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science
Quantum Physics
De Broglie equation
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relates the momentum of a mass to its wavelength
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relates the energy of a mass to its wavelength
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relates the frequency of a mass to its wavelength
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relates the work function of a mass to its wavelength
If waves can behave like particles, then particles can behave like a wave. This is the idea behind...
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Quantization of Energy
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Photoelectric Effect
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Compton Effect
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deBroglie Waves
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Uncertainty Principle
The energy of a particle trapped inside an infinite deep potential well is 8 eV. If the width of the well is halved then it's energy becomes
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2 eV
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4 eV
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16 eV
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32 eV
Name the scientist who created an equation to treat the electron as a wave
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Planck
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Heisenberg
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de Broglie
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Schrodinger
The SI unit of frequency is the __________.
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meter
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second
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hertz
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meter per second
The normalized wave function must have ________ norm
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Infinite
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Zero
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Finite
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Complex
The square of the magnitude of the wave function is called_________
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Current density
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Probability density
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Zero density
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Volume density
The operator ∇2 is called _______ operator
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Hamiltonian
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Laplacian
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Poisson
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Vector
The function representing matter waves must be ________
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Complex
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Real
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Zero
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Infinity
A ____ is a discrete, quantized bundle of energy
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Photoelectric effect
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Photon
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Quantized
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Proton
Which one is correct Schrodinger time independent equation
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[∇2 ψ + 2m (E –V) ψ] / ħ2 = 1
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[∇2 ψ + m (E –V) ψ] / ħ2 = 0
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[∇2 ψ + 2m (E –V) ψ] / ħ2 = 0
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[∇2 ψ + 2m (E –V) ψ] / ħ = 0
Which one is correct Schrodinger time dependent equation?
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H = E
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H = Eψ
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Hψ = ψ
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Hψ = Eψ
This equation represents Schrodinger's
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time independent in 3-d for free particle.
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time independent in 3-d.
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time dependent in 1-d for free particle.
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time dependent in 1-d.
What does the p stand for?
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power
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momentum
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pressure
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principle axis
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