Expt 9 - Problem Solving First-order transient circuits

Expt 9 - Problem Solving First-order transient circuits -...

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ELEC 2110 Experiment 9 1 of 9 EXPERIMENT 9 Problem Solving: First-order Transient Circuits I. Introduction In transient analyses, we determine voltages and currents as functions of time. Typically, the time dependence is demonstrated by plotting the waveforms using time as the independent variable. PSPICE can perform this kind of analysis, called a Transient simulation, in which all voltages and currents are determined over a specified time duration. To facilitate plotting, PSPICE uses what is known as the PROBE utility, which will be described later. As an introduction to transient analysis, let us simulate the circuit in Figure 1, plot the voltage v C (t) and the current i(t). Figure 1. The inductor and capacitor parts are called L and C, respectively, and are in the ANALOG library. The switch, called SW_TCLOSE, is in the EVAL library. There is also a SW_TOPEN part that models an opening switch. After placing and wiring the switch along with the other parts, the Schematics circuit appears as that shown in Figure 2. Figure 2. PSPICE schematic To edit the switch’s attributes, double-click on the switch symbol and the ATTRIBUTES box in Figure 3 will appear. Deselecting the Include Non-changeable Attributes and Include
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ELEC 2110 Experiment 9 2 of 9 System-defined Attributes fields limits the attribute list to those we can edit and is highly recommended. The attribute tClose is the time at which the switch begins to close, and ttran is the time required to complete the closure. Switch attributes Rclosed and Ropen are the switch’s resistance in the closed and open positions, respectively. During simulations, the resistance of the switch changes linearly from Ropen at t = tClose to Rclosed at t = tClose+ttran . When using the SW_TCLOSE and SW_TOPEN parts to simulate ideal switches, care should be taken to ensure that the values for ttran , Rclosed , and Ropen are appropriate for valid simulation results. In this example, we see that the switch and R1 are in series; thus, their resistances add. Using the default values listed in Figure 3, we find that when the switch is closed, the switch
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This note was uploaded on 12/03/2010 for the course EGN EGN3373 taught by Professor Ferekides during the Fall '10 term at University of South Florida.

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Expt 9 - Problem Solving First-order transient circuits -...

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