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To get times $t_{\mathrm{in}}$ for input frequencies $f_{\mathrm{in}}$ from the $\langle \omega_{22}\rangle-t$ relation, instead of using interpolant $t=t(\langle\omega_{22}\rangle)$, just find the closet times that satisfies $\langle\omega_{22}\rangle (t_{\mathrm{in}}) = f_{\mathrm{in}}$ using np.argmin.
The text was updated successfully, but these errors were encountered:
To get times$t_{\mathrm{in}}$ for input frequencies $f_{\mathrm{in}}$ from the $\langle \omega_{22}\rangle-t$ relation, instead of using interpolant $t=t(\langle\omega_{22}\rangle)$ , just find the closet times that satisfies $\langle\omega_{22}\rangle (t_{\mathrm{in}}) = f_{\mathrm{in}}$ using
np.argmin
.The text was updated successfully, but these errors were encountered: