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Units, components, circuit symbols and common electrical laws. Reference entries and numeric tables are generated locally, with no remote document or account required.
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Browse the reference table or choose a reference section. Filter entries or change the Unicode starting point or table size. Read the symbols and definitions alongside their stated limitations.
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Privacy details| Quantity / concept | Unit / formula | Meaning |
|---|---|---|
| Voltage | V | Potential energy per unit charge: 1 V = 1 J/C. |
| Current | A | Rate of charge flow: I = dQ/dt; 1 A = 1 C/s. |
| Resistance | Ω | For an ohmic device, R = V/I. |
| Power | W | Rate of energy transfer: 1 W = 1 J/s. DC power P = VI. |
| Charge | C | Electric charge; one elementary charge is exactly 1.602176634×10⁻¹⁹ C. |
| Efficiency | % | Efficiency = useful output power / input power × 100. |
| Power factor | ratio | PF = real power / apparent power. A balanced sinusoidal load has PF = cos φ. |
| Capacitance | F | C = Q/V. A capacitor stores E = ½CV². |
| Inductance | H | An ideal inductor satisfies v = L di/dt and stores E = ½LI². |
| Apparent power | VA | For single-phase AC: S = V_rms I_rms. |
| Kilowatt | kW | 1 kW = 1,000 W. |
| Kilowatt-hour | kWh | 1 kWh = 3,600,000 J; it is energy, not power. |
| Decibel | dB | Power ratio: 10 log₁₀(P₂/P₁). Amplitude: 20 log₁₀(A₂/A₁) for equal impedances. |
| dBm | dBm | Absolute logarithmic power referenced to 1 milliwatt. |
| dBW | dBW | Absolute logarithmic power referenced to 1 watt. |
| Resistor | R | An ideal resistor dissipates electrical energy: P = I²R. |
| Capacitor | C | Opposes a change in voltage; ideal impedance is 1/(jωC). |
| Inductor | L | Opposes a change in current; ideal impedance is jωL. |
| DIP switch | switch | A set of manually operated switches packaged together for configuration. |
| Solder bridge | jumper | A conductive solder connection joining adjacent pads. Inspect the intended circuit before changing it. |
| Ohm’s law | V = IR | Applies to an ideal ohmic resistance under the stated physical conditions. |
| Voltage divider | Vout = Vin R₂/(R₁+R₂) | Unloaded series resistors; an output load changes the equivalent lower resistance. |
| Kirchhoff current law | Σ I = 0 | Algebraic currents at a node sum to zero under the lumped-circuit model. |
| Kirchhoff voltage law | Σ V = 0 | Algebraic voltage rises and drops around a closed loop sum to zero in a lumped model. |
| Coulomb’s law | F = k |q₁q₂|/r² | Point charges in vacuum, k ≈ 8.9875517923×10⁹ N·m²/C². |
| Energy saving | E = P × t | Compare measured power and operating hours; use kWh with your actual tariff. |
These are educational circuit relationships. Wire geometry, schematic symbols, and ideal laws do not establish component or installation ratings.
Reference tables are generated locally. Unicode display depends on your installed fonts; unassigned code points may have no visible glyph.