Quantum physics Flashcards
The energy, E of a photon is equal to
hf or hc/lambda, c being the speed of light and h being planck’s constant
What is planck’s constant?
6.63 times ten to the negative 34
What is the speed of light?
3 times ten to the 8
What is an electron volt defined as?
energy transferred when an electron travels through a potential difference of one volt
An electron volt is equal to
1.6 times ten to the negative 19
The photoelectric effect
When EM radiation is shone on to a metal, electrons are released from the surface of the metal, the emission occurs almost instantly
What is the work function of a metal?
the minimum energy required to free an electron from the surface of the metal, each photon must have energy as great as the work function to release an electron
What is the threshold frequency?
Minimum frequency required to free electrons from the surface of the metal. UV light has a greater threshold frequency than visible light which is why it produces the photoelectric effect and the latter doesn’t
What is the photoelectric equation?
hf= work function plus KEmaxx
What is KEmax?
The maximum amount of kinetic energy of the released electron
Why is kinetic energy a maximum?
Some electrons may be closer to the nucleus requiring more energy than the work function amount to be released
What happens when the incident radiation has frequency below the threshold frequency?
No electrons will be released regardless of the intensity of the radiation
What happens when the incident radiation has a frequency above the threshold frequency?
Electrons will be released and increasing the intensity of the radiation will increase the rate of electron emission. because the the increase in intensity increases the number of photons available to interact with electrons
What is the only way to increase the Kinetic energy of the electrons
Increase the frequency of radiation above the threshold frequency so there is more energy left over to turn into kinetic energy
What does De Broglie say?
All matter can exhibit both wave and particle properties and that the wavelength associated with a particle is inversely proportional to its momentum, wave-particle duality