| Ohm's Law / Joule's Law | |
| Voltage (V): | V |
| Resistance (R): | Ω |
| Current (I): | A |
| Power (P): | W |
| Formulas used:$${V = I \cdot R} \Leftrightarrow {R = {V \over I}} \Leftrightarrow {I = {V \over R}} \newline {P = V \cdot I} \Leftrightarrow {P = I^2 \cdot R} \Leftrightarrow {P = {V^2 \over R}} \newline \newline$$ | |
| Frequency, Capacitance, Inductance & Impedance | |
| Frequency (f): | Hz |
| Capacitance (C): | C |
| Inductance (L): | L |
| Impedance (Z): | Ω |
| Formulas used:$${\omega = {2 \cdot \pi \cdot f}} \newline {Z_{C} = {1 \over {\omega \cdot C}}} \newline {Z_{L} = L \cdot \omega} \newline {f_{r} = { 1 \over {2 \cdot \pi \cdot \sqrt{L \cdot C}}}}$$ | |
| dB Conversions For Voltage, Current & Power | |
| Conversion: | |
| V|I|P input : | V|A|W |
| dB Difference : | |
| V|I|P output : | V|A|W |
| Gain : | |
| Formulas used:$${d_{VIP} = {10 \cdot \log_{10}\left({VIP_{o} \over VIP_{i}}\right)}} \newline {d_{P(VI)} = {20 \cdot \log_{10}\left({P(VI)_{o} \over P(VI)_{i}}\right)}} \newline {d_{m} = {10 \cdot \log_{10}\left({P_{o} \over 0.001}\right)}}$$ | |