G(s)=K G(jω)=K~~~~~~~~G(s) = K~~~~~~~~~~~~~~~~~~~~G(j\omega) = K G(s)=K G(jω)=K
∣G∣=K ∠G=0∘~~~~~~~~|G| = K~~~~~~~~~~~~~~~~~~~~~~\angle G = 0^\circ ∣G∣=K ∠G=0∘
G(s)=s G(jω)=jω~~~~~~~~G(s) = s~~~~~~~~~~~~~~~~~~~~G(j\omega) = j\omega G(s)=s G(jω)=jω
∣G∣=ω ∠G=90∘~~~~~~~~|G| = \omega~~~~~~~~~~~~~~~~~~~~~~\angle G = 90^\circ ∣G∣=ω ∠G=90∘
G(s)=1s G(jω)=1jω~~~~~~~~G(s) = \frac{1}{s}~~~~~~~~~~~~~~~~~~~~G(j\omega) = \frac{1}{j\omega} G(s)=s1 G(jω)=jω1
∣G∣=1ω ∠G=−90∘~~~~~~~~|G| = \frac{1}{\omega}~~~~~~~~~~~~~~~~~~~~~~\angle G = -90^\circ ∣G∣=ω1 ∠G=−90∘
G(s)=1Ts+1 G(jω)=1jωT+1~~~~~~~~G(s) = \frac{1}{Ts+1}~~~~~~~~~~~~~~G(j\omega) = \frac{1}{j\omega T+1} G(s)=Ts+11 G(jω)=jωT+11
∣G∣=11+ω2T2 ∠G=−arctan ωT~~~~~~~~|G| = \frac{1}{\sqrt{1+\omega^2T^2}}~~~~~~~~~~~~\angle G = -arctan~\omega T ∣G∣=1+ω2T21 ∠G=−arctan ωT
G(s)=Ts+1 G(jω)=jωT+1~~~~~~~~G(s) = Ts+1~~~~~~~~~~~G(j\omega) = j\omega T+1 G(s)=Ts+1 G(jω)=jωT+1
∣G∣=1+ω2T2 ∠G=arctan ωT~~~~~~~~|G| = \sqrt{1+\omega^2T^2}~~~~~~\angle G = arctan~\omega T ∣G∣=1+ω2T2 ∠G=arctan ωT