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barcode reader code in asp.net VTH = 35 V Req = 600 in Software
VTH = 35 V Req = 600 Recognizing QR In None Using Barcode Control SDK for Software Control to generate, create, read, scan barcode image in Software applications. Create Denso QR Bar Code In None Using Barcode maker for Software Control to generate, create QRCode image in Software applications. If the conditions for maximum power transfer exist, determine: a The value of RL b The power developed in RL c The ef ciency of the circuit QR Code JIS X 0510 Scanner In None Using Barcode decoder for Software Control to read, scan read, scan image in Software applications. Paint QR Code ISO/IEC18004 In Visual C#.NET Using Barcode maker for .NET framework Control to generate, create QR Code 2d barcode image in .NET applications. [V0 ,I0 ] QR Code Encoder In Visual Studio .NET Using Barcode encoder for ASP.NET Control to generate, create QR Code image in ASP.NET applications. Create QR In Visual Studio .NET Using Barcode printer for VS .NET Control to generate, create QR Code image in .NET framework applications. 356 A nonideal voltage source can be modeled as an
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I = 00025V 2
Section 5: Nonlinear Circuit Elements 357 Write the node voltage equations in terms of v1 and
v2 for the circuit of Figure P357 The two nonlinear resistors are characterized by ia = ib =
3 2va 3 vb +
Figure P358
10vb
359 The device in the circuit in Figure P359 is a
temperature sensor with the nonlinear iv characteristic shown The remainder of the circuit in
Do not solve the resulting equations
Part I
Circuits
which the device is connected has been reduced to a Th venin equivalent circuit with: e VTH = 24 V Req = 192 R + + V _ S
iD + vD NL
Determine the current through the nonlinear device
i (ma) R eq + VTH
i + N v L D
i D (ma) 1 v (V) (b) 05 vD (V) (b) 10 15 Figure P359
Figure P361
360 The device in the circuit in Figure P360 is an
induction motor with the nonlinear iv characteristic shown Determine the current through and the voltage across the nonlinear device VS = 450 V R=9 362 The resistance of the nonlinear device in the circuit
in Figure P362 is a nonlinear function of pressure The iv characteristic of the device is shown as a family of curves for various pressures Construct the DC load line Plot the voltage across the device as a function of pressure Determine the current through the device when P = 30 psig VS = VTH = 25 V R = Req = 125 R iD + N vD L D
40 i D (a) STALL
+ + _ VS
R + + _ VS
iD N VD L D +
150 vD (V) (b) 30 40 30 25 Figure P360
i D (ma) 361 The nonlinear device in the circuit shown in Figure
P361 has the iv characteristic given VS = VTH = 15 V R = Req = 60
10 10 psig 10 v D (V) (b) 20 30 Determine the voltage across and the current through the nonlinear device
Figure P362
3
Resistive Network Analysis
363 The resistance of the nonlinear device in the
circuits shown in Figure P363 is a nonlinear function of pressure The iv characteristic of the device is shown as a family of curves for various pressures Construct the DC load line and determine the current through the device when P = 40 kPa VS = VTH = 25 V R = Req = 125 R + + _ VS iD + N vD L D
364 The nonlinear device in the circuit shown in Figure
P364 has the iv characteristic: iD = Io evD /VT Io = 10 15 A VT = 26 mV VS = VTH = 15 V R = Req = 60 Determine an expression for the DC load line Then use an iterative technique to determine the voltage across and current through the nonlinear device + + _ VS
30 25 iD + vD NL
30 40 Figure P364
20 i D (ma) 20 10 10 psig 10 v D (V) (b) 20 30 Figure P363
AC Network Analysis
n this chapter we introduce energystorage elements and the analysis of circuits excited by sinusoidal voltages and currents Sinusoidal (or AC) signals constitute the most important class of signals in the analysis of electrical circuits The simplest reason is that virtually all of the electric power used in households and industries comes in the form of sinusoidal voltages and currents The chapter is arranged as follows First, energystorage elements are introduced, and timedependent signal sources and the concepts of average and rootmeansquare (rms) values are discussed Next, we analyze the circuit equations that arise when timedependent signal sources excite circuits containing energystorage elements; in the course of this discussion, it will become apparent that differential equations are needed to describe the dynamic behavior of these circuits The remainder of the chapter is devoted to the development of circuit analysis techniques that greatly simplify the solution of dynamic circuits for the special case of sinusoidal signal excitation; the more general analysis of these circuits will be completed in 5 By the end of the chapter, you should have mastered a number of concepts that will be used routinely in the remainder of the book; these are summarized as follows: De nition of the iv relationship for inductors and capacitors Computation of rms values for periodic waveforms

