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Groups > comp.soft-sys.math.maple > #198
| From | Joe Riel <joer@san.rr.com> |
|---|---|
| Newsgroups | comp.soft-sys.math.maple |
| Subject | Re: Complex Roots |
| Date | 2011-07-01 10:39 -0700 |
| Organization | A noiseless patient Spider |
| Message-ID | <87sjqp294m.fsf@san.rr.com> (permalink) |
| References | <ac36427c-d657-460d-9af7-93094a2bf777@h25g2000prf.googlegroups.com> |
Joel <joel.steenis@gmail.com> writes:
> I am trying to find all the complex roots of the equation T given
> below:
>
> w := 60*(2*3.14159);
> R12 := .5;
> L12 := 3/w;
> Z12 := R12+s*L12+I*w*L12;
> kp := 0.5e-3;
> kv := 0.5e-3;
> Q1 := 384;
> Q2 := 375;
>
> apw1 := s+kp*(-Q1+w*L12/abs(Z12)^2);
> apw2 := s+kp*(-Q2+w*L12/abs(Z12)^2);
> aqv1 := 1+kv*(Q1+w*L12/abs(Z12)^2);
> aqv2 := 1+kv*(Q2+w*L12/abs(Z12)^2);
> T := apw1*apw2*aqv1*aqv2;
>
>
> I have used the solve, fsolve (with complex argument), and RootOf
> function but all that is returned is one real root or nothing at all.
It only has two roots, both real. That is apparent from the
form of the expressions. One way to produce both of them is
map(fsolve, {op(T)});
--
Joe Riel
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Complex Roots Joel <joel.steenis@gmail.com> - 2011-07-01 08:25 -0700
Re: Complex Roots Joe Riel <joer@san.rr.com> - 2011-07-01 10:39 -0700
Re: Complex Roots A N Niel <anniel@nym.alias.net.invalid> - 2011-07-02 06:46 -0600
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