First Midterm Deck Flashcards
Explain the basics of waves, including travelling waves and standing waves?
(6.1)
- All waves have: peak, troughs, wavelength and amplitude
- Wavelength is the distance between successive waves, frequency is the number of waves passing a given point
- standing waves are fixed at both ends (have only integer # of half-wavelengths
Describe the wave nature of light? Use appropriate equations to calculate related light-properties such as frequency, wavelength and energy?
(6.1)
- Electromagnetic radiation= self-propagating transverse waves
- refer to back of book for formulas
- two waves added together= constructive interference, two opposite waves added together is destructive interference
Distinguish between line and continuous emission spectra?
6.1
Line spectra: light emitted from excited gaseous elements
Continuous spectra: radiation from white light (ex. lightbulb) separated into different components
Describe the particle nature of light?
6.2
Einstein proposed this, light could have photons
Photoelectric effect such that photons go in and electrons come out (packets of quantum energy)
Describe the Bohr model of the hydrogen atom
6.2
A nucleus of protons and neutrons being circled by an electron in a specific energy shell (n=1)
-a ground state= the lowest energy state
Use the Rydberg equation to calculate energies of light emitted or absorbed by hydrogen atoms
(6.2)
Refer to page 12 in handbook.
Must memorize the equation where R=1.097e7 m^-1, nf
What are the three postulates of Bohr’s model?
6.2
1) only orbits of specific radii are permitted for electrons in an atom
2) An electron in a permitted orbit has a specific energy
3) Energy is only emitted or absorbed by an electron as it moves from one allowed state to another
What is photoemission?
6.2
- energy is quantized so photoemission occurs as electron moves from a higher orbit to a lower orbit (light released in line spectra)
Extend the concept of wave-particle duality that was observed in electromagnetic radiation to matter as well (6.3)
Louis de Broglie said that the characteristic wavelength or of any other particle depends on mass and velocity
lambda=h/mv
Matter waves: applicable to all but not realistic to ordinary sized objects.
Understand general idea of the quantum mechanical description of electrons in an atom and what defines the distribution of probability to find an electron in a particular part of space
(6.3)
Uncertainty Principle:
Heinsenberg: cannot determine the exact position, direction of motion and speed simultaneously (dual nature of matter limits understanding, the more you know of one the less of others)
List traits of the four quantum numbers that form the basis for completely specifying the state of an electron in an atom
(6.3)
- orbital (wavefunctions) describes probability density (electron)
- principle energy number (n)
-angular quantum number (l) - magnetic quantum number (ml)
- electron spin (ms)
((atomic orbital region is where an electron most likely lives)
Describe the traits of the four quantum numbers
6.3
-Principle quantum number (n): specifies electron shell
- Angular quantum number (l): subshell, shape of orbital
l=0=s, 1=p, 2=d, 3=f
-Magnetic quantum number (ml): orientation of orbital -l
Derive the predicted ground-state electron configurations
6.4
-electrons fill orbitals in increasing energy s<p></p>
Identify and explain two exceptions to the predicted electron configurations for the atoms and ions
(6.4)
Cr: [Ar] 3d^5 4s^1 NOT [Ar] 3d^9 4s^2
Cu: [Ar] 3d^10 4s^1 NOT [Ar] 3d^9 4s^2
- due to special stability of half-filled and filled sub configurations
Explain in detail the Aufbau principle
6.4
- lower energy orbitals fill with electrons first
- any orbital can hold up to two electrons
- if 2+ degenerate orbitals are available one electron goes into each until they are filled
- particularly stable configuration is one where set of p or d orbitals is either filled or half filled