PLEASE ANSWERS TO ALL QUESTIONS NEEDED, THANKS
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Problem 13.10(a) |
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| Purpose: This is to help familiarize you with characteristics of electromagnetic waves. | |
Problem: An electromagnetic wave travels in the z direction. The electric field in the wave is given by the expression E(z,t) = E0cos(kz-ωt)y. (Bold letter are vectors.) At z = 0 and t = 0, in what direction does the magnetic field point? |
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Hints: Remember that E crossed into B gives the direction of travel. |
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Enter your answer, then click on Submit.
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Problem 13.10(b) |
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| Purpose: This is to help familiarize you with characteristics of electromagnetic waves. | |
Problem: The electric field in an electromagnetic wave is given by the expression E(z,t) = E0cos(kz-ωt). What is the magnetic field, B(z,t)? Do not enter B(z,t) as a vector. Express your answer in terms of E0, k, z, ω, t, and c. |
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Defined symbols: E0 the magnitude of the electric field k the wavenumber z the position omega the angular frequency t the time The answer is B, the magnetic field B(z,t) |
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Hints: |
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Enter your answer, then click on Submit. B = |
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Problem 13.11(a) |
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| Purpose: This problem deals with basics of electromagnetic waves. | |
Problem with data for try #1: Electromagnetic radiation has a frequency of 2.49×1018 Hz. What is its wavelength? |
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Defined symbols: f the frequency of the electromagnetic wave The answer is lambda, the wavelength in nm (10–9 m) |
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Hints: Range of answers: 0.10 nm to 0.20 nm |
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Enter your answer, then click on Submit. lambda = |
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Problem 13.11(b) |
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| Purpose: This problem deals with basics of electromagnetic waves. | |
Problem: In what part of the electromagnetic spectrum does the wave of part (a) lie? |
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Hints: |
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Enter your answer, then click on Submit.
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Problem 13.12(a) |
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| Purpose: This problem relates to radio waves and tuning circuits. | |
Problem with data for try #1: An FM station broadcasts at a frequency of 100.0 MHz. What is the angular frequency of this signal? |
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Defined symbols: f the frequency of the electromagnetic wave in MHz The answer is omega, the angular frequency of the signal in rad/s |
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Hints: Range of answers: 5.00 × 108 rad/s to 7.00 × 108 |
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Enter your answer, then click on Submit. omega = |
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Problem 13.12(b) |
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| Purpose: This problem relates to radio waves and tuning circuits. | |
Problem with data for try #1: An FM station broadcasts at a frequency of 100.0 MHz. If the tuning circuit employs a 0.300 μH inductor, what capacitance is required? |
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Defined symbols: f the frequency of the electromagnetic wave in MHz L the inductance in μH The answer is C, the capacitance in pF (1 pf = 10–12F) |
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Hints: Recall the condition for resonance in RC circuits Range of answers: 8 pF to 12 pF |
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Enter your answer, then click on Submit. C = |
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Problem 13.13 |
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| Purpose: This is a problem dealing with transmission rates. | |
Problem: An X-ray has a wavelength of 0.120 nm. Approximately how many bits per second (baud) could be transmitted on this wave? |
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Hints: Recall that you can put approximately one bit of information in one cycle of a wave. |
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Enter your answer, then click on Submit.
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Problem 13.14(a) |
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| Purpose: This problem deals with the transmission of polarized light through polarizers. | |
Problem with data for try #1: Polarized light passes through a polarized filter. The angle between the polarizer's direction (the direction of polarization when unpolarized light enters the polarizer) and the direction is 38.0°. What percentage of the incident light's intensity is transmitted? |
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Defined symbols: theta the angle between the polarization direction and the polarizer's direction The answer is Pct, percentage of the incident light transmitted |
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Hints: Remember to convert to radians Range of answers: 50% to 90% |
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Enter your answer, then click on Submit. Pct = |
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Problem 13.14(b) |
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| Purpose: This problem deals with the transmission of polarized light through polarizers. | |
Problem: At sunset you are outside, standing near a store window. You are not directly between the sun and the window. The light you see reflected off the glass is best described by which of the following? |
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Hints: |
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Enter your answer, then click on Submit.
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PLEASE ANSWERS TO ALL QUESTIONS NEEDED, THANKS Problem 13.10(a) Purpose: This is to help familiarize you...
question 7 and 8
Purpose To examine the properties of polarized light and the mathematical relationship describing the intensity of linearly polarized light (Malus'law). In addition, the lab will investigate different ways light can be polarized Overview This lab is the first of three labs exploring the properties of electromagnetic waves. Electromagnetic waves are composed of oscillating electric and magnetic fields. As discussed in the lecture the electric and magnetic field vectors are mutually perpendicular to each other. Light waves...
To understand polarization of light and how to use Malus's law to calculate the intensity of a beam of light after passing through one or more polarizing filters. The two transverse waves shown in the figure(Figure 1) both travel in the +z direction. The waves differ in that the top wave oscillates horizontally and the bottom wave oscillates vertically. The direction of oscillation of a wave is called the polarization of the wave. The upper wave is described as polarized...
Light, radiant heat (infrared radiation), X rays, and radio waves are all examples of traveling electromagnetic waves. Electromagnetic waves comprise combinations of electric and magnetic fields that are mutually compatible in the sense that the changes in one generate the other. The simplest form of a traveling electromagnetic wave is a plane wave. For a wave traveling in the x direction whose electric field is in the y direction, the electric and magnetic fields are given by Ē = E,...
screwed this up on a test. Show me how its done please. dont
skip steps since im stupid and slow
An electromagnetic wave with amplitude Ea and frequency 10 itiz is traveling in the y- direction and is polarized in the z-direction. It propagates through a material with dielectric constant 5 and conductivity 107ohm-cm. a) What is the direction of the magnetic field and what direction does the magnetic field wave propagate? Sare E Answer the following questions using a...
Question Completion Status: QUESTION 19 The momentum density of an electromagnetic wave is defined as pem=E(EXB). The direction of the momentum density denotes the direction of the propagation of an electromagnetic wave. At a particular instant, the electric field associated with an electromagnetic wave propagating in free space is directed along the positive x-axis and the magnetic field is along the positive z-axis, as shown in the figure. B. E What is the direction of propagation for this electromagnetic wave?...
. 3. An electromagnetic plane wave of (angular) frequency w is traveling in the r direc- tion through the vacuum. It is polarized in the y direction, and the amplitude of the electric field is E (a) Write down the electric and magnetic fields, E(r, y, z, t) and B(x, y, z,t). Be sure to define any auxiliaru quantities you introduce, in terms of w, Eo, and the con stants of nature.] (b) This same wave is observed from "other"...
Problem 31.14 - Enhanced - with Hints Part B The magnetic field of an electromagnetic wave in a vacuum is B,-(2.4pT) sin((1.00 x 107)z-wt), where z is in m and t is in s You may want to review ( pages 889-892) What is the wave's frequency? Express your answer to three signiticant tigures and include the appropriate units. Hints For help with math skills, you may want to review Rearrangement of Equations Involving Multiplication and Division f-Value Units Submit...
QUESTION 1 The following six questions are related to this problem: The magnetic field of an electromagnetic wave is given by Bly,t) = (7.10 x 10-5) sin(ky - 3.42 x 10154) Ř where B is measured in Tesla, x in meters, and t in seconds. What is the wavelength of the wave? Enter your answer in nm. The magnetic field of an electromagnetic wave is given by Bly,t) = (7.10 x 10-5) sin(ky – 3.42 x 10154) ☆ where B...
Electromagnetic waves transport energy. This problem shows you which parts of the energy are stored in the electric and magnetic fields, respectively, and also makes a useful connection between the energy density of a plane electromagnetic wave and the Poynting vector. In this problem, we explore the properties of a plane electromagnetic wave traveling at the speed of light c along the x axis through vacuum. Its electric and magnetic field vectors are as follows: E = E, sin (kx...
solve part A,B,C
Constants Part A - Practice Problem: and has a In this example we will calculate the electric and magnetic fields of a carbon dioxide laser. The laser erits a sinusoidal electromagnetic wave that travels in vacuum in the direction. The wavelength is 10.6 um, and the field is along the axis, with a maximum magnitude of 1.5 MV/m. Find the equations for the magnitudes of vectors E and B as functions of time and position. What is...