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Study of Compactons and Solitons Using Finite Element Method

机译:用有限元方法研究压实和孤子

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In this research, we study some properties of compactons using Finite Element Method (FEM). This method is complicated for programming and very time consuming; but it is an accurate method. Using this method, we studied soliton properties and obtained results were acceptable. Then we studied compactons; Compactons are solitons with finite width or on the other hand solitons with no tail. This defined property for compactons was not observed in our simulation. It seems that breaking of compacton occurred regarding the entity of compacton equations, not by numerical error. In compactons- anti compactons collision, particle-like manner was not observed at all during this research. Perhaps it is due to suddenly vanishing of compactons on both ends.
机译:在这项研究中,我们使用有限元方法(FEM)研究压实层的一些特性。这种方法编程很复杂,非常耗时。但这是一种准确的方法。使用这种方法,我们研究了孤子性质,获得的结果是可以接受的。然后我们研究了压实机; Compacton是具有有限宽度的孤子,或者另一方面是没有尾巴的孤子。在我们的模拟中没有观察到这种定义的压实特性。看来关于Compacton方程的实体发生了Compacton的破坏,而不是因为数值误差。在压实机与反压实机碰撞中,在本研究中根本没有观察到类似颗粒的方式。也许是由于两端的压实机突然消失。

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