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Matrix dimensions must agree

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Chirag
Chirag 2022-10-14
回答： DGM 2022-10-14
wn = 196570;
r = 6351.43;
chi = 0:0.1:2;
phim = 1;
ke = 1.134;
w = 1./(wn.^2.*sqrt(1+(r.*chi).^2.))*sqrt((1-(1+2*phim.*r).*chi.^2.)^2.+((1+ke.^2).*r.*chi+2*phim.*chi-r*chi.^3.)^2.);
plot(chi,w)

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回答（1 个）

DGM
DGM 2022-10-14
Ran in:
I'm going to guess that this is what was intended
wn = 196570;
r = 6351.43;
chi = 0:0.1:2;
phim = 1;
ke = 1.134;
w = 1./(wn.^2.*sqrt(1+(r.*chi).^2)).*sqrt((1-(1+2*phim.*r).*chi.^2).^2 + ((1+ke.^2).*r.*chi + 2*phim.*chi - r*chi.^3).^2);
plot(chi,w)
compare as needed.

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