GCSE Physics - Electrical Circuits

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Vocabulary flashcards covering key concepts, equations, and circuit components from the GCSE Physics Electrical Circuits unit.

Last updated 8:31 PM on 10/6/26
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23 Terms

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Power (in an Electrical Circuit)

The energy transferred per second in a circuit, measured in Watts (W\text{W}), where 1 W=1 Joule per second1\,\text{W} = 1\,\text{Joule per second}.

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Watt (W\text{W})

The unit of measurement for power, equivalent to 1 Joule per second1\,\text{Joule per second}.

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Power Equation (using Voltage and Current)

Power (W)=Voltage (V)×Current (A)\text{Power } (\text{W}) = \text{Voltage } (\text{V}) \times \text{Current } (\text{A})

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Power Equation (using Current and Resistance)

Power (W)=[Current (A)]2×Resistance (Ω)\text{Power } (\text{W}) = [\text{Current } (\text{A})]^2 \times \text{Resistance } (\Omega)

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Electrical Energy Equation

Energy (J)=Power (W)×Time (s)\text{Energy } (\text{J}) = \text{Power } (\text{W}) \times \text{Time } (\text{s})

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Current in a Series Circuit

The current is equal everywhere in all parts of the circuit.

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Voltage in a Series Circuit

Voltage is shared between the components, and individual voltages add up to equal the voltage from the power source.

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Current in a Parallel Circuit

Current is shared between the current loops and must add up to equal the total current from the power source.

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Voltage in a Parallel Circuit

The voltage is equal across each individual component.

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Ammeter

An instrument used to measure electrical current, which must always be connected in series.

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Voltmeter

An instrument used to measure electrical voltage, which must always be connected in parallel across a component.

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Resistance Equation

Resistance (Ω)=Voltage (V)Current (A)\text{Resistance } (\Omega) = \frac{\text{Voltage } (\text{V})}{\text{Current } (\text{A})}

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Total Resistance in Series

Adding resistors in series increases total resistance; total resistance is calculated as R=R1+R2R = R_1 + R_2.

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Total Resistance in Parallel

Adding resistors in parallel decreases total resistance so that total resistance is lower than the lowest individual resistor value, calculated as 1R=1R1+1R2\frac{1}{R} = \frac{1}{R_1} + \frac{1}{R_2}.

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Fixed Resistor

A resistor that maintains a constant value of electrical resistance.

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Variable Resistor

A resistor that can be adjusted to alter the amount of resistance and change the current in a circuit.

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Filament Lamp (Resistance Behavior)

Current passing through the bulb causes heating; as temperature increases, the resistance of the lamp increases.

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Light Dependent Resistor (LDR)

A component whose resistance decreases as light intensity increases.

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Thermistor

A component whose resistance decreases as temperature increases.

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Diode

A circuit component that allows electric current to flow in one direction only.

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I-V Characteristic of a Resistor at Constant Temperature

Current is directly proportional to voltage, producing a straight-line graph through the origin.

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I-V Characteristic of a Filament Lamp

As voltage increases, current and temperature increase, causing resistance to increase and the current-voltage curve to level off at higher voltages.

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I-V Characteristic of a Diode

Current flows only when voltage is applied in the forward direction; in the reverse direction, resistance is extremely high and no current flows.