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Problem_Set_5

Problem_Set_5 - distribution c find E and V inside d show...

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PHYSICAL SCIENCE 41 Instructor: Dave Nakaji NAME _ PROBING INSIDE LIGHT NUCLEI The following spherical charge distribution describes roughly how the charge density varies as a function of radial distance r for light nuclei. The radius of the nucleus is a. a) calculate the total charge Q _> b) find the electric field intensity E and the potential V outside the charge distribution. c) find E and V inside d) show

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Unformatted text preview: distribution. c) find E and V inside d) show that the maximum value of E is at r/a = 0.745 f o r r &amp;lt; a P = o for r &amp;gt; a (p = charge density) '-= V-f-P*~ f'f V/r/^ Vr-0, ft? VTT^-/ 6L* 3 &amp;amp;1 ftf/?* 3 , J ~-3 L 4* 1! ^ s, A * r 0^ |, N K (h o 1 ^ ^i ^^\ K, \ s II-^-s ^x ll H ^-V V V 3 z. I &amp;lt;5_ o _ 'a &amp;quot; ; o-...
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• Spring '10
• whielhelm
• Electric charge, Fundamental physics concepts, charge density, 3 l, following spherical charge, Dave Nakaji

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