Chem 112b- Spectroscopy and Analytical Chemistry Flashcards
what can spectroscopy determine?
the arrangement of atoms, bond lengths, angles and strengths
what real world procedure can be accomplished due to spectroscopy?
MRI uses same technology as NMR, the technology can be used in imaging, PET scans and X-rays.
what is spectroscopy in terms of radiation?
the study of the interaction of EM radiation with matter
what is electromagnetic radiation?
a form of energy consisting of oscillating electric and magnetic fields, which are orthogonal to each other and the direction of travel.
Low frequency= long wavelength for example, microwaves and radio waves. High frequency= short wavelength for example, gamma and x-rays.
what is the equation relating speed of light, wavelength and frequency?
c (speed of light) = wavelength (λ) x frequency (v)
c= m/s, wavelength = m, frequency = Hz (s^-1)
draw out the order of the electromagnetic spectrum, with approximate wavelengths relating to each unit
which colour of visible light displays the lowest energy and which one displays the highest (relate them to frequency + wavelength)
red light is lowest energy therefore lowest frequency and highest wavelength
violet light is highest energy, therefore highest frequency and lowest wavelength
what does a monochromatic wave mean?
single wave, all photons have identical energy
order electronic transitions, vibrational transitions, electron spin, rotational transitions, and nuclear spin in order of highest to lowest energy and for each give the radiation type associated with them
- electronic: UV and visible
- vibrational: infrared
- rotational: microwave
- electron spin: microwave
- nuclear spin: radiowave
describe what wave-particle duality is
while we say EM radiation is a wave, there are other situations where it is better described as a particle. Planck proposed that EM radiation can only be transferred in discrete packets or ‘quanta’ of energy called photons.
this is known as wave-particle duality- EM radiation is a wave (light shadows) and also a particle (photoelectric effect)
how can you calculate energy of a photon from its frequency and wavelength?
E = freq. x wavelength = (freq. x c) / wavelength
we can think of a ray of light as a stream of photons with the energy related to the frequency, and the intensity related to the number of photons.
Brighter light is not more energy but simply more photons.
why is energy sometimes referred to as eV?
electron volt- energy relevant to charge on electron
describe emission and absorption spectrums
atomic absorption and emission spectra are ‘line spectra’ and demonstrate the quantisation of energy.
only specific wavelengths of light are absorbed or emitted as electrons move between energy levels- only certain electronic energies are allowed
if a unit was in grams, how much would you have to multiply it to get to: kilograms (kg), megagrams (Mg), gigagrams (Gg), and teragrams (Tg)?
kilo: x10^3
mega: x10^6
giga: x10^9
tera: x10^12
if a unit was in litres, how much would you have to multiply it to get to:
deci, centi, milli, micro, nano, angstrom, pico and femtolitres?
deci: x10^-1
centi: x10^-2
milli: x10^-3
micro: x10^-6
nano: x10^-9
angstrom: x10^-10
pico: x10^-12
femto: x10^15
what is the equation for energy relating freq., c and wavenumber?
E= freq. x c x wavenumber (v with a squiggle above it)
describe what transitions between energy levels are
an atom or molecule can absorb a photon of EM radiation and be raised from one energy level to another. this only happens if the photon energy corresponds to the exact energy difference between the 2 energy levels (E=hv).
Different types of molecular transition involve different energy gaps, therefore absorbing different parts of the EM spectrum.
draw a diagram showing how electron, vibrational and rotational energy levels relate
what does (delta) E mean?
energy between translational levels
why do electrons move faster than nuclei?
they’re lighter
describe the born-oppenheimer approximation
a molecule will possess different forms of internal energy- translational, rotational, vibrational and electronic energies, which are ALL QUANTISED.
because atoms and molecules exhibit wave-particle duality, we can solve the Schrodinger equation which links the wave functions that describes the molecule to its energy (E).
however, electrons move faster than. nuclei so an electronic transitions occurs within fixed nuclei. vibrations in bonds occur on a shorter timescale than rotations, which is in turn shorter than translations.
Hence, the Born-Oppenheimer approximation allows us to treat each form of energy independently:
Total energy: electronic + via + rot + trans
how does wave-particle duality give rise to quantisation of molecular energy?
for rotational, vibrational and electronic transitions, the differences between the energy levels are such that we can observe the transitions and they give rise to spectra.
while these transitions occur in different regions of the EM spectrum, you can have simultaneous transitions (e.g. via fine structure can be seen in UV-vis spectra sometimes).
translation is also quantised, however the energy gaps are so small that this is essentially a continuum
what is the basic feature of all forms of spectroscopy in terms of how the sample is prepared and how a result is gathered?
the sample is irradiated with EM radiation and the energy gradually changed. whenever the energy exactly corresponds to the difference between 2 energy levels, radiation may be absorbed (E=hv).
Lowest energy state= ground state, higher one= excited state.
which 2 ways can a spectrum obtained from absorption spectroscopy be displayed?
either an absorption spectrum (like UV-vis
0 or a transmission spectrum (like IR).
an alternative form of spectroscopy is emission spec, where radiation is emitted when a species in an excited state falls back down to the ground state- this is how NMR is produced.