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Figure 8.1 A circuit used to illustrate the natural response of a parallel RLC circuit.
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Figure 8.2 A circuit used to illustrate the step response of a parallel RLC circuit.
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Figure 8.3 A circuit used to illustrate the natural response of a series RLC circuit.
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Figure 8.4 A circuit used to illustrate the step response of a series RLC circuit.
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TABLE 8.1 Natural Response Parameters of the Parallel RLC Circuit
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Figure 8.5 A circuit used to illustrate the natural response of a parallel RLC circuit.
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Figure 8.6 The circuit for Example 8.2.
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Figure 8.7 The voltage response for Example 8.2.
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Figure 8.8 The circuit for Example 8.4.
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Figure 8.9 The voltage response for Example 8.4.
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Figure 8.10 The voltage response for Example 8.5.
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Figure 8.11 A circuit used to describe the step response of a parallel RLC circuit.
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Figure 8.12 The circuit for Example 8.6.
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Figure 8.13 The current plots for Example 8.9.
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Figure 8.14 A circuit used to illustrate the natural response of a series RLC circuit.
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Figure 8.15 A circuit used to illustrate the step response of a series RLC circuit.
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Figure 8.16 The circuit for Example 8.11.
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Figure 8.17 The circuit for Example 8.12.
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Figure 8.18 Two integrating amplifiers connected in cascade.
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Figure 8.19 The circuit for Example 8.13.
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Figure 8.20 Cascaded integrating amplifiers with feedback resistors.
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Figure 8.21 An LC natural response circuit.
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TABLE 8.2 The Response of a Second-Order Circuit is Overdamped, Underdamped, or Critically Damped
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TABLE In Determining the Natural Response of a Second-Order Circuit, We First Determine Whether it is Over-, Under-, or Critically Damped, and Then We Solve the Appropriate Equations
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TABLE In Determining the Step Response of a Second-Order Circuit, We Apply the Appropriate Equations Depending on the Damping
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Figure P8.11
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Figure P8.65
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