(Summarised)
About time and wavelength dilation:
Soumendra Nath Thakur
Email: postmasterenator@gmail.com
22 Sep 2022, 09:00
A scientific misconception about time dilation is described as:
The equation of time dilation t'= t/√ (1-v²/c²) is wrong; where t' is dilated
time, t proper time, v relativistic speed and c speed of light in free
space.
Real events invoke time. The error in the said equation is that the proper time (t) can never be modified
through external influence or interaction or interference of real events, with speed or under gravity, to get time dilation (t’).
It would be wrong to try to modify cosmic proper time progressing in its
uniformed and irreversible succession that too in higher dimension above the three-dimensions of space. Speed or gravity can never interfere time (t) to get
time dilation (t'). So there is no time dilation rather it is a wavelength
(λ) dilation of the clock oscillation.
Experimental results
Experiments made in electronic laboratories on piezoelectric crystal oscillators show that the wave corresponds to time shift due to relativistic effects.
The wavelength (λ) of a wave is directly proportional to the time period (T)
of the wave, that is λ ∝ T.
Where, speed v or c = f λ.
λ = v/f = c/f and T = 2π/ω.
ω = 2π/T = 2πf. as T = 1/f, f is frequency. The speed c is constant in free
space.
For example, 1° phase shift on a 5 MHz wave corresponds to a time shift of 555 picosecond (ps). The proof is:1. We get a wave corresponds to time shift.We know, 1° phase shift = T/360.
As T=1/f,
1° phase shift = T/360 = (1/f)/360.
For a wave of frequency, f = 5000000 Hz, we get the phase shift in degree (°)
= (1/5000000)/360
= (5.55 x 10-10)
= 555 ps.
Therefore, for 1° phase shift for a wave having wavelength λ = 59.95m, and frequency f = 5 MHz, the time shift (time delay) Δt = 555 ps (approx).
2. Moreover, for 360° phase shift or, 1 complete cycle for a wave having frequency 1Hz (of a 9192631770 Hz wave); the time shift (time delay)Time shift of the caesium-133 atomic clock in the GPS satellite in space:Δt = 0.00000010878277570776666 ms (approx).
Δt = 0.0000004398148148148148 ms (approx) or, 0.038 millisecond, or, 38 microsecond time is taken per day.For 1455.50003025° phase shift (or 4.043055639583333 cycles) of a 9192631770 Hz wave; time shift (time delay)
Conclusion
