NucPhys I HomeworkProblems - Revision history

Oborn: /* Set 5 */

2009-03-18T17:48:14Z

Set 5

2009-03-18T16:35:20Z

Set 5

2009-03-18T16:34:11Z

Set 5

2009-03-04T17:04:04Z

2009-03-03T17:17:05Z

Set 4

2008-04-08T18:34:25Z

Set 7

2008-04-08T18:34:09Z

Set 7

2008-04-08T18:12:53Z

Set 7

2008-04-08T18:02:09Z

Set 7

2008-04-08T18:01:46Z

Set 7

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 .) Muonic X-rays
-a.) Calculate the energies of muonic K-line X-rays from Fe assuming a point nucleus and using a one-electron model..
+a.) Calculate the energies of muonic K<math>_{\alpha}</math>-line X-rays from Fe assuming a point nucleus and using a one-electron model..
 b.) Calculate the energy correction <math>(\Delta E)</math> due to the finite nuclear size.

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 b.) Calculate the energy correction <math>(\Delta E)</math> due to the finite nuclear size.
-.) Find the binding energy using the fit equation B(A,Z) from the semi-empirical mass formula for
+.) Find the binding energy using the fit equation B(Z,A) from the semi-empirical mass formula for
 a.) Ne-21

@@ Line 55: / Line 55: @@
 b.) Calculate the energy correction <math>(\Delta E)</math> due to the finite nuclear size.
-.) Find the binding energy using the semi-empirical mass formula for
+.) Find the binding energy using the fit equation B(A,Z) from the semi-empirical mass formula for
 a.) Ne-21

← Older revision		Revision as of 17:04, 4 March 2009
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−	[http://~~www~~.iac.isu.edu~~/mediawiki~~/index.php/Forest_NucPhys_I Go Back]	+	[http://wiki.iac.isu.edu/index.php/Forest_NucPhys_I Go Back][[ Forest_NucPhys_I]]

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 .) Show that the mean-square charge radius of a uniformly charged sphere is <math><r^2> = 3R^2/5</math>
-.) Using the definition of the form factor <math>F(q^2)</math> and probably an integral table, calculate <math>F(q^2)</math> when
+.) Using the definition of the form factor <math>F(q)</math> and probably an integral table, calculate <math>F(q)</math> when
 a.):<math>\rho(r) =\left \{  {\rho_0 \;\;\;\; r<R \atop 0 \;\;\;\; r>R} \right .</math>

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 ;Use the reduced mass for the deuteron system.
-b.) Solve the transcendental equation for <math>x</math>  using an iterative technique.
+c.) Solve the transcendental equation for <math>x</math>  using an iterative technique.
 ; I got x = 3.93xxxxxx

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 .) Solving the transcendental equation for the deuteron
-a.) Rewrite the transcendental equation for the deuteron
+a.) Assume the 3-D square well approximates the deuteron system such that the well width is 2.2 fm.  Using boundary conditions show that
 :<math>\frac{k_1}{k_2} = -\tan(k_1R)</math>
-in the form
+where
 :<math>x=-tan(bx)</math>

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 b.) Solve the transcendental equation for <math>x</math>  using an iterative technique.
-; I got x = 3.931
+; I got x = 3.93xxxxxx
 == Set 500 ==

← Older revision		Revision as of 18:02, 8 April 2008
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	1.) Solving the transcendental equation for the deuteron		1.) Solving the transcendental equation for the deuteron
		+
	a.) Rewrite the transcendental equation for the deuteron		a.) Rewrite the transcendental equation for the deuteron