User contributions for SamiyehMahmoudian
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1 December 2010
- 00:1400:14, 1 December 2010 diff hist −22 Semiconductor Magnetism →introduction
- 00:1200:12, 1 December 2010 diff hist +66 N Semiconductor Magnetism New page: == introduction == == Diluted magnetic semiconductors == subti
- 00:0800:08, 1 December 2010 diff hist +24 Phy5670 →Individual Wiki Projects
- 00:0300:03, 1 December 2010 diff hist +70 Phy5670 →Individual Wiki Projects
28 April 2010
- 01:0601:06, 28 April 2010 diff hist +83 Sample problem 2 No edit summary
- 00:4700:47, 28 April 2010 diff hist −140 Sample problem 2 No edit summary
- 00:4600:46, 28 April 2010 diff hist +115 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
27 April 2010
- 01:3401:34, 27 April 2010 diff hist +527 Phy5646 →'''<span style="color:#2B65EC">Looking at Berry Phase and Adiabatic Approximation by a Simple Problem</span>'''
- 01:2701:27, 27 April 2010 diff hist +1,271 Phy5646 →'''<span style="color:#2B65EC">Looking at Berry Phase and Adiabatic Approximation by a Simple Problem</span>'''
26 April 2010
- 02:3702:37, 26 April 2010 diff hist +330 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 01:4901:49, 26 April 2010 diff hist +1,177 Phy5646 →'''<span style="color:#2B65EC">Looking at Berry Phase and Adiabatic Approximation by a Simple Problem</span>'''
- 01:3901:39, 26 April 2010 diff hist +1,172 Phy5646 →'''<span style="color:#2B65EC">Looking at Berry Phase and Adiabatic Approximation by Simple Problems</span>'''
25 April 2010
- 17:2317:23, 25 April 2010 diff hist +285 Phy5646 →'''<span style="color:#2B65EC">looking at Berry phase and adiabatic approximation by simple problem</span>'''
- 17:1617:16, 25 April 2010 diff hist +764 Phy5646 →'''<span style="color:#2B65EC">looking at Berry phase and adiabatic approximation by simple problem</span>'''
- 17:0817:08, 25 April 2010 diff hist +579 Phy5646 →'''<span style="color:#2B65EC">looking at Berry phase and adiabatic approximation by simple problem</span>'''
- 17:0217:02, 25 April 2010 diff hist +1 Phy5646 →a)
- 17:0117:01, 25 April 2010 diff hist +786 Phy5646 →'''<span style="color:#2B65EC">looking at Berry phase and adiabatic approximation by simple problem</span>'''
- 16:5216:52, 25 April 2010 diff hist +627 Phy5646 →'''<span style="color:#2B65EC">Geometric Phase (Berry Phase)</span>'''
- 16:3916:39, 25 April 2010 diff hist +622 Phy5646 →'''<span style="color:#2B65EC">Geometric Phase (Berry Phase)</span>'''
- 16:3616:36, 25 April 2010 diff hist +520 Phy5646 →'''<span style="color:#2B65EC">Geometric Phase (Berry Phase)</span>'''
- 16:3216:32, 25 April 2010 diff hist +37 Phy5646 →'''<span style="color:#2B65EC">Geometric Phase (Berry Phase)</span>'''
- 16:2516:25, 25 April 2010 diff hist +28 Phy5646 →'''<span style="color:#2B65EC">Geometric Phase (Berry Phase)</span>'''
- 16:2316:23, 25 April 2010 diff hist +449 Phy5646 →'''<span style="color:#2B65EC">Geometric Phase (Berry Phase)</span>'''
- 16:1116:11, 25 April 2010 diff hist +22 Phy5646 →'''<span style="color:#2B65EC">Geometric Phase (Berry Phase)</span>'''
- 15:5115:51, 25 April 2010 diff hist +579 Phy5646 →'''<span style="color:#2B65EC">Geometric Phase (Berry Phase)</span>'''
23 April 2010
- 02:2002:20, 23 April 2010 diff hist +301 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 01:5401:54, 23 April 2010 diff hist +26 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 01:0801:08, 23 April 2010 diff hist +15 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 01:0301:03, 23 April 2010 diff hist +301 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 00:4900:49, 23 April 2010 diff hist +64 Phy5646 →'''<span style="color:#2B65EC">Second Quantization</span>'''
22 April 2010
- 01:0401:04, 22 April 2010 diff hist −9 Sample problem 2 →'''math>E=Al(l+1)h^{2}+(B^2+C^2)^{1/2}m'h</math>'''
- 01:0301:03, 22 April 2010 diff hist +7 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 01:0301:03, 22 April 2010 diff hist +3 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 01:0201:02, 22 April 2010 diff hist +46 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 00:5300:53, 22 April 2010 diff hist +35 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 00:5200:52, 22 April 2010 diff hist +170 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 00:0400:04, 22 April 2010 diff hist −2 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
- 00:0200:02, 22 April 2010 diff hist +152 Sample problem 2 →'''<math>H=AL^2+BL_{z}+CL_{y}</math>'''
21 March 2010
- 01:4401:44, 21 March 2010 diff hist +186 N Sample problem 2 New page: ''Suppose the Hamiltonian of a rigid rotator in the magnetic field perpendicular to the axis is of the form(Merzbacher 1970, problem 17-1)'' == '''<math>H=AL^2+BL_{z}+CL_{y}</math>''' ==
- 01:2901:29, 21 March 2010 diff hist +21 Phy5646 →Renormalization
9 March 2010
- 22:0522:05, 9 March 2010 diff hist +10 Phy5646 →''' <span style="color:#2B65EC"> Rayleigh-Schrödinger Perturbation Theory </span> '''
11 December 2009
- 02:0702:07, 11 December 2009 diff hist +70 Harmonic Oscillator in an Electric Field No edit summary
- 02:0302:03, 11 December 2009 diff hist +634 Harmonic Oscillator in an Electric Field No edit summary
- 01:2701:27, 11 December 2009 diff hist +1,165 Harmonic Oscillator in an Electric Field No edit summary
10 December 2009
- 23:0823:08, 10 December 2009 diff hist +302 Phy5645 →Path Integral Evaluation of the Free-Particle Propagator
- 23:0323:03, 10 December 2009 diff hist +176 Phy5645 →Path Integral Evaluation of the Free-Particle Propagator
- 22:4922:49, 10 December 2009 diff hist +965 Phy5645 →Path Integral Evaluation of the Free-Particle Propagator
- 22:4322:43, 10 December 2009 diff hist +177 Harmonic Oscillator in an Electric Field No edit summary
- 22:3422:34, 10 December 2009 diff hist +496 Harmonic Oscillator in an Electric Field No edit summary
- 22:1722:17, 10 December 2009 diff hist +1,857 N Logarithmic Potential in WKB New page: '''For spherically symmetrical potentials, we can apply the WKB approximation to the radial equation. In the case l=0, it is reasonable to use the following equation:''' <math>\int_{0}^{r...