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... distribution function this means that for a given scenario we can solve the Schrodinger equation and get a wave function which ...

What do you do when physics gives you… infinity? That's the problem in Quantum Field Theory (QFT) — when calculating things ...

For more resources including lesson plans, in-class activities and practice questions access our free senior science resources at ...

So you're representing a wavefunction as a numpy array of (possibly) complex numbers. How do you compute expectation values ...

According to classical physics, a particle can never overcome a potential greater than its kinetic energy; this is not the case in ...

deeplearning #machinelearning #neuralnetwork #shorts.

For `3s` orbital of hydrogen atom, the normalised wave function is ...

We estimated Temperature in class based on inputs from our own senses. How well would a Gaussian Normal Distribution ...

The wave function for 1s orbital of hydrogen atom is given by: `Psi_(1s)=(pi)/sqrt2e^(-r//a_(0))` Where, `a_(0)`= Radius of first ...

Wigner quasiprobability distribution for a double well. Parameters of the potential V0=74.785, d=1 and of the wavepacket: c=7, ...

The wave function of `3s` electron is given by ...

Keywords ### #stochasticshallowwaterwave #betaderivative #Brownianmotion #Fexpansionmethod #RTCLTV #shorts ...

Why is the wave nature of matter not more apparent to our daily observations?

Conjugate of exponential imaginary number Helpful? Please support me on Patreon: https://www.patreon.com/roelvandepaar ...

How to find eigenvalues and eigenfunctions of simple-looking differential operator? Helpful? Please support me on Patreon: ...

Full Video on Tweens: https://www.youtube.com/watch?v=sJQydvy3uT8 Subscribe: ...

This is a ~3-minute video highlight produced by undergraduate students Daniel Weinand and Gedeon Nyengele regarding their ...

SI unit of angular wave number or propagation constant is.

The wave nature of matter is not observed in daily life because their wave length is.