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ELECTROMAGNETIC RADIATION
Haitham Alahmad
ELECTROMAGNETIC RADIATION
-Electromagnetic radiation is one of the many types of energy and may appear in the form of visible light, x-ray, infrared radiation or radio wave.
-The SI unit of radiation is electron volte(eV)
- Electromagnetic radiation vary in energy, frequency, and wave length:
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Electromagnetic radiation vary in energy, frequency, and wave length
Electromagnetic radiation vary in energy, frequency, and wave length
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Characteristics of electromagnetic radiation
-Electromagnetic radiation consists of vibrations in electric and magnetic fields, These vibrations:-
- Have no charge
- No mass
- Travel at the speed of light.
- Moves in sinusoidal waves.
- Electromagnetic radiation is described in terms of Velocity (c), Frequency (ƒ), Period (T), Wavelength (λ) and Amplitude
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Velocity (c)
-All electromagnetic radiation in vacuum travels at 3*108 meter per second.
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Frequency (ƒ)
-The frequency (ƒ) of a wave is the number of cycles per second (T).
ƒ = 1/T
The unit of frequency is the hertz (Hz) which equal one cycle per second.
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Period (T):
-It is the time required for one complete cycle.
- A wave with a frequency of 2 cycles per second has a period of 1/2 second
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Wavelength (λ)
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- It is the distance between adjacent peaks of a waves.
- Electromagnetic radiation with shorter wavelengths will have higher energy and frequencies and greater penetration.
- Wavelength is measured in meters, centimeters or millimeters.
Wavelength (λ)
• Electromagnetic wave velocity, frequency, and wavelength are related by:-
C = ƒ λ
C = the speed of light.
ƒ = the frequency.
λ = lambda is the wavelength.
Frequency and wavelength are inversely proportional
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Wavelength (λ)
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Amplitude
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-The amplitude of a wave is the maximum height, or difference from zero (in either direction) of the peaks.
Quantum theory
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- Electromagnetic radiation can act as a wave or a particle. When electromagnetic radiation acts as a particle, that particle is called a photon.
-The energy E of a photon is related to it is frequency by:
E= h ƒ E=h c/λ• h =constant.• C = the speed of light.• ƒ = the frequency.• λ = lambda is the wavelength.
Radiation intensity and the inverse square law
- All electromagnetic radiation travels at the speed of light and diverges from the source at which it is emitted.
- Intensity is energy flow per centimeter square and is measured in watts per centimeter square (W/cm2).
-The intensity of the radiation decreases with an increase in the distance from the source.
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Radiation intensity and the inverse square law
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-This relation known as the inverse square law, because the intensity is inversely proportional to the square of the distance.
I2 / I1 = (d1/d2)2
I2 = intensity at distance d2
I1 = intensity at distance d1
Radiation intensity and the inverse square law
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Thus, the intensity is inversely related to the distance. If distance from x-ray source is doubled the intensity decreases by a factor of 4.
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inverse square law
Thank you for your attention
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