Daily Archives: November 11, 2011

Time Independent Schrodinger Wave Equation

As discussed in the article of time dependent Schrodinger wave equation: V=A exp[-i/Ћ(Et-px] = A exp(-i/Ћ Et) exp(i/Ћ) Ψ=ψ’ exp(-iEt/Ћ)                                                             (1) Where Ћ = h/2π So, ψ is a product of a time dependent function exp(-i/Ћ Et) and a position … Continue reading

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TIME DEPENDENT SCHRODINGER WAVE EQUATION

In quantum mechanics, the wave function ψ corresponds to the variable y of wave motion. We know that the wave function for a particle is given by Ψ(x,t)=A exp[-i(ωt-kx)] Put ω=2πv and K=2π/h Ψ(x,t)=A exp[ -i(2πvt-2π/h x)]                                      (1) If E= … Continue reading

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Origin of Quantum Physics

Broadly, there are two types of mechanics called classical mechanics and quantum mechanics. Classical mechanics or physics explained successfully motion of the objects which can either be observed directly or can be made observable by instruments like microscope. But, the … Continue reading

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