chapter 21 - capacitance Flashcards

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1
Q

Describe the construction of a capacitor.

A

Two conducting plates seperated by an insulator.

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2
Q

What is the relationship between charge stored and pd across a capacitor?

A

Charge is proportional to voltage

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3
Q

Describe what happens to the two plates of an uncharged capacitor when a p.d. is applied to it?

A

Electrons/charge flows off of one plate and flows on to the other causing one to become positive and the other negative.

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4
Q

What units are equivalent to a Farad?

A

CV-1 or coulombs per volt

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5
Q

How do you calculate the total capacitance for capacitors in parallel?

A

Ct = C1 + C2 + C3 + …. Cn

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6
Q

How do you calculate the total capacitance for capacitors in series?

A

1/CT = 1/C1 + 1/C2 + 1/C3….

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7
Q

If capacitors are connected in series what quantity is the same for all capacitors?

A

Charge stored

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8
Q

If capacitors are connected in parallel what quantity is the same for all capacitors?

A

p.d.

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9
Q

What is represented by the area under a p.d. - charge graphs?

A

Electrical energy transferred OR work done.

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10
Q

What is represented by the gradient of a charge-p.d. graph for a capacitor?

A

Capacitance

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11
Q

What is the relationship between energy stored and p.d. on a capcitor?

A

Energy stored is proportional to p.d. squared

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12
Q

What is the relationship between energy stored and charge on a capacitor?

A

Energy stored is proportional to charge squared

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13
Q

Out of Q, V and I which variable(s) follow the relationship x = x0 e-(t/RC) when discharging a capacitor?

A

Q, V and I

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14
Q

Out of Q, V and I which variable(s) follow the relationship x = x0 e-(t/RC) when charging a capacitor?

A

I

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15
Q

Out of Q, V and I which variable(s) follow the relationship x = x0 (1 - e-(t/RC) ) when charging a capacitor?

A

Q and V

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16
Q

How do you calculate time constant in a capcitor circuit?

A

Capacitance x resistance

17
Q

What is meant by the constant-ratio nature of exponential decay?

A

In equal time intervals the quantity decreases by equal factors.

18
Q

How much charge remains after one time constant when discharging a capacitor?

A

e-1 OR 0.37 OR 37%

19
Q

How much charge remains after n time constants when discharging a capacitor?

A

Xo x e^-n

20
Q

What is represented by the gradient of charge-time graph when charging a capacitor?

A

Charging current.

21
Q

State a two uses of capacitors.

A

Energy storage e.g. for camera flashes, spot welding…, timing circuits, voltage smoothing, audio filters.