A | B |
Thomson model of an atom | A ball of positive charge containing a number of electrons (plum pudding: neg elec in lump of pos pro). No explanation of # pro and neu or arrangement. |
Rutherford model of an atom | Most of atom's mass in small, pos charged region : nucleus, rest empty space with electrons surrounding nucleus |
Bohr model of an atom | Electrons travel around nucleus in definite orbits. Electrons have fuxed energy level |
Orbits | concentric paths |
Quantum mechanical model of an atom | No definite shape, no precise orbits for electrons. 90% probability clouds. the modern description of the electrons in atoms |
energy level | the region around the nuclues where the electron is likely to be moving |
Can electrons exist between energy levels? | NO |
Quantum of energy | amount of energy required to move an electron from its present energy level to the next higher energy level |
The higher the electron is placed on the energy ladder..... | the farther away from the nucleus it is |
Are rungs equally spaced on energy ladder? | NO |
How is the probability of finding an electron in a certain area in the QMM? | A fuzzy cloud |
Principal quantum number | the principal energy level: 1,2,3, 4. ALSO number of sublevels within that principal energy level |
Energy sublevels | what electrons occupy: s, p, d, f |
atomic orbitals | the cloud shapes of probability of finding an electron in the QMM |
nodes | in p orbitals, regions close the nucleus where probability is low |
s shape | spherical |
p shape | dumbell |
electron configurations | the ways in which electrons are arranged around the nuclei of atoms |
aufbau principle | electrons enter orbitals of lowest energy first |
Are oribitals within a sublevel always =? | YES |
Pauli exclusion principle | an atomic orbital may describe at most 2 electrons |
Hund's rule | when electrons occupy orbitals of equal energy, one electron enters each orbital until all orbitals contain one electron with spins parallel (2nd added to each so paired spins) |
electromagnetic radiation | includes radio waves, microwaves, visible light, infrared and ultraviolet light, xrays, gamma rays |
amplitude | (of a wavelength) height of wave from origin to crest |
wavelength | distance between crests |
frequency | in a travelling wave, the number of wave cycles to pass a given point per unit of time |
spectrum | when sunlight passes through a prism, light separates into a SPECTRUM of color |
differences between visible light | red: longest wavelength, lowest frequency, blue: shortest wavelegth, greatest frequency |
How does every element emit light if it is heated by passing electricity? | it absorbes energy, then loses it which emits as light |
atom emission spectrum | (of an element) is given by passing the light emitted by an element through a prism (consists of relatively few lines) |
What does each line of the atom emission spectrum correspond to? | one exact freqyency of light being given off, or one exact amt of energy being emitted |
Is the emission spectrum of each element unique to the element, or does it repeat? | Unique |
Energy to Frequency relationship: directly or inversely proportional? | directly |
photons | light quanta |
photoelectric effect | electrons called photoelectrons are ejected by metals when light shines on them |
Photoelectric effect will only occur when? | When the frequency of light is above that of the threshold of energy |
increase energy of photon in photoelectic effect | increase speed of electron |
increase intensity of photon in photoelectric effect | increase number of photons striking metal |
lyman series | lines at ultraviolet end (from higher to n = 1) |
balmer series | lines in visible spectrum (from higher to n = 2) |
paschen series | lines in infrared spectrum (from higher to n = 3) |
How is energy absorbed or emitted? | In packages, quanta |
How does light behave? | in Particles AND waves |
de Broglie's equation | predicts that all matter exhibits wavelike motions |
quantam mechanics | describes motions of subatomic particles and atoms as waves, and lose or gain energy in quanta |
Heisenberg uncertainty principle | states that it is impossible to know exactly both velocity and position of a particle at the same time |