Consequences in the theory of relativity:

""Relative mass. For a slower than light particle, a particle with a nonzero rest mass, the formula becomes where is the rest mass and is the Lorentz factor. The Lorentz factor is equal to: γ=1√1−v^2/c^2, where v is the relative velocity between inertial reference frames and c is the speed of light."

However, The time dilation corresponding to the Lorentz transformation is not the mass change but the relativistic error.

What is most significant here is that "not mass changes", but will have consequences in the whole theory of relativity, where time dilation is very significant, whereas wavelength dilation is not time dilation.

The results would significantly alter the theory of relativity.

Reference ResearchGate - Relativistic effects on phaseshift in frequencies invalidate time dilation II

#LorentzTransformation #relativity #relativisticerror #timedilation #wavelengthdilation

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Effect of gravity on matter: An approach with the piezoelectric crystal.

Gravity exerts a mechanical force on any object that deforms the object and pushes on the surrounding atoms. Using gravity, energy is obtained by the so-called piezo method, which converts mechanical stress into electrical energy. Piezoelectric gravity devices can generate energy anywhere.

When mechanical stress is applied to a piezoelectric crystal, the structure of the crystal is deformed, the atoms push around and the crystal conducts an electric current. The mechanical stress of a piezoelectric crystal is greatest in the ground state.

In the case of a gravitational potential difference, there is less gravitational stress on a piezoelectric crystal, which correspondingly reverses the deformation of the structure, thereby pushing the atoms around, causing the crystal to conduct less electric current than in the ground state.

The gravitational potential difference causes a corresponding distortion in the oscillator structure and the corresponding distortion results in a loss of oscillator's wave energy.

NOTE: The SI unit of the International System of Units is defined as the time interval equal to 9192631770 vibrations of the ground state cesium-133 atom, represented as s or seconds.

Citation: Thakur¹, S.N. and Bhattacharjee, P.S.D., 2023. Relativistic effects on phaseshift in frequencies invalidate time dilation II.