Gas Dynamic Theory of Local Quasigravity

TL;DR

This paper introduces a class of noninertial frames based on swirling gaseous flows that mimic gravitational fields, providing new solutions to Einstein's equations with potential implications for understanding local quasigravity effects.

Contribution

It identifies strongly swirling gaseous flows as noninertial frames satisfying Einstein's equivalency principle more effectively than known frames, and derives new solutions to Einstein's equations in this context.

Findings

Swirling gaseous flows create fields similar to gravity but with opposite sign.

Derived a new Einstein equation solution for cylindrical swirling ideal gas.

Scalar curvature is negative and proportional to gas temperature.

Abstract

In the present work there was found a class of noninertial frames of reference, which satisfy Einstein "equivalency" principle more than the known noninertial frames - these are strongly swirling gaseous flows. Field intensity and potential in the mentioned frames of reference are similar to the corresponding values of natural gravity fields, but have the opposite sign. Scalar curvature of this space is negative and proportional to absolute gas temperature. There was obtained a new solution of Einstein equation which refers to type I in Petrov's classification for cylindrical symmetrical swirling ideal gas with variable angular velocity and nonzero pressure. The equation of state has a more complicated form than the known equations of state in theory of the vacuum.