EBK FUNDAMENTALS OF APPLIED ELECTROMAGN7th EditionULABY Publisher: YUZUISBN: 9780100663657
EBK FUNDAMENTALS OF APPLIED ELECTROMAGN
Solutions for EBK FUNDAMENTALS OF APPLIED ELECTROMAGN
Problem 1P:
A 2 kHz sound wave traveling in the x direction in air was observed to have a differential pressure...Problem 2P:
For the pressure wave described in Example 1-1, plot the following: (a) p(x, t) versus x at t = 0...Problem 3P:
A harmonic wave traveling along a string is generated by an oscillator that completes 180 vibrations...Problem 4P:
A wave traveling along a string is given by y(x,t)=2sin(4t+10x)(cm), where x is the distance along...Problem 5P:
Two waves, y1(t) and y2(t), have identical amplitudes and oscillate at the same frequency, but y2(t)...Problem 6P:
The height of an ocean wave is described by the function y(x,t)=1.5sin(0.5t0.6x)(m). Determine the...Problem 7P:
A wave traveling along a string in the +x direction is given by y1(x, t) = A cos(t x), where x = 0...Problem 9P:
Give expressions for y(x, t) for a sinusoidal wave traveling along a string in the negative x...Problem 10P:
An oscillator that generates a sinusoidal wave on a string completes 20 vibrations in 50 s. The wave...Problem 12P:
Given two waves characterized by y1(t)=3costy2(t)=3sin(t+60) does y2 (t) lead or lag y1(t) and by...Problem 14P:
A certain electromagnetic wave traveling in seawater was observed to have an amplitude of 98.02...Problem 17P:
Complex numbers z1 and z2 are given z1=3j2z2=4+j3 (a) Express z1 and z2 in polar form. (b) Find |z1|...Problem 18P:
Complex numbers z1 and z2 are given by z1=3+j2z2=1j2 Determine (a) z1z2, (b) z1/z2, (c) z12, and (d)...Problem 19P:
If z=2+j4, determine the following quantities in polar form: (a) 1/z (b) z3 (c) |z|2 (d) Im{z} (e)...Problem 20P:
Find complex numbers t=z1+z2 and s=z1z2, both in polar form, for each of the following pairs: (a)...Problem 21P:
Complex numbers z1 and z2 are given by z1=560z2=445. (a) Determine the product z1 z2 in polar form....Problem 22P:
If z=3j5, find the value of ln(z).Problem 23P:
If z = 3 j4. find the value of ez.Problem 25P:
A voltage source given by s(t)=25cos(2103t30)(V) is connected to a series RC load as shown in Fig....Problem 26P:
Find the phasors of the following time functions: (a) (t)=9cos(t/3)(V) (b) (t)=12sin(t+/4)(V) (c)...Problem 27P:
Find the instantaneous time sinusoidal functions corresponding to the following phasors:...Browse All Chapters of This Textbook
Chapter 1 - Introduction: Waves And PhasorsChapter 1.3 - The Nature Of ElectromagnetismChapter 1.4 - Traveling WavesChapter 1.5 - The Electromagnetic SpectrumChapter 1.6 - Review Of Complex NumbersChapter 1.7 - Review Of PhasorsChapter 2 - Transmission LinesChapter 2.2 - Lumped-element ModelChapter 2.4 - Wave Propagation On A Transmission LineChapter 2.6 - The Lossless Transmission Line: General Considerations
Chapter 2.8 - Special Cases Of The Lossless LineChapter 2.9 - Power Flow On A Lossless Transmission LineChapter 2.10 - The Smith ChartChapter 2.11 - Impedance MatchingChapter 2.12 - Transients On Transmission LinesChapter 3 - Vector AnalysisChapter 3.1 - Basic Laws Of Vector AlgebraChapter 3.2 - Orthogonal Coordinate SystemsChapter 3.3 - Transformations Between Coordinate SystemsChapter 3.4 - Gradient Of A Scalar FieldChapter 3.5 - Divergence Of A Vector FieldChapter 3.6 - Curl Of A Vector FieldChapter 3.7 - Laplacian OperatorChapter 4 - ElectrostaticsChapter 4.2 - Charge And Current DistributionsChapter 4.3 - Coulomb’s LawChapter 4.4 - Gauss’s LawChapter 4.5 - Electric Scalar PotentialChapter 4.6 - ConductorsChapter 4.7 - DielectricsChapter 4.8 - Electric Boundary ConditionsChapter 4.9 - CapacitanceChapter 4.10 - Electrostatic Potential EnergyChapter 4.11 - Image MethodChapter 5 - MagnetostaticsChapter 5.1 - Magnetic Forces And TorquesChapter 5.2 - The Biot–savart LawChapter 5.3 - Maxwell’s Magnetostatic EquationsChapter 5.5 - Magnetic Properties Of MaterialsChapter 5.6 - Magnetic Boundary ConditionsChapter 5.7 - InductanceChapter 6 - Maxwell’s Equations For Time-varying FieldsChapter 6.2 - Stationary Loop In A Time-varying Magnetic FieldChapter 6.4 - Moving Conductor In A Static Magnetic Field Tb12 Emf SensorsChapter 6.5 - The Electromagnetic GeneratorChapter 6.7 - Displacement CurrentChapter 6.8 - Boundary Conditions For ElectromagneticsChapter 6.10 - Free-charge Dissipation In A ConductorChapter 6.11 - Electromagnetic PotentialsChapter 7 - Plane-wave PropagationChapter 7.2 - Plane-wave Propagation In Lossless MediaChapter 7.3 - Wave PolarizationChapter 7.4 - Plane-wave Propagation In Lossy MediaChapter 7.5 - Current Flow In A Good ConductorChapter 7.6 - Electromagnetic Power DensityChapter 8 - Wave Reflection And TransmissionChapter 8.1 - Wave Reflection And Transmission At Normal IncidenceChapter 8.2 - Snell’s LawsChapter 8.3 - Fiber OpticsChapter 8.4 - Wave Reflection And Transmission At Oblique Incidence Tb15 LasersChapter 8.8 - Tm Modes In Rectangular WaveguideChapter 8.10 - Propagation VelocitiesChapter 9 - Radiation And AntennasChapter 9.1 - The Hertzian DipoleChapter 9.2 - Antenna Radiation CharacteristicsChapter 9.3 - Half-wave Dipole AntennaChapter 9.5 - Effective Area Of A Receiving AntennaChapter 9.6 - Friis Transmission FormulaChapter 9.8 - Rectangular Aperture With Uniform Aperture DistributionChapter 9.11 - Electronic Scanning Of ArraysChapter 10 - Satellite Communication Systems And Radar SensorsChapter 10.4 - Antenna BeamsChapter 10.8 - Monopulse Radar
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