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from the link i have given ' date=' if u can do the integration thats given below which needs basic knowledge of complex analysis , u yourself also can arrive at the result[/quote']Well if you want to do integration then you can very well do a surface integral over the net electrical flux entering the body from the given point (consider it as a unit positive charge) - this will be zero if and only if the point is outside the body. This works in any dimension as well.
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Number the boundary points of the region in (clockwise or anticlockwise..doesn't matter) order..starting from P1 to PN' date=' where N is the number of total points making the boundary. Lets say the point you are checking is Q. Now look at angle P1-Q-P2, then P2-Q-P3, ....till PN-1 - Q- PN and finally PN-Q-P1. Add all the angles, and they should sum upto 360 for the point Q to be inside a polygon with vertices P1,P2,...PN.[/quote'] I am using this and seems to be working well, getting some errors, Khota, can you pm me your email. I need your help please.
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