首页> 外文会议>ASME(American Society of Mechanical Engineers) Pressure Vessels and Piping Conference 2007 >MATHEMATICAL SOLUTION FOR EVALUATING FLUID PRESSURE ON RIGID FLAT-BOTTOM CYLINDRICAL SHELL TANKS DUE TO UPLIFT MOTION
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MATHEMATICAL SOLUTION FOR EVALUATING FLUID PRESSURE ON RIGID FLAT-BOTTOM CYLINDRICAL SHELL TANKS DUE TO UPLIFT MOTION

机译:评估由于上升运动而导致的刚性平底圆柱壳罐上的流体压力的数学解决方案

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摘要

Solving the equation of continuity given by the Laplace equation on the cylindrical coordinates, the mathematical solution for evaluating fluid pressure on rigid flat-bottom cylindrical shell tanks is derived. However, since difficulty of applying asymmetric boundary conditions on the cylindrical coordinates which trace realistic uplift motion of tanks restricts application of the preceding mathematical solution to the actual case scenario, the slice model consisting of a rigid rectangular tank with unit depth on a parallel plane to the uplift motion and offsetting from a center of tanks is developed. Comparison reveals applicability of the slice model for evaluating the fluid pressure on the rigid flat-bottom cylindrical rigid shell tanks.
机译:通过求解圆柱坐标上的拉普拉斯方程给出的连续性方程,得出了用于评估刚性平底圆柱壳罐上的流体压力的数学解。但是,由于很难在圆柱坐标上应用非对称边界条件来跟踪罐的实际上扬运动,从而限制了将前述数学解决方案应用于实际情况,因此,切片模型由在单位平面上具有单位深度的刚性矩形罐组成,以产生了提升运动并偏离了坦克中心。比较表明,切片模型可用于评估刚性平底圆柱形刚性壳罐上的流体压力。

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