Wave particle duality Flashcards
What is Huygen’s Wave theory?
believed that light travelled as wave
- developed Huygen’s principle
- it explains reflection, refraction, diffraction
BUT since no evidence of diffraction -> doubt abt his theory
What is Huygen’s principle?
- Every point on a wavefront is itself a source of secondary wavelets.
- Each wavelet will spread out as a new wave at a point source.
- A new wavefront propagates as a tangent to the old wavefront.
According to Huygen what is the relationship bet new and old wavefronts?
new wavefront is tangential
What was Newton’s theory?
corpuscular theory of light
believed that light was made of small particles called corpuscles.
His theory relied heavily on his widely accepted theories of motion.
Whose theory was more preferred by scientific community?
Newton’s theory was more intuitive.
Newton had an established reputation.
What was Newton’s evidence for corpuscular theory of light?
believed his theory because light seemed to always travel in straight lines.
relied lot on his theories of motion
What did Newton’s corpuscular theory explain?
explained reflection as particle bouncing from surface.
explained refraction by saying that particles travel faster in a medium of higher density.
What effect did YDSE have?
provided evidence to support Huygen’s wave theory as showed that light could behave as a wave
BUT Huygen’s theory was still not accepted, due to Newton’s reputation
After a decade, Young formalised that light was transverse wave to explains these properties, & scientific community began to agree.
What is YDSE?
Young performed an experiment where he shone two coherent light sources through two slits.
An interference pattern was shown on the screen behind the slits, which suggested that the light was interfering.
What did Young discover decade after DSE?
discovered that light is a transverse wave, which explains diffraction
What was Fizeau’s experiment? CHECK
set up an experiment using a rotating cog + beam of light to measure speed of light.
shone a beam of light through gap bet 2 teeth of cog.
beam reflected back from a mirror, & back through a gap in the cog.
He adjusted speed of cog until reflected light was blocked completely by a tooth.
He could then use rotational frequency & distance that light had travelled to calculate speed of light.
What was Maxwell’s theory?
predicted that electromagnetic waves existed, and also predicted their speed.
He believed that the speed of electromagnetic waves in a vacuum was:
check eqn.
c = 3 × 108 ms-1
How did Fizeau and Maxwell link?
Fizeau’s observed speed of light was very close to Maxwell’s estimation.
This was evidence that light was an electromagnetic wave.
How did Fizeau calc speed of light?
Used rotational f & distance light had travelled
What did Hertz discover 1887?
discovered radio waves
How did Hertz measure the speed of radio waves?
set up radio wave detectors at regular intervals, & managed to construct a stationary radio wave.
measured wavelength, & by using a fixed resonant frequency measured speed using:
v = fλ
The speed lined up with Maxwell’s prediction, and provided evidence that radio waves were another type of electromagnetic wave.
How did Hertz know radiowaves were EM?
using an induction coil, showed that sparks could cross a gap of air - found these waves could induce a pd & so had a magnetic component
Hertz’s method
set radio wave at fixed resonant f and then into stationary wave
measure wavelength then use eqn for speed
What is black body?
- object which absorbs + emits 100% of radiation incident upon it.
- have a very specific emission spectrum.
What is the ultraviolet catastrophe?
Wave theory could not explain all of the intensity - wavelength graph for black bodies.
Wave theory predicted that power output would continue to rise as wavelength approached 0.
The observation was that power output curved back towards zero.
What was made in order to overcome ultraviolet catastrophe?
Einstein’s photon model of light
Max Planck suggested EM waves might only be emitted in quanta.
Einstein further suggested that EM waves can only exist in quanta, called photons.
The photon model was able to explain photoelectric effect + ultraviolet catastrophe.
What properties of light show that it behaves like a wave?
produce interference patterns
can be diffracted