A new optimization model of the structural topology based on the ICM method is described to apply into both skeletonal and continuum structures.
描述了基于ICM方法的结构拓扑优化新模型并应用于骨架与连续体结构。
The topological optimization model of continuum structure that minimizes weight and subjects to static displacement and frequency constraints is established by ICM method.
用ICM方法建立了静位移及频率约束下、重量最小为目标的连续体结构拓扑优化模型。
The optimization of solution is carried out by Iterated Conditional Mode (ICM) method. The initial segmentation label fields is gotten using vector histogram.
最小能量的优化求解用迭代条件模式(ICM)方法，初始分割标记场用矢量直方图法得到。
Backward step flow is numerically studied using ICM. Results show that ICM is a promising method.
结果表明，积分单元法是计算后台阶绕流的一种较好的方法。
In this paper, real-time fault tolerant scheduling based on ICM when energy is constrained is investigated, and a new scheduling method is proposed to better the system performance.
本文研究了能量约束时，基于非精确计算模型ICM的实时容错调度问题，提出一种使系统性能优化的调度算法。
In this paper, real-time fault tolerant scheduling based on ICM when energy is constrained is investigated, and a new scheduling method is proposed to better the system performance.
本文研究了能量约束时，基于非精确计算模型ICM的实时容错调度问题，提出一种使系统性能优化的调度算法。
应用推荐