2015
DOI: 10.18052/www.scipress.com/ilcpa.54.112
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With Equalized Mass, its Density of Matter can Affect Radial Gravitational Interactions TOO

Abstract: It is shown that if all stars and planets were made out of the same material substance, such as water, for example, then their density of matter, which is conventionally defined as the ratio of their actual mass to an equivalent mass of water, must be taken into account also in the usual radial Newtonian law of gravitation. The idea of equalized mass supports the concept of quantity of matter involving density of matter as well as the bulk/mass that Newton envisaged. It has been proved necessary to explain for… Show more

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“…Recall that density of matter is not the same as density of mass, which is motion-related inertial attribute of matter. See [26] for discussion of the (experimentsally confirmed in [21]) difference which is explained in [28].…”
Section: Laplace Equation Is Well-posed In Cartesian Coordinates But Appears Ill-posed In Curved Coordinatesmentioning
confidence: 88%
“…Recall that density of matter is not the same as density of mass, which is motion-related inertial attribute of matter. See [26] for discussion of the (experimentsally confirmed in [21]) difference which is explained in [28].…”
Section: Laplace Equation Is Well-posed In Cartesian Coordinates But Appears Ill-posed In Curved Coordinatesmentioning
confidence: 88%