Topic 5: Capacitors Flashcards

1
Q

What is a capacitor?

A

A capacitor is a passive device that can store electrical charge on plates when connected to a voltage source.

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2
Q

How is a capacitor formed?

A

A capacitor is formed with 2 conductive plates separated by an insulator layer.

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3
Q

What occurs during the process of charging a capacitor?

A

Charging of a capacitor occurs when a capacitor is connected to voltage source, positive and negative charges accumulate on the 2 conducting plates.

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4
Q

What is generated by a charged capacitor?

A

An electric field is generated by the charges on the 2 plates. Along the electric field lines there is a potential change (voltage difference of v_c)

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5
Q

As the electric field (E) increases, what happens to the voltage (v_c) across the capacitor?

A

As E increases, v_c increases.

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6
Q

How do we define constant capacitance? Under what conditions does this equation work?

A

Q = CV
Or C = Q/V
It only occurs when balance is reached. Balances refers to when voltage across capacitor is equal to the source voltage (v_s = v_c)

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7
Q

What is the unit of capacitance?

A

F (Farad)

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8
Q

What is the equation for capacitance between 2 large, parallel plates?

A

C = (εr.εo)A/L = (εA)/L
where
A = area of either of the 2 plates
l = distance between plates
ε = permittivity of media
εo = permittivity of the vacuum = (8.85)(10^-12) F/m
εr = relative permittivity (dialect constant)

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9
Q

What is the V-I characteristic of a capacitor when provided with the voltage across the capacitor?

What happens when the voltage is constant?`

A

i(t) = C [(dv(t))/(dt)]

When voltage is constant, the current is 0.

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10
Q

What is the V-I Characteristic of a capacitor when provided with the current?

A

v(t) = [1/C] [ {integral from t0-t} i(t) dt] + v(t0)

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11
Q

What generates an electric field within a capacitor?

A

The distribution of charges across a capacitor creates an electric field.

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12
Q

How do you determine the energy stored in a capacitor?

A

Wc (t) = 1/2 [(C)(v_2)(t)]

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13
Q

How do you determine the equivalent capacitor for multiple capacitors connected in parallel?

A

Ceq = C1 + C2 + C3 +…..+ Cn

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14
Q

How do you determine the equivalent capacitor for multiple capacitors connected in series?

A

Ceq = [1/C1] + [1/C2] + [1/C3] +…..+ [1/Cn]

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