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Determination of the Kelvin equation in the presence of an arbitrary gravitational/inertial field

机译:在任意重力/惯性场存在下确定开尔文方程

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The validity of the Kelvin equation in the presence of an arbitrary stationary field due to gravity or an accelerated reference frame is determined by a fluid-dynamical argument. In this approach capillary rise and the Kelvin effect appear to be different aspects of the same phenomenon. A general form of the Kelvin equation is obtained that does not depend on the applied field. A higher-order approximation than the usual Kelvin equation is derived by using Lagrange's expansion method. The fluid-dynamical approach is proved to be equivalent to a purely thermodynamical approach provided that the surface free energy in the presence of the external field is appropriately defined. Both the fluid-dynamical and the thermodynamic approach lead to the conclusion that the generalized form of Kelvin equation does not depend on the applied field. (C) 2006 American Association of Physics Teachers.
机译:开尔文方程在重力或加速参考系引起的任意平稳场的存在下的有效性由流体动力学参数确定。在这种方法中,毛细管上升和开尔文效应似乎是同一现象的不同方面。获得了不依赖于所施加场的开尔文方程的一般形式。通过使用拉格朗日展开法,可以得出比通常的开尔文方程式更高的近似值。如果适当定义了存在外场时的表面自由能,那么流体动力学方法被证明等效于纯热力学方法。流体动力学和热力学方法都得出这样的结论:开尔文方程的广义形式不依赖于所施加的场。 (C)2006年美国物理教师协会。

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