Can Quantum phenomena happen because of time contraction?

import math

hbar = 1.0545718e-34 # Reduced Planck's constant in J·s

c = 299792458 # Speed of light in m/s

G = 6.67430e-11 # Gravitational constant in m^3·kg^(-1)·s^(-2)

t_prime = t * (1 + (math.sqrt(1.0545718e-34 * 299792458 / 6.67430e-11) * math.sqrt(1 - (velocity**2 / 299792458**2))) / mass))

Formula: As mass goes down time contracts. The particle has more time. 1 second for you is years for the particle.

So I’ve been thinking about quantum tunneling, and it always felt kinda weird to me that a particle can just pop through a barrier as if it never needed the time or energy in the first place. It’s like, wait, how does that even happen?

What if really small particles experience more internal time than what we see on a normal clock? Proper time I think is call. Maybe from our perspective, the particle crosses the barrier super fast, but internally it’s got plenty of time to figure things out and slip through.

Imagine an electron (very tiny mass) zipping toward a barrier. In my clock, it either bounces back or tunnels through in a blink. But if the electron’s own clock runs faster because it’s small mass means it’s basically on time steroids then from its point of view, it’s not doing anything magical. It spends enough of its own time in the barrier region, so no big shock that it shows up on the other side.

I kind of like how it kills that instant jump weirdness. We see a short event in lab time, but the particle sees a longer event in particle time.

This could explain superposition and infinite calculations of quantum computers. The statements are bold as a good crackpot would.

Farewell. Please do not write stupid questions demanding I must surrender to your demands you look awfully dumb. I must not do anything, this is reddit. Not CERN.

I just mean if your time is dilated relative to the particles time. It would seem a lot like what we experience as Quantum Mechanics.