Wavefunction: Quantum Tunneling is the place where quantum mechanics gets all wobbly.
But don't worry, it's not as complicated as it sounds. It's just... H-bar = Δx
Where H-bar is a weird operator, and Δx is the uncertainty in the position of a particle. Yeah, it's like that.
But, have you ever wondered what happens when the waves get even wobblier? That's where Quantum Fluctuation comes in.
It's like... Δx / Δt = Epsilon
Where Δx / Δt is the rate of change of the uncertainty, and Epsilon is some other weird operator.
But don't worry, it's all just a bunch of math. See the mathy stuff
For more info, see /wavefunction/math.
It's all about the operators, man.
Wavefunction: Quantum Tunneling uses the following equations:
H-bar = ∫[ψ(x, t) ψ*(x, t) dx]
Δx / Δt = H-bar
Epsilon = Δx / Δt
Where ψ(x, t) is the wavefunction, H-bar is the operator, Δx is the uncertainty, Δt is the time, and Epsilon is some other weird operator.
But, don't worry, it's all just a bunch of math. See more math
More Math