Linear Algebra - Incidence Matrix of an RLC Ckt

[YoshiMoshi]

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I can't find any documentation on how to do this. I remember in linear algebra how to find the incidence matrix of an electrical network of purely resistors. Put how do I find it of a RLC circuit with resistors, inductors, and capacitors? I can't even find an example. Thanks for any help.

 

[Stephen Tashi]

Perhaps you want something like example 1 of http://www.elect.mrt.ac.lk/EE201_matrix_analysis.pdf

 

[YoshiMoshi]

I'm not able to open that link

 

[willem2]

I'm not able to open that link

The link doesn't open here either. Looking for it in google gives the same link with the same result.

I think you can use complex impedances instead of the resistance. Inductor is jωL, capacitor is 1/jωC. Your matrix will depend on the frequency.

 

[Tom.G]

Link won't open here either. It is apparently a closed educational network in Sri Lanka:

address: University of Peradeniya
address: Peradeniya (20400)
country: LK

 

[Stephen Tashi]

Today, I can't open the link either - using a different computer. The computer I used to read the pdf still opens it, but that may be because the pdf is cached on the machine.

 

[Stephen Tashi]

I can't find any documentation on how to do this.

Are you trying to do "mesh analysis" or "nodal analysis"? - or something else?
https://en.wikipedia.org/wiki/Mesh_analysis
https://en.wikipedia.org/wiki/Nodal_analysis

 

[S.G. Janssens]

<Moved from a homework forum. Template removed.>

I can't find any documentation on how to do this. I remember in linear algebra how to find the incidence matrix of an electrical network of purely resistors. Put how do I find it of a RLC circuit with resistors, inductors, and capacitors? I can't even find an example. Thanks for any help.

I do not think the nature of the elements matters, as far as the incidence matrix is concerned.
For an example of an RLC circuit and its incidence matrix, you can have a look at p 385 (Section 9.1) of Basic Circuit Theory by Desoer and Kuh, 1969.