Question

what is formula of time Machine​

Answer 1

Answer:

Hello mate!

I think the answer is

$e = {mc}^{2}$

Answer 2

Step-by-step explanation:

Let f(a,b,c,d,e,f) be a hypothetical function giving time equivalence at a place whose lattide and longitude should be given by another function for a place. a is second, b is minutes, c is hours, d is day, e is month,f is years of the given time

Dilated time is given by Lorentz reaction,

T’=T/√(1–(v²/c²))

T is stationary time

V is your velocity, c is velocity of speed

So for going 1 day ahead of other the difference in time for you should be 1 minute.

1 day=24×60×60 seconds,

1 minute=60 seconds.

24×60×60=60/√(1-(v²/c²))

Which give 99.9999999% of speed of light. It means this equation take you to future.but it is 1 way.Einstein said that there exist a closed time curves. In which history is said to be repeated after a given time which implies that if we get out of that then certainly we are able to come back in time and it also doesn't want speed of light.Another way is quantum tunneling. Its actually hypothetical according to modern physics. Professor at Massachusetts institute believed that it is possible without affecting “twin paradox”.the time independent Schrödinger wave equation says that

or

where is the reduced Planck's constant, m is the particle mass, x represents distance measured in the direction of motion of the particle, Ψ is the Schrödinger wave function, V is the potential energy of the particle (measured relative to any convenient reference level), E is the energy of the particle that is associated with motion in the x-axis (measured relative to V), and M(x) is a quantity defined by V(x) – E which has no accepted name in physics.

The solutions of the Schrödinger equation take different forms for different values of x, depending on whether M(x) is positive or negative. When M(x) is constant and negative, then the Schrödinger equation can be written in the form

The solutions of this equation represent traveling waves, with phase-constant +k or -k. Alternatively, if M(x) is constant and positive, then the Schrödinger equation can be written in the form