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Spectroscopy

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Light that is scattered at the same wavelength as the incoming light is called ... excited to high energy levels can decay to lower levels by emitting radiation ... – PowerPoint PPT presentation

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Title: Spectroscopy


1
Spectroscopy
2
Interaction Types
  • When light interacts with an object, we can
    normally see only reflected or transmitted
    radiation. Three phenomena that occur when
    electromagnetic radiation interacts with matter
    can be defined more precisely as
  • Scattering
  • Absorption
  • Emission

3
Scattering
  • When electromagnetic radiation passes through
    matter, most of the radiation continues in its
    original direction but a small fraction is
    scattered in other directions.
  • Light that is scattered at the same wavelength as
    the incoming light is called Rayleigh scattering.
  • Light that is scattered in transparent solids due
    to vibrations (phonons) is called Brillouin
    scattering. Brillouin scattering is typically
    shifted by 0.1 to 1 cm-1 from the incident light.
  • Light that is scattered due to vibrations in
    molecules or optical phonons in solids is called
    Raman scattering. Raman scattered light is
    shifted by as much as 4000 cm-1 from the incident
    light.
  • The sky is blue because fluctuating particles in
    the atmosphere scatter blue light more than red
    light

4
Absorption
  • When atoms or molecules absorb light, the
    incoming energy excites a quantized structure to
    a higher energy level. The type of excitation
    depends on the wavelength of the light.
  • electrons are promoted to higher orbitals by
    ultraviolet or visible light,
  • vibrations are excited by infrared light, and
  • rotations are excited by microwaves.

5
Absorption
  • An absorption spectrum is the absorption of light
    as a function of wavelength. The spectrum of an
    atom or molecule depends on its energy level
    structure, and absorption spectra are useful for
    identifying of compounds.

6
Absorption
  • Measuring the concentration of an absorbing
    species in a sample is accomplished by applying
    the Beer-Lambert Law.
  • Red light absorbed by a piece of glass causes the
    transmitted light to be appear blue.

7
Emission
  • Atoms or molecules that are excited to high
    energy levels can decay to lower levels by
    emitting radiation (emission or luminescence).
  • For atoms excited by a high-temperature energy
    source this light emission is commonly called
    atomic or optical emission (atomic-emission
    spectroscopy), and
  • For atoms excited with light it is called atomic
    fluorescence (atomic-fluorescence spectroscopy)
    or molecular fluorescence (molecular fluorescence
    spectroscopy).
  • For molecules it is called fluorescence if the
    transition is between states of the same spin and
    phosphorescence if the transition occurs between
    states of different spin.
  • The emission intensity of an emitting substance
    is linearly proportional to analyte concentration
    at low concentrations, and is useful for
    quantitating emitting species.
  • A flourescent dye may emit green light after
    absorbing blue

8
Beer-Lambert Law
  • The Beer-Lambert law (or Beer's law) is the
    linear relationship between absorbance and
    concentration of an absorbing species. The
    general Beer-Lambert law is usually written asA
    a(l) b cwhere A is the measured
    absorbance, a(l) is a wavelength-dependent
    absorptivity coefficient, b is the path length,
    and c is the analyte concentration.

9
Instrumentation
  • Experimental measurements are usually made in
    terms of transmittance (T), which is defined
    asT I / Iowhere I is the light intensity
    after it passes through the sample and Io is the
    initial light intensity. The relation between A
    and T isA -log T - log (I / Io).

10
Instrumentation
  • Modern absorption instruments can usually display
    the data as either transmittance,
    -transmittance, or absorbance. An unknown
    concentration of an analyte can be determined by
    measuring the amount of light that a sample
    absorbs and applying Beer's law. If the
    absorptivity coefficient is not known, the
    unknown concentration can be determined using a
    working curve of absorbance versus concentration
    derived from standards.

11
Working Curve
  • A working curve is a plot of the analytical
    signal (the instrument or detector response) as a
    function of analyte concentration. These working
    curves are obtained by measuring the signal from
    a series of standards of known concentration. The
    working curves are then used to determine the
    concentration of an unknown sample, or to
    calibrate the linearity of an analytical
    instrument.

12
Photochemical Interaction
  • Another result of the interaction of
    electromagnetic interaction with matter is
    photochemistry. This is obviously extremely
    important in biology (such as in vision and
    photosynthesis) but this aspect is not dealt with
    here.

13
Spectroscopy
  • The study of the interaction of Electromagnetic
    radiation with matter, excluding chemical effects.

14
Spectroscopic Techniques
  • Irradiation of a sample with some form of
    electromagnetic radiation
  • Measurement of the scattering, absorption, or
    emission in terms of some measured parameters
    (e.g., scattering intensity at some angle q,
    extinction coefficient at a particular
    wavelength, or fluorescent lifetime)

15
Spectroscopic Techniques
  • The interpretation of these measured parameters
    to give useful biological information.
  • This last stage requires some understanding of
    the physical basis of the interaction, whether it
    is scattering by electrons or nuclei, absorption
    by excitation to a higher vibrational level, or
    emission from a triplet state.

16
Information Available From Spect.
  • Detailed study of scattering, absorption, and
    emission yields biological information of various
    kinds. This information can be broadly classified
    as
  • structural,
  • dynamic,
  • energetic,
  • analytical.

17
Information Available From Spect.
  • The information available depends on the
    instrument used to make the measurements.
  • While the eye is exceptionally powerful and
    versatile, instruments such as the microscope or
    the spectrometer can enhance and quantify the
    information discernible.

18
Each technique has different advantages and
disadvantages, both experimentally and in the
interpretation of the measurements.
19
Information Available From Spectroscopy
  • The best techniques for determining structure or
    the coordinates of a biological system are
    microscopy and diffraction.

20
Microscopy
  • Light microscopy is a technique that can give
    structural information directly and
    non-invasively about living systems, but the
    resolution that can be achieved ( 1 mm) is not
    sufficient to study individual molecules.

21
Electron Microscopy
  • Electron microscopy can achieve higher resolution
    ( 2 nm), but the sample must be studied in a
    vacuum and is normally covered with a metallic
    stain, which causes a problem with regard to the
    integrity of the structure determined.

22
Diffraction Studies
  • Diffraction studies of crystals of pure
    macromoleculcs can give structural information to
    the atomic level (0.15 nm), but this technique
    requires crystals, and the structure is no longer
    obtained directly but must be interpreted from an
    observed diffraction pattern.

23
Other Techniques
  • Some techniques that can be used to study
    macromolecular structure in solution include
  • optical activity measurements, which give
    information on secondary structure of proteins
  • fluorescence and nuclear magnetic resonance
    (NMR), which can give information about
    interactions between pairs of centers
  • electron paramagnetic resonance (EPR), and
    resonance Raman, which can "fingerprint" certain
    types of structure around a metal ion or
    chromophore and solution scattering, which can
    give information about the overall shape of a
    molecule in solution.
  • The structural information available from these
    methods is nearly always equivocal, although it
    is often very useful and important because it can
    be obtained in solution and can be combined with
    other information on energetics and dynamics.

24
Dymamic Information
  • Dynamic information about biological systems can
    be obtained in a variety of ways. The best
    methods are those that give information in
    solution.
  • Examples are
  • dynamic light scattering studies of chemotaxis by
    bacteria,
  • fluorescence depolarization studies of the
    rotational diffusion of macromolecules,
  • EPR spin-label studies of lipid fluidity, and
  • studies of the movement of fluorescent labels
    with the fluorescence microscope.

25
Information About Energetics
  • Information about energetics can be obtained by
    studying
  • the influence of environment, such as
    temperature, ligand concentration, pH, and ionic
    strength of the system.
  • The techniques of UV / visible spectroscopy,
    fluorescence, optical activity, and NMR are all
    good for distinguishing between bound and unbound
    forms of a ligand or a macromolecule, different
    ionization states, and different structural forms
    of a macromolecule.

26
Analytical Information
  • The best methods to obtain analytical
    information, by which we mean the identification
    of a particular compound and the determination of
    its concentration, are
  • UV/visible Spectroscopy,
  • NMR, and
  • atomic absorption Spectroscopy (AAS).
  • It should also be noted that different methods
    operate best in different concentration ranges.
    NMR is best for studying changes in the
    millimolar range, while flourescence is used to
    study much lower concentrations ( 1 mM).

27
Properties of EM Radiation
  • Electromagnetic radiation is made up of two wave
    motions perpendicular to each other. One is a
    magnetic (M) wave, the other an electric (E)
    wave. The waves are propagated along the
    z-direction.

Electromagnetic waves are generated by
oscillating electric or magnetic dipoles and are
propagated through a vacuum at the velocity of
light (c). The energies associated with E. and M
are equal, but most optical effects are concerned
with the electric wave, E.
28
Polarization
  • Since the E- and the M-components are always
    perpendicular to each other, it is sufficient, in
    many cases, to consider only the E-component in
    describing the wave.

Directions of the electric vector In polarized
and unpolarized light. In unpolarized light (a),
or partly polarized light (c), the oscillations
take place at all angles perpendicular to the
direction of travel In polarized light (a) they
are restricted to one angle.
29
Degree of Polarization
  • It is convenient to introduce a parameter called
    the degree of polarization (P) to describe
    situations where the radiation is partially
    polarized

30
Degree of Polarization
  • Illustration of (a) how two beams polarized along
    xz and yz, 90phase shifted with respect to each
    other, generate a circularly polarized beam (b)
    when they are superimposed.

31
Frequency, Wavelength, Energy, and Wavenumber
  • u c / l
  • E hu h 6.63 10-34 J.s
  • Expression of the radiation as a frequency (Hz)
    gives results with very large numbers therefore
    it is common to find, particularly for EM
    radiation in the microwave to X-ray range, the
    frequency expressed as a wavenumber (cm-1). The
    wavenumber (u') is defined as the inverse of the
    wavelength in centimeters.

32
EM and Scales
33
What is Matter?
  • There are, two concepts arising from wave
    mechanics that are very important
  • The distribution of a particle in space is given
    by the square of its wave-function. This leads to
    an understanding of orbitals.
  • Energy states are quantized thus any system has
    certain characteristic energy values or levels.

34
What is Matter?
  • An understanding of the properties of matter,
    whether they are describable by wave mechanics or
    not, depends on knowledge about its energy and
    its coordinates in space and time (that is, its
    shape and dynamic properties), it is important to
    realize that the three properties of energy,
    shape, and dynamics are closely interdependent.

35
energy, shape, and dynamics
  • the angle of 105 between the H atoms and the O
    atom of the H20 molecule, which arises because
    this gives an energy minimum to the molecule
  • the folding of a polypeptide chain in solution to
    give a well-defined globular protein, which also
    depends on the energy of the system

36
Brownian Motion
  • Molecules in solution have kinetic energy because
    they undergo Brownian motion, that is, they
    rotate and diffuse laterally (translate). In
    addition, the molecules vibrate because of their
    thermal energy. Thus, dynamic and energetic
    properties are also related.

37
Interparticle Forces and Energies
  • The forces between various particles, such as a
    nucleus and an electron or between molecules,
    often result in a characteristic behavior for the
    energy of the system.
  • If two particles are far apart, there is no
    interaction between them. As the particles
    approach, there may be direct attraction of
    positive and negative charges or there may be a
    change in charge distribution on the particle,
    resulting in a net attraction.

38
Interparticle Forces and Energies
  • The energy of the system decreases until an
    equilibrium value of the distance between the
    particles is reached. As the particles get closer
    than this, they begin to repel each other and the
    energy increases.

39
Interparticle Forces and Energies
  • This sort of behavior is typical of many
    situations. Examples include
  • an electron orbiting a nucleus,
  • the interaction between atoms in the formation of
    chemical bonds and crystals,
  • the interaction between molecules in gases and
    liquids, and
  • the specific binding of a substrate to an enzyme.

40
Energy Levels
  • The energy levels represent the characteristic
    states of the molecule.

41
Energy Levels
  • Although every type of energy is quantized, the
    separation between neighboring translational
    energy levels is so small that for practical
    purposes we can disregard the quantization of the
    translational energy.

42
The Dependence of the Population of Energy Levels
on Temperature
  • The exact distribution will depend on the
    temperature (thermal energy) and on the
    separation between energy levels (DE) in the
    energy ladder. At a given temperature the number
    of molecules in an upper state (hupper) relative
    to the number in a lower stale (hlower) is given
    by Boltzmann distribution law
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