Les Flashcards

1
Q

What happens when the divergence is taken from both sides of Ampère’s law?

A

Ampère’s law results in a contradiction.

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2
Q

Under what condition does the divergence of current density become zero in the continuity equation?

A

In static conditions.

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3
Q

How is Gauss’s law for displacement field derived?

A

By substituting electric charge density into the continuity equation.

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4
Q

What is required for electromagnetic waves to be explained and interpreted?

A

Solutions of the wave equations that also satisfy Maxwell’s equations.

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5
Q

What assumption is made for simplifying calculations of electromagnetic fields?

A

Fields are monochromatic and their time dependence is harmonic.

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6
Q

What is the relationship between electric and magnetic fields described by?

A

Structural equations.

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7
Q

What constitutes the basis of classical electrodynamics?

A

Maxwell’s equations and Lorentz force law.

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8
Q

What happens to the electromagnetic wave in a conductor with a very small conductivity?

A

The wave becomes attenuated.

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9
Q

What is the unit of electric current density?

A

Electric current density has units of A/m².

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10
Q

What is displacement current density derived from?

A

Time-varying electric field.

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11
Q

Fill in the blank: The Ampère-Maxwell law uses effective current density instead of ______.

A

J

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12
Q

What two types of currents are sources in the Ampère-Maxwell law?

A
  • Conduction current
  • Displacement current
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13
Q

What is the common characteristic of boundaries between a conductor and a dielectric?

A

The vertical component of the electric field must be continuous.

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14
Q

What happens to the tangential components of the electric field at the boundary between two dielectrics?

A

They are continuous.

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15
Q

What is the consequence of having a non-zero surface charge density at the boundary?

A

The vertical component of electric displacement is discontinuous.

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16
Q

What happens to the magnetic field component at the interface of a conductor and a dielectric?

A

It is discontinuous.

17
Q

What is a special case for two dielectric materials at their interface?

A

No current density exists.

18
Q

In a good conductor, what must be true about the vertical component of the electric field?

A

It must be zero.

19
Q

What does the continuity equation imply for electric charge density?

A

It must satisfy the divergence condition.

20
Q

True or False: The displacement current density can be neglected in quasi-static equations if the rate of change of the electric field is small.

21
Q

What is the result when applying the Ampère-Maxwell law to a closed loop that intersects two surfaces?

A

It predicts two different results.

22
Q

What is the relationship between the wave equation and the electromagnetic wave propagation in a linear and homogeneous medium?

A

The wave equation describes the propagation of electromagnetic waves.