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Higher Order Normalizations in the Generalized Photogravitational Restricted Three Body Problem with Poynting-Robertson Drag

机译:广义photogravitational中的高阶归一化   poynting-Robertson Drag限制三体问题

摘要

Higher order normalizations are performed in the generalizedphotogravitational restricted three body problem with Poynting-Robertson drag.In this problem we have taken bigger primary as a source of radiation andsmaller primary as an oblate spheroid. Whittaker method is used to transformthe second order part of the Hamiltonian into the normal form. We have alsoperformed Birkhoff's normalization of the Hamiltonian. For this we have tilizedHenrard's method and expanded the coordinates of the infinitesimal body indouble D'Alembert series. We have found the values of first and second ordercomponents. They are affected by radiation pressure, oblateness and P-R drag.Finally we obtained the third order part of the Hamiltonian zero. Keywords:Higher Order Normalization, Generalized Photogravitational, RTBP,P-Rdrag
机译:在Poynting-Robertson阻力的广义光引力约束三体问题中执行高阶归一化。在这个问题中,我们将较大的主辐射作为辐射源,将较小的主辐射作为扁球体。 Whittaker方法用于将哈密顿量的二阶部分转换为标准形式。我们还执行了伯克霍夫对哈密顿量的归一化。为此,我们利用了Henrard方法并扩展了双D'Alembert级数中无穷小物体的坐标。我们发现了一阶和二阶分量的值。它们受辐射压力,扁度和P-R阻力的影响。最后,我们获得了哈密顿量零的三阶部分。关键词:高阶归一化,广义光引力,RTBP,P-Rdrag

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