Infrared Spectroscopy
Infrared Spectroscopy is the analysis of infrared
light interacting with a molecule. This can be analyzed in three ways by
measuring absorption, emission and reflection. The main use of this technique
is in organic and inorganic chemistry. It is used by chemists to determine
functional groups in molecules. IR Spectroscopy measures the vibrations of
atoms, and based on this it is possible to determine the functional groups.5Generally,
stronger bonds and light atoms will vibrate at a high stretching frequency
(wave number). TIR spectrometers (Fourier Transform Infrared Spectrometer) are
widely used in organic synthesis, polymer science, petrochemical engineering,
pharmaceutical industry and food analysis. In addition, since FTIR spectrometers
can be hyphenated to chromatography, the mechanism of chemical reactions and
the detection of unstable substances can be investigated with such instruments.
Infrared spectroscopy, an analytical technique
that takes advantage of the vibrational transitions of a molecule, has been of
great significance to scientific researchers in many fields such as protein
characterization, nanoscale semiconductor analysis and space exploration. Infrared
(IR) spectroscopy is one of the most common and widely used spectroscopic
techniques employed mainly by inorganic and organic chemists due to its
usefulness in determining structures of compounds and identifying them.
Chemical compounds have different chemical properties due to the presence of
different functional groups. Infrared spectroscopy is the study of the
interaction of infrared light with matter. The fundamental measurement obtained
in infrared spectroscopy is an infrared spectrum, which is a plot of measured
infrared intensity versus wavelength (or frequency) of light.
This phenomena will focus on infrared (IR)
spectroscopy. The wavelengths found in infrared radiation are a little longer
than those found in visible light. IR spectroscopy is useful for finding out
what kinds of bonds are present in a molecule, and knowing what kinds of bonds
are present is a good start towards knowing what the structure could be.
- Carbon Nitrogen
Bonds
- IR10. More Practice
with IR Spectra
- IR11.
Appendix: IR Table of Organic Compounds
- IR2. Hydrocarbon
Spectra
- IR3. Subtle Points
of IR Spectroscopy
·
The IR spectra of
nitrogen-containing compounds can be messier than the ones you have seen so
far. N-H bends and C-N stretches tend to be broader and weaker than peaks
involving oxygen atoms. However, some peaks in nitrogen compounds are useful.
The problems in this section will guide you through some of these features.
Subtle Points of IR Spectroscopy
Table of contents
Alkanes show two
sets of peaks in the IR spectrum. Alkanes contain two kinds of bonds: C-C bonds
and C-H bonds. However, these two facts are not related. The reasons are
explained through bond polarity and molecular vibrations.
Bond polarity can
play a role in IR spectroscopy.
- nature
rules that only bonds that contain dipoles can absorb infrared light.
- C-C bonds are usually nonpolar and usually do not show up as peaks in the IR spectrum.
- C-H bonds are not very polar and do not give rise to strong peaks in the IR spectrum.
- a whole lot of small C-H peaks can add up together to look like one big peak. This would happen if a molecule contained many C-H bonds (a common situation).
Molecular
vibrations play a major role in IR spectroscopy.
- IR
light interacts with vibrating bonds. When light is absorbed, the bond has
a little more energy and vibrates at a higher frequency.
- a bond does not have an exact, fixed length; it can stretch and compress. This is called a bond stretching vibration.
- Stretching C-H bonds in alkanes absorb light at around 2900 cm-1.
- bond angles can also bend; for instance, the H-C-H bond angle can compress and stretch. This is called a bending vibration.
- Bending H-C-H angles in alkanes absorb light at around 1500 cm-1.
The factors that
govern what bonds (and what vibrations) show up at what frequencies are easily
handled by computational chemistry software. In fact, prediction of absorption
frequencies in IR spectra can be done using 17th century
classical mechanics, specifically Hooke's Law (devised to explain the
vibrational frequencies of springs). Computation is not the focus of this
chapter but it may help you keep track of what kinds of vibrations absorb at
what frequencies.
Hooke's Law states:
- the
vibrational frequency is proportional to the strength of the spring; the
stronger the spring, the higher the frequency.
- the vibrational frequency is inversely proportional to the masses at the ends of the spring; the lighter the weights, the higher the frequency.
IR light is
absorbed if it is in resonance with a vibrating bond; that means the light's
frequency is the same as the frequency of the bond vibration, or else an exact
multiple of it (2x, 3x, 4x...). It's a little like pushing a child on a swing:
unless you are pushing at the same frequency that the swing is swinging, you
will not be able to transfer your energy to the swing.
Hooke's Law in IR
spectroscopy means:
- stronger
bonds absorb at higher frequencies.
- weaker bonds absorb at lower frequencies.
- bonds between lighter atoms absorb at higher frequencies.
- bonds between heavier atoms absorb at lower frequencies.
Remember, there are
two factors here, so you won't be able to make predictions knowing only one
factor. Some strong bonds may not absorb at high frequency because they are
between heavy atoms. The information is presented mostly to help you organize
what bonds absorb at what general frequencies after you have learned about
them.
The reasons
explaining why C-H bending vibrations are at lower frequency than C-H
stretching vibrations are also related to Hooke's Law. An H-C-H bending
vibration involves three atoms, not just two, so the mass involved is greater
than in a C-H stretch. That means lower frequency. Also, it turns out that the
"stiffness" of a bond angle (analogous to the strength of a spring)
is less than the "stiffness" of a bond length; the angle has a little
more latitude to change than does the length. Both factors lead to a lower
bending frequency.
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