User:Chela5808/My sandbox Sam6
| Before Styling | Sample 1 | Sample 2 | Sample 3 | Sample 4 | Sample 5 | Sample 6 |
| After Styling | Sample 1 | Sample 2 | Sample 3 | Sample 4 | Sample 5 | Sample 6 |
CONVERTING SAMPLE 6 CONTENT TO WE FORMAT
Semi-automated procedure using apps: AdobeAcrobat, OpenOFFice and NotePad, avoiding usage of sam6.tex file:
STEP 1. Using app. Adobe Acrobat 8 Pro Version 8.1.3
- Open file "sam6.pdf"
- Export file to HTML3.2
- File generated is "sam6.htm"
STEP 2. Using app. OppenOffice.org Writer/Web Version 3.0.0
- Open file "sam6.htm"
- Export file to MediaWiki(.txt)
- File generated is "sam6.txt"
STEP 3. Using app. Notepad -Windox XP SP2
- Open file "sam6.txt"
- Selected all, copy to clipboard
STEP 4. In WikiEducator
- Generate new page User:Chela5808/My sandbox Sam6
- Paste-Save
- Output below
Comments:
- Conversion time from Step 1 to Step 4: less than 15 min.
- Further text styling by hand is required
- Further [math]\mathrm{L\!\!^{{}_{\scriptstyle A}} \!\!\!\!\!\;\; T\!_{\displaystyle E} \! X} \,[/math] styling by hand is required ( tags <math></math> )
- Images must be uploaded via "Upload file"
OUTPUT (Before any styling by hand)
Created from PDF via Acrobat SaveAsXMLMapping table version: 28-February-2003Let’s collect all the key equations, which contain all of electrostatics and magnetostatics, together in one nice little box. On introducing µ0 =1/µ¯0 , which is the magnetic permeability of free space, we obtain the standard forms:
(a)
div E = ρ/ǫ0 (c) div B =0
(b)
curl E = 0 (d) curl B = µ0j
(1)
That’s all we need in order to calculate the E and B fields arising from any given distribution of charges and steady currents – throughout the whole of empty space! They contain Gauss’s law, Amp`ere’s law, and everything we’ve done so far, including the applications we’ve made to particular systems like charged spheres and plates. current-carrying wires, and so on.
