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Nonlinear internal waves in a two-liquids system

机译:双液体系统中的非线性内部波

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In this work a theoretical and experimental investigation is performed on the sloshing of two immiscible liquid layers inside of a closed, squared-section tank. By applying a variational approach to the potential formulation of the fluid motion, a nonlinear dynamical system is derived applying the Lagrange equations to the Lagrangian of motion defined in terms of suitable generalised co-ordinates. Such coordinates are the time-depending coefficients of the series expansions adopted for the surface of separation and for the velocity potentials of the fluid layers. Dissipative effects are taken into account by considering generalised dissipative forces added to the Lagrange equations. Numerical integration of the nonlinear dynamical system gives solutions in good agreement with experimental data.
机译:在这项工作中,在闭合的方形箱内部的两个不混溶的液体层的晃动进行理论和实验研究。通过对流体运动的潜在制剂应用变分方法,导出非线性动力系统将拉格朗日方程施加到根据合适的广义坐标而定义的运动的拉格朗日。这种坐标是用于分离表面和流体层的速度电位采用的串联膨胀的时间依赖性系数。考虑到拉格朗日方程的广义耗散力,考虑耗散效应。非线性动力系统的数值集成与实验数据良好的协议提供解决方案。

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