Ch. 1: Atomic Structure (Complete) Flashcards
CH 1.3
defn: quanta
discrete bundles of energy emitted as electromagnetic radiation from matter
eqn: energy of a quantum
E = hf
h = Planck’s constant = 6.626 x 10 ^ - 34 Js
f = frequency of radiation
eqn: Bohr’s angular momentum of an electron orbiting a hydrogen nucleus
n = principal quantum number
h = Planck’s constant
changes in quantized amounts
when you see a formula on test day, what should you do?
focus on ratios and relationships –> this simplifies our calculations to a conceptual understanding which is usually enough to lead us to the right answer
the MCAT tends to ask how one variable might affect another variable, rather than a plug-and-chug application of complex equations
eqn + what does it tell us conceptually: Bohr’s energy of the electron
R(H) = Rydberg unit of energy = 2.8 x 10 ^ -18 J/electron
changes in quantized amounts
the energy of an electron increases (becomes less negative) the farther out from the nucleus it’s located (increasing n)
what does the negative sign in Bohr’s energy of the electron equation represent?
the electron in any of its quantized states in the atom will have an attractive force toward the proton
defn: orbit
the defined pathway around a proton forming a dense core, around which a single electron revolves
defn: ground state of an atom
the state of lowest energy, all electrons are in the lowest possible orbitals
defn: excited state of an atom
when at least one electron has moved to a subshell of higher than normal energy
are electrons restricted to specific pathways as Bohr positied?
no, but they tend to be localized in certain regions of space
mnemonic: what happens to electrons as they go from a lower to higher energy level?
they get AHED
Absorb light
Higher potential
Excited
Distant from the nucleus
at room temperature, are the majority of atoms in a sample in the ground state or excited state?
ground state
why do electrons return rapidly to ground state and what happens when they do?
WHY: the lifetime of an excited state is brief
WHAT: there is an emission of discrete amounts of energy in the form of photons
the wavelength of the photon is characteristic of the specific energy transition it undergoes
eqn: electromagnetic energy of emitted photons from ground state transition
h = Planck’s constant
c = speed of light in a vacuum
lambda = wavelength of radiation
expln (2): atomic emission spectrum
- emissions from electrons dropping from an excited to ground state are quantized into photons and give rise to fluorescence –> we see the color of the emitted light –> so the spectrum is composed of light at specified frequencies
- each line on the emission spectrum corresponds to a specific electron transition
why does each element have its own unique atomic emission spectrum?
because each element can have its electrons excited to a different set of distinct energy levels
defn: Lyman series, Balmer series, Paschen series
Lyman: the group of hydrogen emission lines corresponding to transitions from energy levels n ≥ 2 to n = 1
Balmer: the group corresp. to transitions from energy levels n ≥ 3 to n = 2
Paschen: the group corresp. to n ≥ 4 to n = 3
defn and concept: the energy of an emitted photon
E = hc/lambda = Rh (1/ni^2 - 1/nf^2)
The energy of the emitted photon corresponds to the difference in energy between the higher-energy initial state and the lower-energy final state
expln (2): absorption spectrum
- When an electron is excited to a higher energy level, it must absorb exactly the right amount of energy to make the transition –> exciting the electrons of a particular element results in energy absorption at specific wavelengths
- wavelengths of absorption correspond exactly to wavelengths of emission bc the energy level difference is the same
identification of elements in what phase of matter requires absorption spectra?
the gas phase
what are the 4 key takeaways of atomic emission and absorption spectra?
- each element has a characteristic set of energy levels
- for electrons to move from a lower energy level to a higher energy level, they must absorb the right amount of energy to do so
- electrons absorb energy in the form of light
- when electrons move from a higher energy level to a lower energy level, they emit the same amount of energy in the form of light
CH 1.1
where are protons found? what is the charge of a proton? what is the mass of a proton?
the nucleus of an atom
1.6 x 10^-19 = e (written as + 1 or +1e)
1 amu (atomic mass unit)
what is the atomic number (Z)?
what is the mass number (A)?
the atomic number of an element is equal to the number of PROTONS found in an atom of that element
the mass number of an element is the sum of protons and neutrons in atom’s nucleus
which of the following is a unique identifier for each element? atomic number or mass number? why?
Atomic number because elements are defined by the number of protons they contain
what is the charge of neutrons? is the mass of neutrons greater than or less than the mass of protons?
neutral (no charge)
mass = slightly larger than that of the proton
for a given element, is the number of protons constant or variable? is the number of neutrons constant or variable?
is atomic number variable or constant? is mass number variable or constant?
PROTONS and ATOMIC NUMBER: constant
NEUTRONS and MASS NUMBER: variable
defn + char(1): isotope
atoms that share the same atomic number but have different mass numbers (same number of protons, different number of neutrons)
generally exhibit similar chemical properties
what is convention for showing the mass number and atomic number of an atom?
char (4): electrons
- move through the space surrounding the nucleus
- associated with varying levels of energy –> move around the nucleus at varying distances, which correspond to varying levels of electrical potential energy
- charge = -1 (also written as - 1 e)
- mass approximately 1/2000 of a proton
what is the implication of the fact that subatomic particles’ masses are so small?
the electrostatic force of attraction between the unlike charges of the proton and electron is far greater than the gravitational force of attraction based on their respective masses
do electrons close to the nucleus have higher or lower energy? what about those further out from the nucleus?
CLOSE to the nucleus: lower energy levels
FAR from the nucleus (in higher electron shells): have higher energy