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PARTICLE PROPERTIES OF WAVES

1. Electromagnetic Waves.

2. Blackbody Radiation.

3. Photoelectric Effect.

4. What is Light?

5. X-Rays.

6. X-ray Diffraction.

7. Compton Effect.

8. Pair Production.

9. Photons and Gravity.

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WHAT IS LIGHT?

Phenomena Can be

explained by wave theory

Can be explained by particle theory

Reflection  

Refraction  

Interference  

Diffraction  

Polarization  

Blackbody

radiation  

Photoelectric

effect  

Which theory are we to believe?  all have experimental proof!!

(3)

WHAT IS LIGHT?

Both

should give the same value for

the intensity!!

Wave model:

The intensity 

E

2

Particle model:

The intensity 

Nh

Probability of finding a photon at a certain place & time depends on

E

2

(4)

WHAT IS LIGHT?

Both

should give the same value for

the intensity!!

Wave model:

The intensity 

E

2

Particle model:

The intensity 

Nh

Probability of finding a photon at a certain place & time depends on

E

2

How can we link these concepts together?

(5)

WHAT IS LIGHT?

Wave model:

Photons travel as waves

Particle model:

Photons absorb and give off energy as a

particle LIGHT HAS A DUAL

CHARACTER!!

How can we link these concepts together?

The wave and quantum

theory complement

each other.

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Remember….

Light has a dual nature..

It is both a wave and a particle…

WHAT IS LIGHT?

(7)

From the photoelectric effect:

It proved that photons of light can transfer energy to electrons.

Is the inverse process also possible??

The inverse photoelectric effect was discovered long before Planck and Einstein!

Roentgen in 1895 found highly

penetrating radiation of unknown nature when fast electrons impinge on matter.

X-Rays

(8)

These X-ray radiation are found to be:

1. Travel in straight lines.

2. Unaffected by electric and magnetic fields.

3. Pass through opaque materials.

4. Cause phosphorescent substances to glow.

5. Expose photographic plates.

6. The faster the electrons the more penetrating the x- rays.

7. The greater the number of electrons, the greater the intensity of the x-ray beam.

X-Rays

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It became clear soon after the discovery of X-rays that they are EM waves.

According to EM theory..

• Accelerated electric charge will radiate EM waves.

• Rapidly moving electrons suddenly brought to rest is certainly accelerated.

Radiation produced under these circumstances is know as Bremsstrahlung (“breaking radiation”).

The greater the energy of an electron and the greater the atomic number of the nuclei it encounters, the more

energetic the bremsstrahlung.

X-Rays

(10)

How can we measure the wavelengths of X-rays?

• From physical optics, the spacing between adjacent lines on a diffraction grating must be of he same order of

magnitude as the wavelength of the light.

• Max von Laue realized that the wavelengths of X-rays are comparable to the spacing between adjacent atoms in

crystals.

• X-ray wavelengths were from 0.01 nm to 10 nm.

• X-ray quanta are 104 times more energetic than visible light.

X-Rays

(11)

How are X-rays generated?

What does the radiation distribution looks like?

X-Rays

(12)

Relative intensity vs. wavelength…

The curves exhibit two features that electromagnetic theory cannot explain!

X-Rays

Tungsten Molybdenum

(13)

Characteristic X-ray…

• Intensity peaks indicate

enhanced production of X-rays at certain wavelengths.

• These peaks occur at specific wavelengths for each target material

• They originate from the

electron structure of the target atoms after being disturbed by the bombarding electrons.

X-Rays

(14)

Continuous X-ray (Bremsstrahlung)…

• Wavelength vary with potential V.

• No wavelength is shorter than a

min.

• Increasing V decreases min.

• Bremsstrahlung is the inverse photoelectric effect.

X-Rays

V

6 min

10 24

.

1 

 

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 Since work functions are only few eV whereas the accelerating

potential in X-ray tubes are ~ 10 - 100 of thousands of Volts, we can ignore the work function.

 The short wavelength limit then corresponds to the entire KE = eV and is entirely given up to a single photon of energy hmax.

X-Rays

min

max

hc

h

Ve  

V Ve

hc 6

min

10 24

.

1 

 

(16)

Example 2.3:

Find the shortest wavelength present in the radiation from an X-ray machine whose accelerating potential is 50,000 V.

X-Rays

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Remember….

X-rays consist of high-energy photos…

X-Rays

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