Quantum Entanglement Nature of Relativity of Angular Momentum and Inertia of Rotating Bodies

In this experimental paper (preprint), the author analyzes how relativity of angular momentum and of inertia of rotating bodies may work physically (not mathematically). For example, all bodies, including astronauts, inside the International Space Station, have colossal moments of inertia and colossal angular momentums which are physical properties of rotating bodies. These physical properties both depend on radii of rotation. All orbital trajectories have very large radii of rotation. However, the astronauts can easily move any bodies inside the International Space Station despite their colossal angular momentums and colossal moments of Inertia. The astronauts' capability to overcome the colossal inertial resistance of the bodies in the International Space Station is explained by relativity of angular momentum and of moment of Inertia. The relativity of the momentum and of the inertia of the bodies inside the International Space Station is just a statement. The statement is mostly based on different frames of reference. Though, a frame of reference as well as a coordinate system are mathematical conceptions. However, it is unclear how such relativity may work physically. Namely, it is not explained what exactly physically happens with the astronauts' bodies and other bodies so that the astronauts can easily move themselves and other bodies inside the International Space Station. An experiment described in this paper is aimed to understand what happens with not only astronauts' bodies but also other bodies which rotate relatively to each other. Notice that making mathematical manipulations like canceling out variables, for example a variable symbolizing a rotational radius, in physical equations does not remove such physical properties as angular momentum and moment of inertia.