Mixed Questions From Capacitance To MagnetoStatic Flashcards

(46 cards)

1
Q

The total capacitance of capacitors in parallel is calculated by:

A

Sum of individual capacitances

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2
Q

When capacitors are connected in series, the total capacitance is:

A

Reciprocal of the sum of reciprocals

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3
Q

The energy stored in a capacitor is given by:

A

(1/2)CV²

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4
Q

Which of the following materials is typically used as a dielectric?

A

Mica

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5
Q

In a parallel-plate capacitor, increasing the distance between plates will:

A

Decrease capacitance

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6
Q

Magnetic field lines always form:

A

Closed loops

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7
Q

Magnetic field inside a long straight current-carrying wire can be found using:

A

Ampere’s Law

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8
Q

Unit of capacitance is:

A

Farad

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9
Q

A Farad is equivalent to:

A

Coulomb/Volt

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10
Q

Unit of magnetic flux is:

A

Weber

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11
Q

Unit of magnetic flux density is:

A

Weber per meter squared

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12
Q

A Tesla is equivalent to:

A

Weber/m²

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13
Q

Capacitance of a parallel-plate capacitor is directly proportional to:

A

Area of the plates

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14
Q

A dielectric increases the capacitance by:

A

Increasing permittivity

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15
Q

What does magnetic vector potential \vec{A} represent?

A

A potential function related to \vec{B}

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16
Q

Which law uses the line integral of magnetic field around a closed loop?

A

Ampere’s Law

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17
Q

Magnetic field intensity \vec{H} is measured in:

A

A/m

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18
Q

The relationship between \vec{B} and \vec{H} is given by:

A

\vec{B} = \mu \vec{H}

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19
Q

Magnetic permeability \mu represents:

A

Ability to support magnetic field

20
Q

A magnetic dipole moment is given by:

21
Q

Similarity between electrostatics and magnetostatics:

A

Both follow inverse square laws

22
Q

Difference between electrostatics and magnetostatics:

A

Electric field lines are open; magnetic are closed

23
Q

What kind of field is created by steady current?

A

Magnetic field

24
Q

What causes magnetic fields in magnetostatics?

A

Steady currents

25
The formula for the capacitance of a parallel-plate capacitor is:
C = \epsilon A/d
26
The electric flux density \vec{D} is related to electric field \vec{E} by:
\vec{D} = \epsilon \vec{E}
27
In SI units, magnetic field \vec{B} is measured in:
Teslas
28
The capacitance of a coaxial cable depends on:
Length and radius ratio
29
The magnetic field produced by a current loop is strongest:
At the center of the loop
30
Biot-Savart Law calculates magnetic field from:
Moving charges
31
The vector form of Biot–Savart Law includes:
\mu_0/4\pi \cdot Idl \times \hat{r}/r^2
32
A magnetic field in a long solenoid is:
Constant and uniform
33
The magnetic dipole moment is a vector quantity pointing:
Normal to the area of the current loop
34
The direction of the magnetic field due to a current is given by:
Right-hand rule
35
When a dielectric is removed from a charged capacitor, the voltage:
Increases
36
The force between two magnetic poles is:
Similar to Coulomb’s law
37
Capacitance depends on the permittivity \epsilon, which is:
Ability to support electric field
38
The unit A·m² (ampere-square meter) represents:
Magnetic dipole moment
39
As current increases in a wire, the magnetic field:
Increases
40
Magnetostatics deals with magnetic fields that:
Are constant in time
41
Magnetic permeability of free space \mu_0 is:
4\pi \times 10^{-7} \, H/m
42
Energy stored in a magnetic field is proportional to:
H^2
43
Capacitance does not depend on:
Voltage applied
44
The loop integral of \vec{B} \cdot d\vec{l} equals:
Enclosed current times \mu_0
45
Magnetic field strength is zero:
Outside a solenoid
46
The permeability of a medium determines:
Magnetic field support