I want to optimize two variables

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I end up on equation as shown below.
[Ku]*[u]+[Kp]*[p]=[C]*B.^2*Ui
B is bounded and Ui is known.
I want to find maximum of u and p combination by varing B.
how can i do that? can i have a plot also?
  7 个评论
MEKDES KASSA
MEKDES KASSA 2022-6-2
p get a priority .....but u shouldn't be low too
size(kp)=size(ku)=293X293
size(c)=293X1
Torsten
Torsten 2022-6-2
p get a priority .....but u shouldn't be low too
Too vague for an optimization.

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回答(2 个)

Sam Chak
Sam Chak 2022-6-2
Since u and p are the variables, geometrically, this equation is a plane (flat surface)
By varying B, the plane moves can up and down in the z-axis direction in the 3D space.
I'm visualizing, do you think there are maxima if u and p are unconstrained?
  2 个评论
Walter Roberson
Walter Roberson 2022-6-2
If they are constrained to non-negative then you could set the other to 0 and solve... but I am not clear at the moment whether they are scalar or matrices
MEKDES KASSA
MEKDES KASSA 2022-6-2
they are matrixes and u is between 0 and 200. p rely on u.

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M Mirrashid
M Mirrashid 2022-6-5

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