拓扑优化
计算机科学
测距
机器人
拓扑(电路)
材料设计
比例(比率)
数学优化
数学
工程类
结构工程
人工智能
物理
电气工程
有限元法
万维网
电信
量子力学
标识
DOI:10.1098/rsta.2000.0528
摘要
Is there a systematic way to minimize the weight of car and aeroplane parts? Is there a way to design materials that expand transversely when pulled? To design materials that shrink when heated? To design robots that are so small that they can be mounted on the head of a pin? The answer to all four questions is affirmative; the method that solves the problems is called 'topology optimization'. This method is based on complex computer calculations. This paper describes the background of the method and shows a number of applications, ranging from the design of materials with 'exotic' properties over microscopic robots to the design of large–scale satellite structures.
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