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Properties of LightProperties of Light
The Speed of LightThe Speed of Light
Galileo’s Experiment
A
B
c = Round Trip Distance/Total Time
Ole Roemer (1675)Ole Roemer (1675)
Earth
Jupiter
Speed of LightSpeed of Light
From Roemer’s Experiment
c = Diameter of Orbit/Time Delay
Modern Value
c = 299,792.458 km/sec
Speed of LightSpeed of Light
Absolute constant
Nothing travels faster
Relative VelocitiesRelative Velocities
Our physical sense of velocities is relative
How we measure speed depends on how we
are moving and how the object we are
measuring in moving
Vrel = 0
v
v
v v Vrel = 2v
Try it with LightTry it with Light
Sun
½ c
c
Intuition says you get
½ c
Einstein says c
Try it with Light
Sun½ c c
Intuition says you get 1½
c
Einstein says c
Nature of LightNature of Light
Particle?
Newton
Wave?
Christian Huygens in Newton’s day
Thomas Young (1801)
 Light can diffract - must be a wave
 Transverse wave
Types of WavesTypes of Waves
Transverse and Longitudinal
WavelengthWavelength
Electromagnetic SpectrumElectromagnetic Spectrum
Increasing Wavelength
Visible Light
The Visible SpectrumThe Visible Spectrum
400nm 500nm 600nm 700nm
Wavelength means COLOR
FrequencyFrequency
Number of complete events occurring
in a period of time
Waves/second
Examples
Second hand on a clock?
 1 cycle/minute = 1/60 cycle/sec
US Presidential Electons
 1 election/4 years = 1/4 election/year
Frequency and PeriodFrequency and Period
Period =
1
Frequency
Speed, Wavelength, FrequencySpeed, Wavelength, Frequency
c = λ f
Photon EnergyPhoton Energy
Properties of LightProperties of Light
Speed (c)
Nothing travels faster
Absolute constant
Wavelength (λ)
Gamma rays, X-rays, UV, Visible, IR, Radio
In visible wavelength means color
Frequency (f)
Number of complete waves per second
Dispersive
Element
Basic SpectrographBasic Spectrograph
Collimating
Lens
Recording
Device
Slit
Imaging
Lens
Mercury near HorizonMercury near Horizon
The atmosphere can act like a prism
Continuous SpectrumContinuous Spectrum
Source must be HOT and
DENSE
Emisson (Bright Line)Emisson (Bright Line)
SpectrumSpectrum
Source must be HOT
and TENUOUS
Absorption SpectrumAbsorption Spectrum
Types of SpectraTypes of Spectra
Continuous
Emission
Absorption
Rutherford ScatteringRutherford Scattering
ExperimentsExperiments
Atom
He “bullet”
Hydrogen AtomsHydrogen Atoms
Simplest atom
One proton, one electron
Most abundant atom
90% of universe is hydrogen
Planetary ModelPlanetary Model
Force
p
e-
Since electron orbits the proton, a force exists.
Planetary ModelPlanetary Model
p
e-
Acceleration
•Force implies
acceleration
•Accelerating
charges emit
light
•Light carries
energy (E = hf)
Planetary ModelPlanetary Model
p
e-
Electron moves
closer to the
nucleus since it
requires less
energy to be
there.
Planetary ModelPlanetary Model
But the electron is still accelerating
Must still be radiating energy (light)
Must move still closer to the nucleus
Electron will spiral into and collide with
the nucleus (in about 10-8
seconds)
Atoms do not exist!!
Bohr’s HypothesesBohr’s Hypotheses
Stable electron orbits exist where the
electron does not lose energy.
Electrons can be here
or here
but not here
p
Bohr’s HypothesesBohr’s Hypotheses
Transitions can occur between orbits so
long as the electron ends up with the
energy of the new level.
HydrogenHydrogen
E
n
e
r
g
y
2
3
4
5
6563 Å photon
Absorption
HydrogenHydrogen
E
n
e
r
g
y
2
3
4
5
6563 Å photon
Emission
+P+P
22
33
44
656 nm
700 nm700 nm400 nm400 nm
-e-e
HydrogenHydrogen
AtomAtom
11
-e-e
-e-e
55
-e-e
486 nm
434 nm
-e-e
410 nm
Emission andEmission and
Absorption LinesAbsorption Lines
Lines come from electron transitions
Energy change either comes from
(absorption) or is given to (emission)
photon. E
Photon energy ∝ Frequency
 E = hf
Frequency ∝ 1/(Wavelength)
 f = c/λ
Wavelength means COLOR
Hydrogen SpectrumHydrogen Spectrum
E
n
e
r
g
y
1
2
3
4
Lyman (UV)
Balmer (VIS)
Paschen (IR)
Brackett (Far IR)
Aluminum
Oxygen
Argon
Calcium
Carbon
Helium
Hydrogen
Iron
Krypton
Magnesium
Neon
Nitrogen
Sulfur
Sodium
Xenon
Emission & AbsorptionEmission & Absorption
Spectra for any ElementSpectra for any Element
http://jersey.uoregon.edu/vlab/eleme
nts/Elements.html
ReviewReview
End of LightEnd of Light

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Light

Editor's Notes

  1. E  f E = hf
  2. Energy of a Photon (E) E = hf