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Solving linear systems

asked 2013-02-24 20:35:01 +0100

dpzmick gravatar image

Hello, I am not sure if I am going about this correctly, but I am having some trouble using sage ('Sage Version 5.3, Release Date: 2012-09-08') to solve pretty simple linear systems. For example:

sage: var('i1 i3 i4')
sage: r1 = ... (r1 - r6 are constants)
sage: v1 = ... (v1, v2 constants)
sage: eq1 = i1*(r1+r2+r6) + i3*(r2 + r6) + i4*(r4+r5) == 0
sage: eq2 = i3*(r2+r2+r6) + i1*(r6+r2) + v1 - v2 ==0
sage: eq3 = i1*(r1+r2+r6) + i3*(r6+r2) - v2 == 0
sage: solve([eq1,eq2,eq3], i3)

I have had to manually go through and perform substitution to solve this. I am also aware of techniques from linear algebra to solve these systems, however I do not know how to use any of them. Even so, it seems like the solve command should be able to perform this, so I assume I am just using it incorrectly.


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answered 2013-02-24 20:41:04 +0100

calc314 gravatar image

You need to give the solve command all of the variables for which it is to solve.

solve([eq1,eq2,eq3], [i1,i3,i4])
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Okay. Thank you!

dpzmick gravatar imagedpzmick ( 2013-02-24 20:48:00 +0100 )edit

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Asked: 2013-02-24 20:35:01 +0100

Seen: 210 times

Last updated: Feb 24 '13