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A MASS TENSOR IN RELATIVISTIC SPACECRAFT MOTION

机译:相对论空间运动中的质量张量

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摘要

In a previous paper the Covariant Propulsion Principle for spacecraft relativistic motions was introduced. A mass tensor was found, by the closed system consisting of the spacecraft and its propellant mass, provided a "solidification point" different that the spacecraft mass centre. In this paper is introduced a new expression for the mass tensor. This alternative formulation possesses advantages with regard to the previous one: 1 - it is simpler, 2 - it can be extended on non-Euclidean spaces, 3 - the mass tensor coefficients are easier to calculate, 4 - the new formulation shows the connection between the mass tensor and the spacecraft acceleration, 5 - the new expression permits quantify the propulsive effects. The main contribution resides in the possibility of expressing the mass tensor as a function of the global system momentum. By means of this new formulation is possible to show, for relativistic motions, that if the solidification point coincides with the global system mass centre the mass tensor reduces to the scalar mass. A diagonal expression for the mass tensor is obtained; it shows the coupling between the mass tensor and the spacecraft acceleration. Numerical results of the propulsive effects as a function of the mass tensor are shown.
机译:在先前的论文中,介绍了航天器相对论运动的协变推进原理。通过由航天器及其推进剂质量组成的封闭系统,发现了一个质量张量,该张量提供了不同于航天器质量中心的“凝固点”。本文介绍了质量张量的一种新表达式。此替代公式相对于前一个公式具有优势:1-更简单; 2-可以在非欧几里德空间上扩展; 3-质量张量系数更容易计算; 4-新公式显示了两者之间的联系质量张量和航天器加速度5-新的表达式可以量化推进作用。主要贡献在于可以将质量张量表示为全局系统动量的函数。对于相对论运动,通过这种新的公式可能表明,如果凝固点与整体系统质心一致,则质量张量将减小为标量质量。获得质量张量的对角表达式;它显示了质量张量和航天器加速度之间的耦合。示出了作为质量张量的函数的推进作用的数值结果。

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