- #1
matt382
- 2
- 0
Hi, I have a work-related problem to solve and I'm not sure where to start and a pointer would be appreciated. I have the following two sets of polar equations
V1 + V2 = Vx
V1 + V2 + V3 = Vy,
where Vx, V3, and Vy have been measured with reasonable accuracy, maybe +/-2%
Any thoughts on how to approach? If, for example, if I convert to rectangular form and try substitution the entire thing is quickly swimming in a sea of sines and cosines that cannot possibly be solvable
My question is this: There should be enough known to solve, is that right? Can this just go into a matrix and get solved that way?
thanks for any help
V1 + V2 = Vx
V1 + V2 + V3 = Vy,
where Vx, V3, and Vy have been measured with reasonable accuracy, maybe +/-2%
Any thoughts on how to approach? If, for example, if I convert to rectangular form and try substitution the entire thing is quickly swimming in a sea of sines and cosines that cannot possibly be solvable
My question is this: There should be enough known to solve, is that right? Can this just go into a matrix and get solved that way?
thanks for any help