem | 第十三章 The Regular Polyhedrons | 第十四章 Pythagorean Numbers and Fermats Theorem
- 加载更多网络解释 (2)