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The orbit of Proxima Centauri: A MOND versus standard Newtonian distinction

机译:半人马座Proxima轨道:MOND与标准牛顿的区别

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摘要

Possible orbits for the motion of Proxima Centauri about α-Centauri A/B are derived according to standard Newtonian conditions and under the Modified Newtonian Dynamics (MOND) paradigm. Likely orbits are derived under the assumption that Proxima is coeval with α-Centauri A/B, located at, or very close to apastron, and that its radial velocity will ultimately be determined as being of order -22.15 km/s-bringing it closer to the observed radial velocity value for α-Centauri A/B. It is found under standard Newtonian conditions that Proxima might occupy an orbit described according to a semi-major axis and eccentricity of (a,e) = (8,500, 0.78)-resulting in an orbital period of some 53,500 years. If Proxima's motion is constrained to move entirely under weak-field MOND conditions then a provisional orbit having (a,e)=(12,527, 0.2) is obtained. In principle, we argue, by obtaining an ultra-precise value for the radial velocity of Proxima a distinction between the standard Newtonian gravity and the MOND orbital approximations can be made.
机译:根据标准牛顿条件和修改牛顿动力学(MOND)范式,得出半人马座Proxima Centauri绕α-半人马座A / B运动的可能轨道。假设Proxima与a-Centauri A / B在apastron处或非常接近,并且其径向速度最终将被确定为-22.15 km / s阶,则可能推导出轨道。到观测到的半人马座A / B的径向速度值。发现在标准牛顿条件下,Proxima可能占据了根据半长轴和(a,e)=(8,500,0.78)的偏心距描述的轨道,导致了大约53,500年的轨道周期。如果Proxima的运动被约束为在弱场MOND条件下完全运动,那么将获得具有(a,e)=(12,527,0.2)的临时轨道。原则上,我们认为,通过获得Proxima径向速度的超精确值,可以区分标准牛顿重力和MOND轨道近似值。

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