Re: minimizing the absolute value of a complex number
- From: Greg Heath <heath@xxxxxxxxxxxxxxxx>
- Date: Fri, 22 Aug 2008 10:44:37 -0700 (PDT)
On Aug 22, 1:43 pm, Greg Heath <he...@xxxxxxxxxxxxxxxx> wrote:
On Aug 22, 1:16 pm, zingas <shammashah...@xxxxxxxxx> wrote:
hi
can anybody tell me how to minimize the absolute value of the complex
function
exp(jP)+exp(2*pi/180j)
where P is the unknown i have some clue regarding taking the Cos and
Sin values but i dont know how to minimize the equations
Re{exp(jP)}+Re{exp(2*pi/180j)}=0
Im{exp(jP)}+Im{exp(2*pi/180j)}=0
simultaneously in methamatica or other software
The solution is trivial.
Picture an arrow from the origin to exp(j*2*pi/180).
Next add an arrow from that point to
exp(j*2*pi/180) + exp(j*P) and another arrow from
the origin to exp(j*2*pi/180) + exp(j*P).
Now vary P to spin the second arrow and stop when
the length of the third arrow is maximized.
Whoops! I mean is minimized.
Hope this helps.
Greg
.
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