Simplifying output involving symbolic variables

The eigenvalue and eigenvector expressions generated by the following code are expressions that are not fully simplified. Can someone please explain how they can be further simplified?

    syms m k g l wp ws
    
    mm = [m 0; 0 m];  
    kms = [ws^2+wp^2 -wp^2; -wp^2 wp^2]
    
    [evec,eval] = eig(kms) 

Answer 1

[Star Strider]

Try this:

evec = simplify(evec, 'Steps',500)
eval = simplify(eval, 'Steps',500)

producing:

evec =
[((4*wp^4 + ws^4)^(1/2) - ws^2)/(2*wp^2), -((4*wp^4 + ws^4)^(1/2) + ws^2)/(2*wp^2)]
[                                      1,                                        1]
 
eval =
[wp^2 - (4*wp^4 + ws^4)^(1/2)/2 + ws^2/2,                                       0]
[                                      0, (4*wp^4 + ws^4)^(1/2)/2 + wp^2 + ws^2/2]

or:

.

[Aleem Andrew]

Thank you for your help

[Star Strider]

As always, my pleasure!