PCh7 lec3 - Revision history

Bes at 21:51, 25 April 2020

2020-04-25T21:51:46Z

2020-04-25T21:51:19Z

2020-03-23T18:09:44Z

2020-03-23T18:06:35Z

Particle on a Ring

2020-03-23T17:24:05Z

2020-03-23T17:23:49Z

2020-03-23T17:19:49Z

2020-03-23T17:12:31Z

2020-03-23T16:56:30Z

Created page with "in progress..."

New page

in progress...

← Older revision		Revision as of 21:51, 25 April 2020
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−	(3/xx/20, bes)	+	(3/23/20, bes)

	As we move forward to discuss the particle on a ring, ie. rotation in 1D, the biggest change that happens is that we need to change the coordinate system from cartesian coordinates to spherical polar coordinates (SPC). Have a look at the following video to help understand this conversion (''reminder: document your work, ie. take some notes'').		As we move forward to discuss the particle on a ring, ie. rotation in 1D, the biggest change that happens is that we need to change the coordinate system from cartesian coordinates to spherical polar coordinates (SPC). Have a look at the following video to help understand this conversion (''reminder: document your work, ie. take some notes'').

← Older revision		Revision as of 21:51, 25 April 2020
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−	~~in progress...~~	+	(3/xx/20, bes)

	As we move forward to discuss the particle on a ring, ie. rotation in 1D, the biggest change that happens is that we need to change the coordinate system from cartesian coordinates to spherical polar coordinates (SPC). Have a look at the following video to help understand this conversion (''reminder: document your work, ie. take some notes'').		As we move forward to discuss the particle on a ring, ie. rotation in 1D, the biggest change that happens is that we need to change the coordinate system from cartesian coordinates to spherical polar coordinates (SPC). Have a look at the following video to help understand this conversion (''reminder: document your work, ie. take some notes'').

@@ Line 11: / Line 11: @@
 Note:
-:- there is appears to be two wavefunction (clockwise rotation and counter-clockwise rotation) eq. 7.12, but instead of thinking about two solutions, we move the negative value into the integer m<sub>l</sub>, so the values for ml = 0, ±1, ±2, ±3, etc.
+:- there appears to be two wavefunction (clockwise rotation and counter-clockwise rotation) eq. 7.12, but instead of thinking about two solutions, we move the negative value into the integer m<sub>l</sub>, so the values for ml = 0, ±1, ±2, ±3, etc.
-Please complete/write out Ex. Problem 7.4 (page 114)
+'''End of Lecture 3.'''

← Older revision		Revision as of 18:06, 23 March 2020
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	Have a look at the following video:		Have a look at the following video:
	:[https://youtu.be/N3CErWITjJo Particle-on-a-Ring: Theory and Interpretation (10:55 min)]		:[https://youtu.be/N3CErWITjJo Particle-on-a-Ring: Theory and Interpretation (10:55 min)]
		+
		+	Note:
		+	:- there is appears to be two wavefunction (clockwise rotation and counter-clockwise rotation) eq. 7.12, but instead of thinking about two solutions, we move the negative value into the integer m<sub>l</sub>, so the values for ml = 0, ±1, ±2, ±3, etc.
		+
		+
		+
		+	Please complete/write out Ex. Problem 7.4 (page 114)

@@ Line 3: / Line 3: @@
 As we move forward to discuss the particle on a ring, ie. rotation in 1D, the biggest change that happens is that we need to change the coordinate system from cartesian coordinates to spherical polar coordinates (SPC). Have a look at the following video to help understand this conversion (''reminder: document your work, ie. take some notes'').
-[https://youtu.be/w79nZGzWMyI Deriving Spherical Coordinates (For Physics/Chemistry Majors) 5:03 min]
+:[https://youtu.be/w79nZGzWMyI Deriving Spherical Coordinates (For Physics/Chemistry Majors) 5:03 min]
 : See Fig 2.5 (Engel) for SPC diagram.

← Older revision		Revision as of 17:12, 23 March 2020
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	in progress...		in progress...
		+
		+	As we move forward to discuss the particle on a ring, ie. rotation in 1D, the biggest change that happens is that we need to change the coordinate system from cartesian coordinates to spherical polar coordinates (SPC).
		+
		+	[https://youtu.be/w79nZGzWMyI Deriving Spherical Coordinates (For Physics/Chemistry Majors)]
		+	: See Fig 2.5