Recent content by Skarki

$$R=10^{3} [\Omega]$$ $$L=0.5 [H]$$ $$C=0.1 \cdot 10^{-6} [F]$$ $$U(t) = 230 \cdot \sqrt{2} \sin(2\pi \cdot 400t) [V]$$ $$Z_{R} = R [\Omega]$$ $$Z_{L} = j{\omega}L [\Omega]$$ $$Z_{C} = \frac{-j}{\omega C} [\Omega]$$ $$Z_{tot}=Z_{R} + Z_{C} + Z_{L} = R + j(\omega L - \frac{1}{\omega C})$$...

Yeah, I wrote wrong. All components are ofcourse in series!

Summary: Current using jω method with 3 components in the following series : Resistor, capacitor and Inductor. I have the following information: R=1 * 10^3 ohm L = 0.5 H C = 0.1 * 10^-6 F v(t) = 230 * sqrt(2) * sin(2pi * 400 * t) All the components are in parallel as shown in the image...