**Authors:** Sylwester Kornowski

The interaction of the non-gravitating Higgs field with an inertial mass, due to the fifth force, resulting from the dynamic viscosity of the inertial mass and Higgs field, causes the inertial mass to be surrounded by non-gravitating/inertial gravitational field which is the gradient in the Higgs field. Such gravitational clothing does not result in the appearance of a new mass type commonly referred to as gravitational mass. Since there is only one kind of mass, that is inertial mass, so the challenge is not to answer the question of why the inertial and gravitational masses are the same. The challenge is to answer why the gravitational constant G does not depend on the internal structure of bodies - this is the fundamental problem of the Equivalence Principle. Here we justify that the invariance of the gravitational constant is due to the fact that the second component of spacetime, i.e. the Einstein spacetime, and all bodies consist of inertial masses-charges having invariant inertial mass. Interactions such as gravity, electromagnetism, weak interactions, and nuclear strong interactions can not change the mass of the inertial masses-charges - they can only change their number in the system under consideration. The same concerns the quantum entanglement which is a result of simultaneous exchanges of the same parts of the inertial masses-charges. In formula ma = GMm/(rr), M and m are the inertial masses, not some gravitational masses, whereas G depends on properties of Higgs field and dynamic viscosity of it and indirectly of the invariant masses-charges. The inertial masses-charges produce only the invariant negative gradients in the Higgs field so gravitational force is always attractive.

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[v1] 2017-04-27 05:08:15

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