electromagnetic energy

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Electromagn etic Energy Prepared by: Timothy John D. Matoy

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Electromagnetic Energy. Prepared by: Timothy John D. Matoy. First described by ancient Greeks Today, they are known as electromagnetic Energy No mass, no identifiable form They do have electric and magnetic fields that are continuously changing in sinusoidal fashion. Photons. - PowerPoint PPT Presentation

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Page 1: Electromagnetic Energy

Electromagnetic Energy

Prepared by: Timothy John D. Matoy

Page 2: Electromagnetic Energy

First described by ancient Greeks

Today, they are known as electromagnetic Energy

No mass, no identifiable form

They do have electric and magnetic fields that are continuously changing in sinusoidal fashion.

Photons

Page 3: Electromagnetic Energy

A photon is the smallest quantity of any type of electromagnetic energy.

A photon may be pictured as a small bundle of energy, sometimes called quantum.

Photons

Page 4: Electromagnetic Energy

Late in 19th century.

Showed that visible light has both electric and magnetic properties, hence the term electromagnetic energy.

James Clerk Maxwell

Page 5: Electromagnetic Energy

It can travel through empty space.

It travels with the speed of light.

It travels in a wave-like fashion.

Properties of EM Radiation

Page 6: Electromagnetic Energy

The velocity of all electromagnetic radiation is 3 x108 m/s or 186,000 miles per second.

Velocity

Page 7: Electromagnetic Energy

The distance from one crest to another, from one valley to another, or from any point on the sine wave to the next corresponding point.

Wavelength

Page 8: Electromagnetic Energy

Is the number of wavelength that pass a point of observation per second.

Frequency

Page 9: Electromagnetic Energy

V = λf

Velocity = wavelength x frequency

Wave Equation

Page 10: Electromagnetic Energy

C = λf

Speed of light = wavelength x frequency

Electromagnetic Wave Equation

Page 11: Electromagnetic Energy

The highest energy x-ray produced at 120 kVp has a frequency of 2.50 x1019 Hz. What is the wavelength?

Practice problem

Page 12: Electromagnetic Energy

What is the frequency of a certain electromagnetic

wave with a wavelength of 300 cm?

Practice Problem

Page 13: Electromagnetic Energy

The speed of sound in air is approximately 340 m/s. The highest treble tone that the person can hear is about 20 kHz. What is the wavelength of this sound?

Sample problem

Page 14: Electromagnetic Energy

The frequency range of electromagnetic energy extends from approximately 102 to 1024 Hz.

The wavelength are approximately 107 to 10-16 m.

Electromagnetic Spectrum

Page 15: Electromagnetic Energy

Electromagnetic Spectrum

Page 16: Electromagnetic Energy

What your eye detects

Has a wavelength of 4000 to 8000 angstroms

1 angstrom = 1.0 x10-10 m

1 nm = 1.0 x10-9 m = 10 angstrom

Visible light

Page 17: Electromagnetic Energy

Relatively low energy and relatively very long wavelength

Radiofrequency

Page 18: Electromagnetic Energy

Gamma rayX-ray

Ionizing Radiation

Page 19: Electromagnetic Energy

Photons interact with matter most easily when matter is approximately the same size as the photon wavelength.

All radiation with wavelength longer than those of x-radiation interacts primarily as a wave phenomenon.

Wave-Particle Duality

Page 20: Electromagnetic Energy

“X-rays are created with the speed of light (c), and they exist with the velocity (c) or they do not exist at all” – Max Planck

Quantum Theory

Page 21: Electromagnetic Energy

E = hf

Where:E = photon energyh = Planck’s constantf = photon frequency

Planck’s Quantum Equation

Page 22: Electromagnetic Energy

Also known as Planck’s constant (h), has a numeric value of 4.15 x10-15 eVs or 6.63 x10-34 Js.

The Constant of Proportionality

Page 23: Electromagnetic Energy

What is the frequency of a 70 keV x-ray?

Sample problem

Page 24: Electromagnetic Energy

What is the energy of a 960 kHz electromagnetic wave?

Practice Problem

Page 25: Electromagnetic Energy

What is the frequency of a 86 keV x-ray?

Practice Problem

Page 26: Electromagnetic Energy

Law of conservation of matter

Law of conservation of energy

Matter and Energy

Page 27: Electromagnetic Energy

E = mc2

Where:E = energy in joulesm = mass in kgc = velocity of light in m/s

1 Joule = 6.24 x1018 eV

Theory of Relativity

Page 28: Electromagnetic Energy

What is the energy equivalence of an electron (mass = 9.109 x10-31 kg), as measured in joules and electron volts?

Sample problem

Page 29: Electromagnetic Energy

What is the mass equivalence of a 90 keV x-ray?

Practice Problem

Page 30: Electromagnetic Energy

What is the mass equivalence of a 340-nm photon of UV light?

Practice Problem