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首页> 外文期刊>Journal of Modern Optics >Governing equations for 1D opto-mechanical vibrations of elastic cubical micro-resonators
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Governing equations for 1D opto-mechanical vibrations of elastic cubical micro-resonators

机译:弹性立方体微谐振器的1D光机械振动控制方程

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In this paper by employing the Lagrangian method, the effect of the radiation pressure on the coupling between the optical and mechanical modes in an elastic cavity is surveyed. The radiation pressure couldn't be considered as an external force because the electromagnetic waves are nonseparable part of the elastic media. Due to the deformation of elastic media, the electromagnetic waves is modified as a result of the element velocity. To consider the electromagnetic evolution, it is preferred to employ the Lagrangian method instead of the second Newton's law. Here, using an elastic frame, governing equations on opto-mechanical oscillations in an elastic media are derived. In a specific case, by comparing the results to the other methods, it shown that this method is more accurate because the exchange of electromagnetic waves by regarding the movement of the elastic media due to deform is considered.
机译:在采用拉格朗日方法的情况下,调查了辐射压力对弹性腔中的光学和机械模式耦合的影响。 由于电磁波是弹性介质的不可密定的一部分,辐射压力不能被认为是外力。 由于弹性介质的变形,由于元素速度,电磁波被修改。 为了考虑电磁进化,优选采用拉格朗日方法而不是第二个牛顿法律。 这里,使用弹性框架,推导出在弹性介质中的光机械振荡上的控制方程。 在特定情况下,通过将结果与其他方法进行比较,所示的方法更准确,因为考虑了由于变形引起的弹性介质的移动的电磁波交换。

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