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Separation of Notches and their Shape-Optimization in a Thermally Loaded Vessel Using the CAO-Method

机译:使用CAO方法的热载荷容器中的缺口分离及其形状优化

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Shape optimization of highly loaded technical components often means to avoid stress concentration in notches like shoulders, fillets etc. This can be achieved by using the computer program CAO (Computer Aided Optimization), that has been developed at Forschungszentrum Karlsruhe. The basic design rule of CAO is the axiom of uniform stress which is adopted from biological load carriers like trees, which use adaptive growth to minimize stress concentrations on their surface. Analogous technical structures "grow" by CAO at zones with high stresses. This growth and with it the optimized design is depending on the stress distribution caused by the loading conditions. The CAO method was applied to optimize the shape of the transition between a vessel wall and the holding units of a thermally loaded vessel. Finite element analyses show, that during heating the stress maximum is shifted locally within the fillet between the vessel wall and the holding units. The fact that the position of the stress maximum is not stationary causes a special problem in optimization. The shape optimized for a certain temperature gradient may cause even larger stress concentrations in case of another gradient. This problem was solved by a spatial separation of the locations of maximum stresses.
机译:高负荷技术组件的形状优化通常意味着避免应力集中在肩部,圆角等凹槽中。这可以通过使用由Forschungszentrum Karlsruhe开发的计算机程序CAO(计算机辅助优化)来实现。 CAO的基本设计规则是均匀应力的公理,它是从生物负载载体(如树木)中采用的,它们使用自适应性生长来最小化其表面上的应力集中。类似的技术结构由CAO在高应力区域“增长”。这种增长以及随之而来的优化设计取决于载荷条件引起的应力分布。应用CAO方法来优化容器壁和热加载容器的固定单元之间的过渡形状。有限元分析表明,在加热过程中,最大应力在容器壁和固定单元之间的圆角内局部移动。应力最大值的位置不是固定的这一事实在优化中引起了特殊的问题。在另一个温度梯度的情况下,为某个温度梯度优化的形状可能会导致更大的应力集中。通过最大应力位置的空间分隔解决了这个问题。

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