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Extreme values of elastic strain and energy in sine-Gordon multi-kink collisions

机译:Sine-Gordon多扭结碰撞中弹性应变和能量的极端值

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In our recent study the maximal values of kinetic and potential energy densities that can be achieved in the collisions of N slow kinks in the sine-Gordon model were calculated analytically (for N = 1,2, and 3) and numerically (for 4 = N = 7). However, for many physical applications it is important to know not only the total potential energy density but also its two components (the on-site potential energy density and the elastic strain energy density) as well as the extreme values of the elastic strain, tensile (positive) and compressive (negative). In the present study we give (i) the two components of the potential energy density and (ii) the extreme values of elastic strain. Our results suggest that in multi-soliton collisions the main contribution to the potential energy density comes from the elastic strain, but not from the on-site potential. It is also found that tensile strain is usually larger than compressive strain in the core of multi-soliton collision.
机译:在我们最近的研究中,在正弦戈登模型中的N慢扭结的碰撞中可以实现的动力学和潜在能量密度的最大值(用于n = 1,2和3),数值(用于4个&lt ; = n& = 7)。 然而,对于许多物理应用,重要的是要知道总势能密度,而且很重要,还非常重要,也很重要,也很重要,也很重要(现场势能密度和弹性应变能量密度)以及弹性应变的极端值,拉伸 (阳性)和压缩(消极)。 在本研究中,我们给出(i)势能密度的两个组成部分和(ii)弹性应变的极值。 我们的研究结果表明,在多孤子碰撞中,潜在能量密度的主要贡献来自弹性应变,但不是从现场潜力。 还发现拉伸应变通常大于多孤子碰撞的核心的压缩菌株。

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