10- Electric currents: the electromotive force

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20 Terms

1
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What does Coulomb’s Law describe, and for what type of charges is it applicable?

Coulomb’s Law describes the force between two stationary charges

<p>Coulomb’s Law describes the force between two stationary charges</p>
2
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Which of the two laws derived from Coulomb’s Law remains valid for moving charges?

  • Gauss's Law remains valid even for moving charges

  • This law is independent of the distribution of the charge Q enclosed by the Gaussian surface.

<ul><li><p><strong>Gauss's Law</strong> remains valid even for moving charges</p></li></ul><p></p><ul><li><p>This law is independent of the distribution of the charge Q enclosed by the Gaussian surface.</p></li></ul><p></p>
3
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Which law derived from Coulomb’s Law needs amending when dealing with moving charges?

  • The Circuital Law for the Electric Field needs amending when dealing with moving charges.

  • The original form is no longer valid and requires modification in the context of moving charges.

<ul><li><p>The <strong>Circuital Law for the Electric Field</strong> needs amending when dealing with moving charges. </p></li></ul><p></p><ul><li><p>The original form is no longer valid and requires modification in the context of moving charges.</p></li></ul><p></p>
4
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What is electric current and how is it defined?

It is the flow of electric charge, and it is defined as the charge flow per unit time

<p>It is the flow of electric charge, and it is defined as the charge flow per unit time</p>
5
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What is required for the flow of electric charge to occur between two points?

There must be an electric field E generating a finite potential difference (p.d.) V between the points.

<p>There must be an <strong>electric field</strong> <strong>E</strong> generating a finite <strong>potential difference</strong> (p.d.) V between the points.</p>
6
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<p>What is the work done by the electric field when charge Q flows between two points A and B?</p>

What is the work done by the electric field when charge Q flows between two points A and B?

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7
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How is power dissipation related to the flow of electric charge?

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8
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What happens to the charges moving in a metal wire when driven by a constant electric field?

  • In a metal wire, the charges do not accelerate continuously

  • They drift at a constant average velocity v

  • This is due to electric resistance, caused by collisions between moving charges and imperfections in the metal’s crystalline lattice.

9
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What is the effect of resistance in a conductor?

  • In the presence of resistance, the kinetic energy gained by moving charges is continuously transferred to the metal atoms

  • This causes the metal’s temperature to rise.

  • This process results in power dissipation.

10
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What is the formula for electric resistance?

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11
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How can power dissipation in a resistive material be expressed?

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12
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What is the formula for the resistance of a wire?

  • ρ is the resistivity

  • l is the length of the wire

  • A is the cross-sectional area of the wire.

<ul><li><p>ρ is the resistivity</p></li><li><p>l is the length of the wire</p></li><li><p>A is the cross-sectional area of the wire.</p></li></ul><p></p>
13
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What is conductivity and how is it related to resistivity?

Conductivity (σ) is the reciprocal of resistivity

<p><strong>Conductivity</strong> (σ) is the reciprocal of resistivity</p>
14
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What is the formula that relates current density, J, and electric field in a conductor?

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15
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In which direction is electric current defined to flow, even if the actual charge carriers are different?

  • It flows in the direction that positive charge carriers would move.

  • This convention holds even if the actual charge carriers are negative (e.g., electrons), which move in the opposite direction.

<ul><li><p>It flows in the direction that positive charge carriers would move. </p><p></p></li><li><p>This convention holds even if the actual charge carriers are negative (e.g., electrons), which move in the opposite direction.</p></li></ul><p></p>
16
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What is the electromotive force (emf), and what does it represent?

  • Its the amount of energy gained per unit charge that passes through a device

  • It is not a force but rather a measure of energy conversion into electric energy.

<ul><li><p>Its the amount of energy gained per unit charge that passes through a device</p><p></p></li><li><p> It is not a force but rather a measure of energy conversion into electric energy.</p></li></ul><p></p>
17
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<p>What is the equation for the rate of energy conversion in an energy conversion device?</p>

What is the equation for the rate of energy conversion in an energy conversion device?

P is the power

<p>P is the power</p>
18
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How does internal resistance affect the energy conversion process in a device?

  • Internal resistance (r) reduces the available voltage for external use.

  • The energy conversion device’s total resistance is the sum of the internal resistance (r) and the external resistance (R),

<ul><li><p>Internal resistance (r) reduces the available voltage for external use.</p><p></p></li><li><p>The energy conversion device’s total resistance is the sum of the internal resistance (r) and the external resistance (R), </p></li></ul><p></p>
19
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<p>What is the voltage across the terminals of the energy-conversion device considering internal resistance?</p>

What is the voltage across the terminals of the energy-conversion device considering internal resistance?

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20
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When does maximum power get delivered to the external circuitry in an energy conversion device?

Maximum power is delivered when the external resistance R equals the internal resistance r

<p>Maximum power is delivered when the external resistance R equals the internal resistance r</p>