Browse All Chapters of This Textbook
Chapter 2 - Basic Components And Electric
circuitsChapter 2.1 - Units And ScalesChapter 2.2 - Charge, Current, Voltage, Power,
and EnergyChapter 2.3 - Voltage And Current SourcesChapter 2.4 - Ohm’s LawChapter 3 - Voltage And Current LawsChapter 3.2 - Kirchhoff’s Current LawChapter 3.3 - Kirchhoff’s Voltage LawChapter 3.4 - The Single-loop CircuitChapter 3.5 - The Single-node-pair Circuit
Chapter 3.6 - Series And Parallel Connected SourcesChapter 3.7 - Resistors In Series And ParallelChapter 3.8 - Voltage And Current DivisionChapter 4 - Basic Nodal And Mesh AnalysisChapter 4.1 - Nodal AnalysisChapter 4.2 - The SupernodeChapter 4.3 - Mesh AnalysisChapter 4.4 - The SupermeshChapter 5 - Handy Circuit Analysis
techniquesChapter 5.1 - Linearity And SuperpositionChapter 5.2 - Source TransformationsChapter 5.3 - Thévenin And Norton Equivalent
circuitsChapter 5.4 - Maximum Power TransferChapter 5.5 - Delta-wye ConversionChapter 6 - The Operational AmplifierChapter 6.2 - The Ideal Op AmpChapter 6.3 - Cascaded StagesChapter 6.4 - Feedback, Comparators, And The Instrumentation
amplifierChapter 6.5 - Practical ConsiderationsChapter 7 - Capacitors And InductorsChapter 7.1 - The CapacitorChapter 7.2 - The InductorChapter 7.3 - Inductance And Capacitance CombinationsChapter 7.4 - Linearity And Its ConsequencesChapter 7.5 - Simple Op Amp Circuits With CapacitorsChapter 7.6 - DualityChapter 8 - Basic Rc And Rl CircuitsChapter 8.1 - The Source-free Rc CircuitChapter 8.2 - Properties Of The Exponential ResponseChapter 8.3 - The Source-free Rl CircuitChapter 8.4 - A More General PerspectiveChapter 8.5 - The Unit-step FunctionChapter 8.6 - Driven Rc CircuitsChapter 8.7 - Driven Rl CircuitsChapter 8.8 - Predicting The Response Of Sequentially Switched
circuitsChapter 9 - The Rlc CircuitChapter 9.1 - The Source-free Parallel CircuitChapter 9.2 - The Overdamped Parallel Rlc
circuitChapter 9.3 - Critical DampingChapter 9.4 - The Underdamped Parallel Rlc CircuitChapter 9.5 - The Source-free Series Rlc CircuitChapter 9.6 - The Complete Response Of The Rlc CircuitChapter 9.7 - The Lossless Lc CircuitChapter 10 - Sinusoidal Steady-state AnalysisChapter 10.1 - Characteristics Of SinusoidsChapter 10.2 - Forced Response To Sinusoidal FunctionsChapter 10.3 - The Complex Forcing FunctionChapter 10.4 - The PhasorChapter 10.5 - Impedance And AdmittanceChapter 10.6 - Nodal And Mesh AnalysisChapter 10.7 - Superposition, Source Transformations,
and Thévenin’s TheoremChapter 10.8 - Phasor DiagramsChapter 11 - Ac Circuit Power AnalysisChapter 11.1 - Instantaneous PowerChapter 11.2 - Average PowerChapter 11.3 - Maximum Power TransferChapter 11.4 - Effective Values Of Current And
voltageChapter 11.5 - Apparent Power And Power FactorChapter 11.6 - Complex PowerChapter 12 - Polyphase CircuitsChapter 12.1 - Polyphase SystemsChapter 12.2 - Single-phase Three-wire SystemsChapter 12.3 - Three-phase Y-y ConnectionChapter 12.4 - The Delta (δ) ConnectionChapter 12.5 - Power Measurement In Three-phase
systemsChapter 13 - Magnetically Coupled CircuitsChapter 13.1 - Mutual InductanceChapter 13.2 - Energy ConsiderationsChapter 13.3 - The Linear TransformerChapter 13.4 - The Ideal TransformerChapter 14 - Circuit Analysis In The S-domainChapter 14.1 - Complex FrequencyChapter 14.2 - Definition Of The Laplace TransformChapter 14.3 - Laplace Transforms Of Simple Time FunctionsChapter 14.4 - Inverse Transform TechniquesChapter 14.5 - Basic Theorems For The Laplace TransformChapter 14.6 - The Initial-value And Final-value TheoremsChapter 14.7 - Z(s) And Y(s)Chapter 14.8 - Nodal And Mesh Analysis In The S-domainChapter 14.9 - Additional Circuit Analysis TechniquesChapter 14.10 - Poles, Zeros, And Transfer FunctionsChapter 14.11 - ConvolutionChapter 14.12 - A Technique For Synthesizing The Voltage Ratio
h(s) = Vout/vinChapter 15 - Frequency ResponseChapter 15.1 - Transfer FunctionChapter 15.2 - Bode DiagramsChapter 15.3 - Parallel ResonanceChapter 15.4 - Bandwidth And High-q CircuitsChapter 15.5 - Series ResonanceChapter 15.6 - Other Resonant FormsChapter 15.7 - ScalingChapter 15.8 - Basic Filter DesignChapter 16 - Two-port NetworksChapter 16.1 - One-port NetworksChapter 16.2 - Admittance ParametersChapter 16.3 - Some Equivalent NetworksChapter 16.4 - Impedance ParametersChapter 16.5 - Hybrid ParametersChapter 16.6 - Transmission ParametersChapter 17 - Fourier Circuit AnalysisChapter 17.1 - Trigonometric Form Of The Fourier SeriesChapter 17.2 - The Use Of SymmetryChapter 17.3 - Complete Response To Periodic Forcing FunctionsChapter 17.4 - Complex Form Of The Fourier SeriesChapter 17.5 - Definition Of The Fourier TransformChapter 17.6 - Some Properties Of The Fourier TransformChapter 17.7 - Fourier Transform Pairs For Some
simple Time FunctionsChapter 17.8 - The Fourier Transform Of A General Periodic
time FunctionChapter 17.9 - The System Function And Response
in The Frequency DomainChapter 17.10 - The Physical Significance Of The System FunctionChapter A1.2 - Links And Loop AnalysisChapter A2 - Solution Of Simultaneous
equationsChapter A5.1 - The Complex NumberChapter A5.2 - Euler’s IdentityChapter A5.3 - The Exponential FormChapter A5.4 - The Polar FormChapter A7 - Additional Laplace Transform
theoremsChapter A8 - The Complex Frequency Plane
Sample Solutions for this Textbook
We offer sample solutions for Loose Leaf for Engineering Circuit Analysis Format: Loose-leaf homework problems. See examples below:
Chapter 2, Problem 1EChapter 2, Problem 21EChapter 2, Problem 22EChapter 2, Problem 54EChapter 2, Problem 55EChapter 2, Problem 57EGiven Data: Refer to the Table 2.4 in the textbook. The current flowing in the wire is 1 mA, The...Chapter 3, Problem 1EChapter 3, Problem 23E
Chapter 3, Problem 27EChapter 3, Problem 28EChapter 3, Problem 34EGiven data: Value of trans-conductance gm is 1.2 mS and Value of voltage supply vs is 12cos1000t mV....Chapter 3, Problem 63EChapter 4, Problem 1EChapter 4, Problem 14ECalculation: The circuit diagram is redrawn as shown in Figure 1. Refer to the redrawn Figure 1...Chapter 4, Problem 41ECalculation: The circuit diagram is redrawn as shown in Figure 1, Refer to the redrawn Figure 1,...Chapter 4, Problem 64EChapter 4, Problem 72EChapter 4, Problem 74EChapter 5, Problem 1EChapter 5, Problem 33EChapter 5, Problem 35EGiven Data: The load resistance is 1 kΩ. Formula used: The expression for the power dissipated by...Calculation: The redrawn circuit diagram is given in Figure 1, Refer to Figure 1, Apply Kirchhoff’s...Chapter 5, Problem 62EFormula used: The expression for the equivalent resistor when resistors are connected in series is...Given data: The resistance of the load is 1 Ω. Formula used: The expression for the equivalent...Chapter 6, Problem 1EChapter 6, Problem 23EGiven data: Combine the two circuits by eliminating the 1.5 V source of FIGURE 6.50, Connect the...Chapter 6, Problem 50ECalculation: The redrawn circuit is shown in Figure 1 as follows. Refer to the Figure 1. The...Given data: Value of voltage V2 is 0 V and Value of resistances R1=2R2=1 kΩ, R1=R3, R2=R4, and...Chapter 7, Problem 1EGiven Data: The given expression for the junction capacitance is Ksε0AW, The given expression of...Given data: Value of capacitor is 1 mF. Formula used: Refer to FIGURE 7.44 in the textbook. The...Chapter 7, Problem 29ECalculation: The redrawn circuit is shown in Figure 1. Here, vs is the voltage supply across branch...Given data: Write a general expression to calculate the energy stored in an inductor. w=12Li2(t) (1)...Formula used: Write a general expression to calculate the energy stored in an capacitor. w=12Cv2(t)...Given data: Refer to Figure 7.84 in the textbook. Calculation: The given circuit is redrawn as shown...Chapter 8, Problem 1EFormula used: The expression for the current flowing through the resistor is as follows. iL=v1R3 (1)...Chapter 8, Problem 38EChapter 8, Problem 41EGiven data: The given function is: v(t)=3−u(2−t)−2u(t) V (1) The range of t is −3 ≤t≤ 3....Formula used: The expression for the equivalent resistor when resistors are connected in parallel is...Chapter 8, Problem 76EChapter 8, Problem 77EChapter 9, Problem 1EChapter 9, Problem 13EChapter 9, Problem 15EChapter 9, Problem 16EChapter 9, Problem 20EChapter 9, Problem 26EChapter 9, Problem 62EChapter 10, Problem 1EChapter 10, Problem 29EGiven data: 9∠65° V (1) f=50 Hz Formula used: Consider the Euler’s identity, ejθ=cosθ+jsinθ Consider...Chapter 10, Problem 33EGiven data: f=1 Hz. Formula used: Consider the general expression for inductive impedance. ZL=jωL...Given data: A=−VoVi (1) Zf=Rf Calculation: Rearrange equation (1) as follows. Vi=−VoA Refer to...Chapter 10, Problem 61EGiven data: i1(t)=4cos40t mAi2(t)=4sin30t mA Formula used: Consider the general expression for...Calculation: Refer to the figure given in the question. Consider the expression of instantaneous...Chapter 11, Problem 3EGiven data: The value of current source (I) is 4−j2 A. The value of impedance (Z) is 9 Ω. Formula...Given data: Refer to Figure 11.43 in the textbook for the given circuit. Vff=119∠3° V, rmsZ1=14∠32°...Given data: Refer to Figure 11.45 in the textbook for the given circuit. Vs=200∠0° V rms The...Given data: Refer to Figure 11.47 in the textbook for the given circuit. Vs=240∠45° V rms Formula...Chapter 11, Problem 53EGiven data: The voltage Vec is −9 V. The voltage Veb is −0.65 V. Calculation: The voltage Vcb using...Chapter 12, Problem 11EChapter 12, Problem 17EChapter 12, Problem 18EChapter 12, Problem 39EGiven data: Refer to Figure 13.35 in the textbook for the given circuit. L1=10 mHL2=5 mHM=1 mH i1=0...Chapter 13, Problem 15EChapter 13, Problem 27EGiven data: Refer to Figure 13.64 in the textbook for the given circuit. Formula used: Write the...Chapter 13, Problem 51EChapter 13, Problem 54EChapter 14, Problem 1EGiven data: Consider the Laplace transform function is, F(s)=1s2+9s+20 (1) Formula used: Write the...Given data: Consider the Laplace transform function is, F(s)=1(s+2)2(s+1) (1) Formula used: Write...Given data: The function is given as, G(s)=3s(s2+2)2(s+2) Calculation: The function is simplified...Given data: The required diagram is shown in Figure 1. Calculation: The conversion of mF into F is...Given data: The resistive component of the circuit is of 100 Ω. The capacitive components of the...Given data: The given transfer function is, H(s)=VoutVin=5(s+1) Calculation: The transfer function...Problem design: Synthesize a circuit that will yield the transfer function H(s)=VoutVin=2(s+1)2....Chapter 14, Problem 83EChapter 15, Problem 1EChapter 15, Problem 5EChapter 15, Problem 6EChapter 15, Problem 7EGiven data: Refer to Figure 15.53 in the textbook. The transfer function of the circuit in Figure...Given data: Refer to Figure 15.53 in the textbook. Formula used: Write the expression to calculate...Chapter 15, Problem 58EChapter 16, Problem 2EGiven data: The given diagram is shown in Figure 1. Calculation: The conversion of mH into H is...Chapter 16, Problem 23EChapter 16, Problem 35EGiven data: The angular frequency is ω=108 rad/s. Calculation: The given diagram is shown in Figure...Chapter 16, Problem 54EChapter 16, Problem 59EChapter 17, Problem 1EChapter 17, Problem 8EGiven data: Refer to Figure 17.29 in the textbook. Formula used: Write the general expression for...Chapter 17, Problem 11EGiven data: Refer to Figure 17.4c in the textbook. Formula used: Write the general expression for...Given data: Refer to Figure 17.31 in the textbook. Formula used: Write the general expression for...Given data: The input voltage is, vi(t)=5u(t) V The given diagram is shown in Figure 1. Calculation:...Chapter A1.2, Problem 2PChapter A2, Problem 1PChapter A5.4, Problem 7PGiven data: The given periodic waveform is shown in Figure 1. The time period of this waveform is...Given data: The admittance is, Z(s)=2+5s Calculation: The admittance is given by, Z(s)=2+5s...
More Editions of This Book
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Engineering Circuit Analysis
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ENGINEERING CIRCUIT ANALYSIS-CNCT W/EBK
9th Edition
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ENGINEERING CURCUIT ANALYSIS W/CONNECT
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ENGINEERING CIRCUIT ANALYSIS
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ENGINEERING CIRCUIT ANAL.-AC.>CUSTOM<
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Connect 1 Semester Access Card For Engineering Circuit Analysis
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Loose Leaf for Engineering Circuit Analysis Format: Loose-leaf
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ENGINEERING CIRCUIT...(LL)>CUSTOM PKG.<
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ENGINEERING CIRCUIT ANALYSIS ACCESS >I<
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ENGINEERING CIRCUIT ANALYSIS >LLF< >IB<
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Engineering Circuit Analysis (Looseleaf) - With Connect
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CNCT ENGR CRC ANALY
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Engineering Circuit Analysis
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Loose Leaf Engineering Circuit Analysis
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Engineering Circuit Analysis
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CONNECT FOR ENGINEERING CIRCUIT ANALYSIS
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