|
[QUE/EM-02024] Electric Field of a Cylindrical Shell Node id: 5944pageThe electric field is to be computed at a point $P$ on the axis of a thin cylindrical shell having uniform surface charge density $\sigma$. Divide the shell by planes perpendicular to the axis, and using the expression for a electric field due to a uniformly charged ring, write expressions for the field as an integral.
Compute the integral for the cylindrical shell and show that the field due to the cylindrical shell is given by $$ E = \frac{Q}{4\pi\epsilon_0}\frac{1}{(b-a)}\left(\frac{1}{\sqrt{a^2+R^2}}-\frac{1}{\sqrt{ b^2+R^2}}\right) $$ where \(Q\) is the total charge on the cylinder. |
|
23-06-11 20:06:28 |
n |
|
[NOTES/EM-01001] Units and Dimensions in E. M. TheoryNode id: 5475pageThe SI units in use in electromagnetic theory are explained and values of some important constants given. |
|
23-06-07 07:06:03 |
n |
|
[NOTES/ODE-02004] Series Solution Case-IVNode id: 1753page |
|
23-06-06 09:06:44 |
n |
|
[NOTES/EM-04015] Force on a Charged Conductor in Uniform External Electric fieldNode id: 5939pageForce on a hemisphere of a conducting shell in uniform electric field is computed and is shown to be
\[ F = \frac{9}{4}\pi \epsilon_0 R^2 E_0^2\]
|
|
23-06-05 22:06:46 |
n |
|
[YMP/EM-10005] Heating of a Resistance WireNode id: 5938page |
|
23-05-26 13:05:52 |
n |
|
[YMP/EM-10004] Examples of Flow of Energy\\ Charging of a CapacitorNode id: 5937page |
|
23-05-26 12:05:35 |
n |
|
[YMP/EM-10003] Charging of a CapacitorNode id: 5936page |
|
23-05-26 12:05:11 |
n |
|
[YMP/EM-10002] Energy stored in a capacitorNode id: 5935page |
|
23-05-26 12:05:25 |
n |
|
[YMP/EM-10001] Energy Stored in a SolenoidNode id: 5934page |
|
23-05-26 12:05:47 |
n |
|
[YMP/EM-09003] Metallic rod in magnetic field sliding on inclined railsNode id: 5933page |
|
23-05-25 21:05:56 |
n |
|
[YMP/EM-09002] Rotating Copper Rod in Magnetic FieldNode id: 5932page |
|
23-05-25 21:05:44 |
n |
|
[YMP/EM-09001] Charged Wheel in Time Varying Magnetic FieldNode id: 5931page |
|
23-05-25 21:05:26 |
n |
|
[OBJ/EM-04004] Plane conductor and a point chargeNode id: 5922pageA charged particle is at a distance \( d\) from an infinite conducting plane maintained at zero potential. When released from rest, the particle reaches a speed \( u\) at a distance \( d/2\) from the plane. At what distance from the plane will the particle reach the speed \( 2u\)?
(a) \( d/6 \) (b) \( d/3 \) (c) \( d/4 \) (d) \( d/5 \) |
|
23-05-24 03:05:44 |
n |
|
[OBJ/EM-04004] Plane conductor and a point chargeNode id: 5921pageA charged particle is at a distance \( d\) from an infinite conducting plane maintained at zero potential. When released from rest, the particle reaches a speed \( u\) at a distance \( d/2\) from the plane. At what distance from the plane will the particle reach the speed \( 2u\)?
- \( d/6 \)
- \( d/3 \) \\
- \( d/4 \)
- \( d/5 \)
|
|
23-05-23 20:05:13 |
n |
|
Python Script for modifying file contentsNode id: 693blog |
|
23-05-22 15:05:34 |
n |
|
[WART/EM-01009] Confusion Between B and HNode id: 5920page |
|
23-05-21 04:05:42 |
n |
|
HTML EditorNode id: 531webformHelp The first authoring tool you should master!
A feature-rich editor with support for mathematical expressions/equations. Explore by editing your page with embedded images, tables and videos.
Check the Help on advanced features and mathematical expressions.
The WYSIWYG HTML Editor lets you create visually formatted (HTML) content [without any knowledge of HTML) with the help of buttons in the top toolbar of the editing area.
This editor is available for editing all content types a member (a Blogger or an Author) can create/edit.
As a Guest (not logged in) user, you can still use all features except saving or inserting images/multi-media objects from personal workspace.
Mathematical expressions can be inserted within HTML text of all content types (e.g., page, book page, blog, forum. The mathematical expressions must be typed using the syntax of TeX/LaTeX.
The toolbar buttons are similar to those you have seen in What-You-See-Is-What-You-Get (WYSIWYG) editors like MSWORD (in Windows) or OpenOffice (or LibreOffice) Writer (in LINUX).
All content formatting information is converted into HTML code, which can be seen either by clicking the "HTML" button in the toolbar.
If you know HTML, you can do some editing in HTML mode also to do more than the toolbar buttons do. However, you must be very careful in using HTML mode.
|
|
23-05-20 14:05:29 |
n |
|
[YMP/EM-01004] Solved ProblemNode id: 5901page |
|
23-05-11 23:05:26 |
n |
|
[YMP/EM-01002] inkjet Printer Node id: 5900page |
|
23-05-11 23:05:45 |
n |
|
[2023CNG/QM-04001] Lecture -4 MCQ Problem SolvingNode id: 5911page |
|
23-05-09 00:05:04 |
n |