The masses of all celestial bodies are determined based on the theory of world gravity theories. The author of this theory describes the Newton equations [1]. Newton presented the gravitational interaction of two bodies in the equation: 1 2 п 2 G m m F r ? ? ? (1) Where, 1 2 m m, the masses of bodies 1 and 2, respectively, G = 6.672 10-11 Nm 2 /kg2 is the gravitational constant, r is the distance between the bodies. On the surface of the earth, this equation has the form: F gm n ? (2) m=the mass of the body, on the surface of the Earth g=free fall acceleration Fn=the force of gravity From the known values of the acceleration of free fall g and G, the Earth's mass Me=5.97 × 1024 kg was determined [2]. The average density of its substance is 5500 kg/m 3 , which varies from values in the earth's crust-2200 kg/m 3 to 13100 kg/m 3 in the core of the Earth [3].
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机译:所有天体的群体都是基于世界重力理论的理论来确定的。 该理论的作者描述了牛顿方程[1]。 牛顿在等式中提出了两个体的引力相互作用:12П2g m m f r? 还 还 (1)其中,其中12m米,体积1和2分别,G = 6.672 10-11nm 2 / kg2是重力常数,R是体之间的距离。 在地球的表面上,该等式具有形式:F GM N? (2)M =身体的质量,在地球表面G =自由坠落加速度Fn =重力的重力从已知的自由堕落G和G的加速度,地球的质量= 5.97×1024 kg确定[2]。 其物质的平均密度为5500 kg / m 3,从地球核心的地壳-2200kg / m 3至13100kg / m 3中的值变化[3]。
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