in music, wavelength (λ) is pitchphysics.sfsu.edu/~chris/physics121/lectures/l18.pdfdoppler effect...
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In Music, Wavelength (λ) Is Pitch
Low Pitch: Long Waves High Pitch: Short Waves
demo: tin whistle
In light, Wavelength (λ) Is Color
The length of light waves determines their color Red Light: Long Waves (λ=700 nm) Blue Light: Short Waves (λ=400 nm)
(1 nm=10-9 m)
c = λ * f
The Electromagnetic Spectrum
Radio waves: f ranges from 106 Hz to 109 Hz. (1-1000 MHz; λ = 30 centimeters-meters). Lowest-frequency EM waves. Transmit Radio & TV broadcasts & Cell phone, wireless internet, Bluetooth.
Microwaves: f = 109 Hz - 1012 Hz (λ = 1 mm to 30 cm) Cooking, RADAR & telecommunications.
Infrared: f =1012 Hz - 1014 Hz. (λ = 700 nm- 1mm) are felt as heat by humans. Remote controls, night vision
Visible: f=[4.3 - 7.5] x 1014 Hz (λ = 400 nm {violet} - 700nm {red})
Photobooth TVremote
Long Wavelengths:
Video cameras can detect IR light Check it out w/ Skype or Zoom! https://www.youtube.com/watch?v=Fg2P6nHcOWw
Ultraviolet: f= 7.5 x 1014 Hz to 1017 Hz. (λ = 10 nm-400 nm) sunburn, skin cancer. Insects & flowers. “Black light”
X-rays: f=1017 Hz to 1020 Hz. (λ = 0.01 - 10 nm) medical imaging. Imaging crystals.
Gamma rays: highest frequencies:above 1020 Hz. (λ<0.01 nm) Very high energy, produced by nuclear reactions. Can kill living cells & are used to kill cancer cells & harmful bacteria in food.
Short Wavelength:
Our Sun produces mostly “visible” light.
But some animals can detect non-viable light. Eg:
Snakes sense IR, Bees see UV.
Visible Light UV Light
Doppler Effect
Doppler Effect• Since light is a wave, it shows wave phenomena
• The Doppler Effect is a wave phenomenon
• Example: Sound waves are compressed to higher freq. when a car drives toward you. (lower pitch when away)
• The Doppler Effect depends on the relative speed of the observer and emitter. (u)
• The frequency of light we receive from (f’) is:
• u = speed of emitter
• f = original frequency
• +- = toward or away from the observer.
doppler ballhttps://www.youtube.com/watch?v=JX_A99Bq9AI
• Example: Frequencies of light coming from the Andromeda galaxy are found to be 0.1 % higher than normal.
• How fast is Andromeda moving? Is it moving away?
Δf = f’ - f = +- f (u/c)
*detected by comparing a spectral line of Hydrogen seen in Andromeda’s
•NOTE: Doppler effect only measures motion toward or away from the observer.
Doppler Effect causes a change in frequency of waves:
(f’ - f ) / f = + - (u/c)
If we divide by the original frequency, f, we get the fractional change:
A “Doppler Gun” measures speed.
Light is emitted at frequency: fIt is ‘seen’ & reflected by a moving object (car, baseball..) at frequency: f’It returns to the gun at frequency: f’’
EXAMPLE [Ch. 25 #24]: A state highway patrol car unit uses a frequency of 5 x 109 Hz. What frequency difference will the unit detect from a car receding at speed 30.0 m/s?
Another Doppler Application: Spacecraft Communication
https://www.esa.int/ESA_Multimedia/Videos/2014/07/Doppler_effect_-_classroom_demonstration_video_VP05
Since the light is reflected back to the receiver, we must apply the Doppler Effect twice.
Optional topic: Polarized Light (not on exam)
ONE wave of light.
Copyright © 2010 Pearson Education, Inc.
Chapter 26
Geometrical Optics
A rock dropped in a lake makes circular waves, or “fronts”, moving outward.We can draw lines, or “Rays”, perpendicular to these ripples. These Rays show the direction of wave motion.
A small source sends out light rays in all directions.
At a long distance from the source of light, the wave fronts appear as flat planes (not curved)
The rays are straight lines.
Geometric Optics: analyzing light as rays.
(c) C. McCarthy
(c) C. McCarthy
An OBJECT emits light, which strikes a Mirror, smooth water, etc. The rays will reflect parallel to each other.
Looking at these rays, we will see an IMAGE
Goal of Geometric Optics: find the image.
Two Types of Reflection
Figure 26-4B
Most surfaces reflect light diffusely, eg. a piece of paper. (no image)
The eye interprets rays as having had a straight-line path, and sees an image behind the mirror.
Since no actual light exists at this location, the image is said to be
“virtual.”
Images in a Plane Mirror
imageobject
The Angle of Incidence = Angle of Reflection
Note: Angles are measured with respect to the normal to the surface.
An object is a distance do from the mirror.At what distance (di) does the Image Appear? Use the Law of Reflection and some geometry.
Therefore,do = di
Object Image
Full Length Mirrors are not needed. The bottom part is never used.