Download presentation
Presentation is loading. Please wait.
Published byGarry Joshua Kelley Modified over 8 years ago
1
Electromagnetic wave GROUP 4 Firdiana Sanjaya (4201414050) Ana Alina (4201414095)
2
O Electromagnetic waves are formed when an electric field (shown as blue arrows) couples with a magnetic field (shown as red arrows). The magnetic and electric fields of an electromagnetic wave are perpendicular to each other and to the direction of the wave. James Clerk Maxwell and Heinrich Hertz are two scientists who studied how electromagnetic waves are formed and how fast they travel.James Clerk Maxwell and Heinrich Hertz
3
Light and other magnetic wave O Light is not the only example of an electromagnetic wave. Other electromagnetic waves include the microwaves you use to heat up leftovers for dinner, and the radio waves that are broadcast from radio stations. An electromagnetic wave can be created by accelerating charges; moving charges back and forth will produce oscillating electric and magnetic fields and travel at the speed of light. O Speed of light in vacuum is: c = 3.00 x 10 8 m/s
4
Creating an electromagnetic wave Focus on these two facts: O an oscillating electric field generates an oscillating magnetic field O an oscillating magnetic field generates an oscillating electric field An electromagnetic wave (such as a radio wave) propagates outwards from the source (an antenna, perhaps) at the speed of light. What this means in practice is that the source has created oscillating electric and magnetic fields, perpendicular to each other, that travel away from the source,meaning that an electromagnetic wave is a transverse wave. The energy of the wave is stored in the electric and magnetic fields.
5
Properties of electromagnetic waves O An electromagnetic wave, although it carries no mass, does carry energy. It also has momentum, and can exert pressure (known as radiation pressure). O The energy carried by an electromagnetic wave is proportional to the frequency of the wave. The wavelength and frequency of the wave are connected via the speed of light:
6
Maxwell’s Equations and Hertz’s Discoveries O In his unified theory of electromagnetism, Maxwell showed that electromagnetic waves are a natural consequence of the fundamental laws expressed in the following four equations O James Clerk Maxwell, who showed that all of electricity and magnetism could be boiled down to four basic equations, also worked out that:
7
Plane Electromagnetic Waves O Using these results, we see that Representation of a sinusoidal, linearly polarized plane electromagnetic wave moving in the positive x direction with velocity c
8
Energy in an electromagnetic wave O The energy in an electromagnetic wave is tied up in the electric and magnetic fields. In general, the energy per unit volume in an electric field is given by: O In a magnetic field, the energy per unit volume is: O An electromagnetic wave has both electric and magnetic fields, so the total energy density associated with an electromagnetic wave is:
9
O It turns out that for an electromagnetic wave, the energy associated with the electric field is equal to the energy associated with the magnetic field, so the energy density can be written in terms of just one or the other: O Generally, it's most useful to use the average power, or average intensity, of the wave. To find the average values, you have to use some average for the electric field E and the magnetic field B. The root mean square averages are used; the relationship between the peak and rms values is:
10
Problem A sinusoidal electromagnetic wave of frequency 40.0 MHz travels in free space in the x direction, as in Figure 34.4. (A) Determine the wavelength and period of the wave.
11
(B) At some point and at some instant, the electric field has its maximum value of 750 N/C and is along the y axis. Calculate the magnitude and direction of the magnetic field at this position and time.
13
The Spectrum of Electromagnetic Waves O The various types of electromagnetic waves are listed in Figure, which shows the electromagnetic spectrum. Remember that all forms of the various types of radiation are produced by the same phenome- O non—accelerating charges
14
O Radio waves whose wavelengths range from more than 104 m to about 0.1 m, are the result of charges accelerating through conducting wires. They are generated by such electronic devices as LC oscillators and are used in radio and television communication systems.
15
O Microwaves have wavelengths ranging from approximately 0.3 m to 10)4 m and are also generated by electronic devices. Because of their short wavelengths, they are well suited for radar systems and for studying the atomic and molecular properties of matter. Microwave ovens are an interesting domestic application of these waves. It has been suggested that solar energy could be harnessed by beaming microwaves to the Earth from a solar collector in space
16
O Infrared waves have wavelengths ranging from approximately 10)3 m to the longest wavelength of visible light, 7 $ 10)7 m. These waves, produced by molecules and room-temperature objects, are readily absorbed by most materials. The infrared (IR) energy absorbed by a substance appears as internal energy because the energy agitates the atoms of the object, increasing their vibrational or translational motion,which results in a temperature increase. Infrared radiation has practical and scientific applications in many areas, including physical therapy, IR photography, and vibrational spectroscopy.
17
O Visible light, the most familiar form of electromagnetic waves, is the part of the electromagnetic spectrum that the human eye can detect. Light is produced by the rearrangement of electrons in atoms and molecules. The various wavelengths of visible light, which correspond to different colors, range from red (* $ 7 $ 10)7 m) to violet (* $ 4 $ 10)7 m). The sensitivity of the human eye is a function of wavelength, being a maximum at a wavelength of about 5.5 $ 10)7 m. With this in mind, why do you suppose tennis balls often have a yellow-green color?
18
O Ultraviolet waves cover wavelengths ranging from approximately 4 $ 10)7 m to 6 $ 10)10 m. The Sun is an important source of ultraviolet (UV) light, which is the main cause of sunburn. Sunscreen lotions are transparent to visible light but absorb most UV light. The higher a sunscreen’s solar protection factor (SPF), the greater the percentage of UV light absorbed. Ultraviolet rays have also been implicated in the formation of cataracts, a clouding of the lens inside the eye.
19
O X-rays have wavelengths in the range from approximately 10)8 m to 10)12 m. The most common source of x-rays is the stopping of high-energy electrons upon bombarding a metal target. X-rays are used as a diagnostic tool in medicine and as a treatment for certain forms of cancer. Because x-rays damage or destroy living tissues and organisms, care must be taken to avoid unnecessary exposure or overexposure. X-rays are also used in the study of crystal structure because x-ray wavelengths are comparable to the atomic separation distances in solids (about 0.1 nm).
20
O Gamma rays are electromagnetic waves emitted by radioactive nuclei (such as 60Co and 137Cs) and during certain nuclear reactions. High-energy gamma rays are a component of cosmic rays that enter the Earth’s atmosphere from space. They have wavelengths ranging from approximately 10)10 m to less than 10)14 m. They are highly penetrating and produce serious damage when absorbed by living tissues. Consequently, those working near such dangerous radiation must be protected with heavily absorbing materials, such as thick layers of lead.
21
Problem O A half-wave antenna works on the principle that the optimum length of the antenna is half the wavelength of the radiation being received. What is the optimum length of a car antenna when it receives a signal of frequency 94.7 MHz?
Similar presentations
© 2024 SlidePlayer.com. Inc.
All rights reserved.