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Viewing results from 'Massachusetts Institute of Technology, Massachusetts'
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12 - Eigenfunctions of p and x, Dirac delta function, Fourier transform
12 - Eigenfunctions of p and x, Dirac delta function, Fourier transform
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 840
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
delta
Dirac
Fourier
13 - Wavefunctions and operators in position and momentum space, commutators and uncertainty
13 - Wavefunctions and operators in position and momentum space, commutators and uncertainty
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 827
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
commutators
Momentum
space
UNCERTAINTY
Wavefunctions
14 - Motion of wavepackets, group velocity and stationary phase, 1D scattering off potential step
14 - Motion of wavepackets, group velocity and stationary phase, 1D scattering off potential step
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 313
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
1D
Group
Scattering
Stationary
Velocity
wavepackets
15 - Boundary conditions, 1D problems: finite square well, delta function potential
15 - Boundary conditions, 1D problems: finite square well, delta function potential
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 828
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
1D
Finite
Square
16 - More 1D problems: tunneling
16 - More 1D problems: tunneling
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 242
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
Tunneling
17 - Harmonic oscillator: method
17 - Harmonic oscillator: method
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 217
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
Harmonic
Oscillator
18 - Harmonic oscillator: operator method, Dirac notation
18 - Harmonic oscillator: operator method, Dirac notation
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 396
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
Dirac
Harmonic
Oscillator
19 - Schrödinger equation in 3D: cartesian, spherical coordinates
19 - Schrödinger equation in 3D: cartesian, spherical coordinates
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 1905
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
3D
Cartesian
coordinates
Schrödinger
Spherical
2 - Planck's constant, interference, Fermat's principle of least time, deBroglie wavelength
2 - Planck's constant, interference, Fermat's principle of least time, deBroglie wavelength
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 297
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
deBroglie
Fermat
least
Planck
Time
Wavelength
20 - Angular momentum, simultaneous eigenfunctions
20 - Angular momentum, simultaneous eigenfunctions
By
Bar tender
, Massachusetts Institute of Technology, Massachusetts, On September 4, 2008
Views: 477
Course:
Quantum Physics I, Spring 2006, MIT
Main Category:
Quantum Physics
Tags:
Angular
Eigenfunctions
Momentum
simultaneous
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