Fundamental error in the equation T' = T√ (1-V²/C²) of time dilation.

The error in the equation T' = T√ (1-V²/C²) is that T can never be interfered with or influenced or interacted by any real event to get T' (Time Dilation). It would be illegal operation to interfered with the conceptual, uniformed and also irreversible succession of time (T). 

T and T' can be two different values of time, but T' cannot be obtained by modifying T by any real influence or real interaction or real speed or anything real, simply for the reason that time (as fourth dimensional concept) is not intractable by anything in reality. Events can only invoke time.

 

Grounds:

1. The time dilation equation itself is a misapplication. .
2. Time dilation as in Special Relativity Contradicts some interpretation of General relativity when considering a photon's red shifting..
3. In laboratories, we get the wave corresponds to time shift, e.g. 1° phase shift on a 5 MHz wave corresponds to a time shift of 555 picoseconds.
t=1/f.
f = 5000000 Hz; 1° phase shift = t/360.
t (deg) = (1/f)/360 = (1/5000000)/360
= 555 Picoseconds.
This, one can experimentally observe in an electronic laboratory while measuring gravitational effect on piezoelectric crystals. This is called wavelength dilation - when gravitational potential is less.
4. The equation E = mc² - a mass-energy equivalence equation. And Planck's equation E= hf= h*c/λ represents energy-frequency equivalence. These derives λ∝T - when λ is real entity hence dilatable, and T is conceptual entity and not intractable by real influences. This makes Wavelength Dilation and results respective values of T, but such variable values of T are not because of its own dilation rather dilation of the λ making time dilation invalid.
5. The succession of time is conceptual, irreversible (in its uniformed scale), in case of a clock dial; sixty uniformed divisions of seconds need to be within a circle of 360° exactly, it cannot be > 360° (to accommodate time dilation), nor can be < 360° (to accommodate time reduction.)

Relevance: Mechanical Stress due to Gravitational force (g-force): Wavelength Dilation:

Reference: Frequency and Time relationship. 

Soumendra Nath Thakur 

 

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