Capacitor Charging Phase Quiz
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Questions and Answers

What happens to the transfer of electrons in a capacitor over time?

  • It increases exponentially over time
  • It is very rapid at first and slows down as time passes (correct)
  • It decreases exponentially over time
  • It remains constant throughout the charging phase

When does the transient or charging phase of a capacitor in a DC network essentially end?

  • When the current becomes zero
  • After a large amount of charge has been stored
  • Immediately after the switch is closed
  • After five-time constants have passed (correct)

What does a capacitor behave like when the switch is closed during the charging phase in a DC network?

  • A short circuit (correct)
  • A battery
  • An open circuit
  • A resistor

How is the voltage across a capacitor related to the applied voltage after five time constants in the charging phase?

<p>Essentially equal (A)</p> Signup and view all the answers

What can a capacitor be replaced by once the charging phase in a DC network has passed?

<p>An open-circuit equivalent (B)</p> Signup and view all the answers

When does the major change in voltage and current occur during the charging phase of a capacitor in a DC network?

<p>During the first time constant (C)</p> Signup and view all the answers

What happens to the output voltage of an R-C low pass filter at high frequencies?

<p>It is equal to zero (B)</p> Signup and view all the answers

In a high-pass R-C filter, what can be achieved by reversing the positions of the capacitor and resistor?

<p>High-pass filtering (A)</p> Signup and view all the answers

What is a key advantage of using the unit decibel (dB) in electrical engineering?

<p>It allows for comparisons of different levels without dealing with large numbers (D)</p> Signup and view all the answers

At very high frequencies, what can be substituted for the reactance of the capacitor in an electrical circuit?

<p>Short-circuit equivalent (D)</p> Signup and view all the answers

At what sound level does damage to the eardrum begin according to the text?

<p>100 dB (D)</p> Signup and view all the answers

What common application of the logarithmic function allows comparison of power, voltage, and other levels without working with large numbers?

<p>Comparing levels of power and voltage (C)</p> Signup and view all the answers

What happens to the output voltage of a resonant electrical circuit at or near maximum response?

<p>It is at or near maximum amplitude (A)</p> Signup and view all the answers

Why is it impossible for current to change instantaneously in an inductive network?

<p>Inductive networks have time-varying magnetic fields (B)</p> Signup and view all the answers

What must a resonant electrical circuit have in addition to inductance to exhibit resonance?

<p>Capacitance (A)</p> Signup and view all the answers

What causes sustained vibrations of very large amplitude in a mechanical system?

<p>Mechanical resonance (C)</p> Signup and view all the answers

What benefit does using logarithms provide when plotting a system's response?

<p>Facilitates plotting over a wider range of values that may be complex (A)</p> Signup and view all the answers

How does the use of decibels help in comparing audio levels more effectively?

<p>By providing a common unit for comparisons (D)</p> Signup and view all the answers

Study Notes

R-C Filters

  • At low frequencies, input voltage is equal to output voltage in an R-C low pass filter.
  • At high frequencies, output voltage is equal to zero in an R-C low pass filter.
  • A high-pass R-C filter can be constructed by reversing the positions of the capacitor and resistor.
  • At very high frequencies, the reactance of the capacitor is very small, and the short-circuit equivalent can be substituted, resulting in Vo = Vi.
  • At f = 0 Hz, the reactance of the capacitor is quite high, and the open-circuit equivalent can be substituted, resulting in Vo = 0V.

Tuning and Resonance

  • The tuning process is the reason for the terminology "tuned circuit".
  • When the response is at or near the maximum, the circuit is said to be in a state of resonance.
  • A resonant electrical circuit must have both inductance and capacitance.
  • Resistance will always be present due to the lack of ideal elements or to control the shape of the resonance curve.
  • Mechanical impulses applied to a mechanical system at the proper frequency will cause the system to enter a state of resonance.

Capacitors

  • The voltage across a capacitor in a dc network is essentially equal to the applied voltage after five time constants of the charging phase.
  • The transient or charging phase of a capacitor has essentially ended after five-time constants.
  • The current of a capacitive dc network is essentially zero amperes after five time constants of the charging phase.
  • During the charging phase, the major change in voltage and current occurs during the first time constant.
  • A capacitor can be replaced by an open-circuit equivalent once the charging phase in a dc network has passed.
  • An ideal capacitor does not dissipate any of the energy supplied to it, storing it in the form of an electric field between the conducting surfaces.

Inductors

  • The inductor takes on the characteristics of an open circuit at the instant the switch is closed.
  • The current cannot change instantaneously in an inductive network.

Superposition Theorem

  • The superposition theorem is one of the most powerful in this field.

Decibel (dB)

  • The unit decibel (dB) is used to define levels of audio, voltage gain, energy, field strength, and so on.
  • The decibel is defined by a logarithmic expression.
  • Normal conversation occurs at about 60 dB, while damage to the eardrum can begin at 100 dB and higher.
  • The use of bel (B) and decibel (dB) is in recognition of Alexander Graham Bell's research and development of electronic devices.

Logarithmic Function Applications

  • The response of a system can be plotted for a range of values that may otherwise be impossible or unwieldy with a linear scale.
  • Levels of power, voltage, and the like can be compared without dealing with very large or very small numbers.
  • A number of systems respond to outside stimuli in a nonlinear logarithmic manner.
  • The response of a cascaded or compound system can be rapidly determined using logarithms if the gain of each stage is known on a logarithmic basis.

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Description

Test your knowledge on the charging phase of a capacitor in a DC network, focusing on the rate of electron transfer, voltage across the capacitor, and current behavior over time constants.

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