Module 6.1 Flashcards

1
Q

Capacitance

A

The charge stored per unit pd in a capacitor

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2
Q

Capacitor

A

An electrical component that stores charge. A parallel-plate capacitor
is made of two parallel conducting plates with an insulator between them
(dielectric).

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3
Q

Capacitors in Parallel

A

When capacitors are connected in parallel, their individual
capacitances are summed to give the total capacitance.

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4
Q

Capacitors in Series

A

When capacitors are connected in series, the total
capacitance is equal to the inverse of the sum of the inverses of the individual
capacitances

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5
Q

Energy Stored by a Capacitor

A

Equal to half the product of the charge stored
and the capacitance. This can be found from the area under a charge-voltage
graph.

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6
Q

Farad

A

The unit of capacitance

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7
Q

Time Constant

A

The product of the circuit resistance and capacitance. It is the
time taken for the voltage to discharge to 1/e (or 36.8%) of its initial charge.

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8
Q

What is the relative permittivity and what is another name for it

A
  • Dielectric constant
  • The ratio of charged stored with the dielectric between the plates to the charge stored when the dielectric is not present
  • Permitivity = Q/Qo
  • The higher the relative permittivity, the higher the capacitance of the capacitor
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9
Q

What does the area under the graph against pd represent

A

The energy stored by the capacitor

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10
Q

Describe the Q against t graph for the discharging of a capacitor through a resistor

A

Exponentially decreasing curve

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11
Q

Describe the V against t graph for the discharging of a capacitor through a resistor

A

Exponentially decreasing curve

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12
Q

Describe the I against t graph for the discharging of a capacitor through a resistor

A

Exponentially decreasing curve

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13
Q

Describe the Q against t graph for the charging of a capacitor through a resistor

A

Exponentially increasing curve

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14
Q

Describe the V against t graph for the charging of a capacitor through a resistor

A

Exponentially increasing curve

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15
Q

What is the time constant

A

The time taken for the charge in a capacitor to fall to 37% of the initial value given by RC (resistance x capacitance)

  • A capacitor is considered fully discharge after 5 time constants
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16
Q

What is the half time of a capacitor

A

1/2T = 0.69RC

17
Q

How does a capacitor charge up

A

1) Electrons move from negative to positive around the circuit

2) The electrons are deposited on plate A, making it negatively charged.

3) Electrons travel from plate B to the positive terminal of the battery giving the plate a positive charge

4) Electrons build up on plate A and equal amount of electrons are removed from plate B, creating a potential difference across the plates

5) when the p.d across plates = source p.d, the capacitor is fully charged and current stops flowing.

18
Q

Describe and explain in terms of the movement of electrons how the p.d across a capacitor changes, when it discharges across a resistor

A

1) Electrons move in opposite direction than when the capacitor was charging up

2) Charge on plate A decreases as it loses electrons, and plate B gains electrons, neutralizing them

3) P.d decreases exponentially across the plates

19
Q

State 6 uses of capacitors

A
  • Flash photography
  • Nuclear fusion
  • Backup power supplies
  • DC blocking
  • Smoothing AC to DC
  • Tuning (Resonating magnetic field)
20
Q

What 2 factors affect the time taken for a capacitor to charge or discharge

A
  • The capacitance of the capacitor, C. This affects the amount of charge that can be stored by the capacitors at any given potential difference across it.
  • The resistance of the circuit, R. This affects the current in the circuit and how quickly it flows, hence how quickly the capacitor charges/discharges