Raman Spectroscopy for Chemical Analysis
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Vue d'ensemble
Source: Laboratory of Dr. Ryoichi Ishihara — Delft University of Technology
Raman spectroscopy is a technique for analyzing vibrational and other low frequency modes in a system. In chemistry it is used to identify molecules by their Raman fingerprint. In solid-state physics it is used to characterize materials, and more specifically to investigate their crystal structure or crystallinity. Compared to other techniques for investigating the crystal structure (e.g. transmission electron microscope and x-ray diffraction) Raman micro-spectroscopy is non-destructive, generally requires no sample preparation, and can be performed on small sample volumes.
For performing Raman spectroscopy a monochromatic laser is shone on a sample. If required the sample can be coated by a transparent layer which is not Raman active (e.g., SiO2) or placed in DI water. The electromagnetic radiation (typically in the near infrared, visible, or near ultraviolet range) emitted from the sample is collected, the laser wavelength is filtered out (e.g., by a notch or bandpass filter), and the resulting light is sent through a monochromator (e.g., a grating) to a CCD detector. Using this, the inelastic scattered light, originating from Raman scattering, can be captured and used to construct the Raman spectrum of the sample.
In the case of Raman micro-spectroscopy the light passes through a microscope before reaching the sample, allowing it to be focused on an area as small as 1 µm2. This allows accurate mapping of a sample, or confocal microscopy in order to investigate stacks of layers. Care has to be taken, however, that the small and intense laser spot does not damage the sample.
In this video we will briefly explain the procedure for obtaining a Raman spectra, and an example of a Raman spectrum captured from carbon nanotubes will be given.
Principles
Raman spectroscopy depends on Raman scattering, which is the inelastic scattering of a photon with low frequency modes (e.g. vibrational or rotational modes) in a system of atoms or within molecules. This is in contrast to IR spectroscopy, which depends on the absorption of IR light by low frequency modes in a system. Both techniques provide similar, but complementary, information. However, this does not mean that vibrational features are both Raman and IR 'active', that is, they appear when probed. For molecules, a vibration is Raman active when it causes a change in polarizability, while for IR spectroscopy a vibration is visible when it causes a change in dipole moment. This means that for Raman spectroscopy no permanent dipole moment is required. For molecules with a center of symmetry, both spectroscopic methods are mutual exclusive. Polar bonds generally give a weak Raman signal, while neutral bonds generally are Raman-intense as they involve a large change in polarizability during vibrations. Finally, two draw-backs of IR spectroscopy are that water cannot be used as solvent and sample preparation is more complex. A Raman spectroscope is, however, more expensive.
The emitted photon after scattering has a lower or higher frequency than the incident photon, which is called Stokes and anti-Stokes scattering, respectively. The Stokes and anti-Stokes lines have the same shift in energy, but their magnitude differs depending on for instance the substrate temperature. For molecules the photons interact with the bonds and vibrations in a molecule which are sensitive to the used laser wavelength. This causes the molecule to be exited into a virtual energy state for a short time, after which it inelastically emits a photon. In case of solid-state materials the incoming photon creates and electron-hole pair, which can scatter with a phonon in the crystal lattice. A phonon is a quasiparticle, which describes a collective quantized vibrational motion in a lattice of atoms or molecules in condensed matter. After this scattering event the electron-hole pairs decays and emits a photon with a shifted frequency.
The spectrum of these scattered photons is the Raman spectrum, which shows the intensity of the scattered photons versus the frequency difference (measured in wavenumbers with units cm-1) to the incident photons. Peaks only appear in the Raman spectrum if vibrational modes in the system are sensitive to the laser wavelength used, and their intensity and location can differ between laser wavelengths. Typically, the peaks fall within a range of 500–2,000 cm-1, and higher order peaks can be found around multiples of the wavenumber of the first-order Raman peak. The intensity of the peaks depends on many factors, including the power of the laser, focus, acquisition time and the probability of the scattering to occur. Thus, intensities between spectra cannot be compared directly, and should always be converted into intensity ratio's. The full-width at half maximum (FWHM) of a peak can directly be compared between different measurements.
Procédure
- Turn on the required laser and select the correct optics for the wavelength used. Let the laser warm up to get a stable emission over time.
- Perform the required calibration of the Raman spectroscope. This depends on the instrument, but here an internal Si reference sample is used to calibrate the Raman shift to the known position of the crystalline Si Raman peak. Si is often used as it gives a strong sharp peak at a known position which is insensitive to the laser wavelength. First, the Raman spectrum of the reference sample is obtained using an appropriate exposure energy and time. The wavenumber of obtained spectrum is compared to values from the literature (in the case for Si a strong peak at 520.7±0.5 cm-1 should be observed). In case of a mismatch, the position of the CCD with respect to the monochromator (often a grating) has to be changed. Most commercially available Raman tools include calibration routines to achieve this.
- Place the sample underneath the microscope and focus on the layer which has to be investigated. In general, a close-able dark enclosure is used to remove stray light. Make sure the path of the laser is not obstructed by light absorbing or Raman active layers in order to obtain a clean spectrum. In the literature Raman spectra can be found taken from many materials, which can be used to determine which materials might influence the experiment. If unknown peaks appear beside the peaks known to originate from the sample, they can either by cosmic rays (which are generally only a few wavenumbers wide and very intense), or other layers interfering with the measurement. If the layer is thin compared to the attenuation length of the laser in the material, it is likely that the substrate underneath will also be probed.
- Select the range of wavenumbers which should be scanned by the monochromator. This is highly sample dependent. Generally in the literature the regions at which the interested Raman peaks will appear can be found. For completely unknown samples a wide range (e.g., 100–2,000 cm-1) test scan can be performed. Extended scans will consume more time, though. Select a laser intensity which produces sufficient signal, but which doesn't damage the crystal lattice of the material under investigation (e.g., if amorphous Si is investigated a high intensity laser can crystallize the sample). This can be checked by imaging the same spot twice, if the spectrum changes damage might have occurred. If the signal is too weak the exposure time can be increased.
- Acquire the spectrum of the sample. This is generally done automatically by the instrument while scanning the monochromator and reading the CCD output. No background scans have to be performed if the sample is in a completely dark enclosure, otherwise stray light will influence the measurement.
- Investigate the data using appropriate software and by using the literature. This can include the removal of cosmic rays, which appear as very sharp and intense lines in the spectrum and can generally be completely removed.. Interference with the substrate or contaminants can result in a baseline, which can be removed by fitting a appropriate curve (e.g., linear line or spline) to the regions of the spectrum which are expected to be flat (i.e. do not contain Raman peaks originating from the sample). For some materials the different Raman peaks can appear so close to each-other that peak deconvolution might be necessary, for this check the literature on the material.
Raman spectroscopy exploits the scattering of light to gather molecular information unique to the material under investigation.
When light strikes a molecule, most of the energy is not absorbed, but scatters at the same energy as the incident light. However, a small fraction of scattered radiation appears at energies differing from the incident radiation.
These shifts in energy correspond to vibrational states of molecules and can be used to identify, quantify, and examine the molecular composition of the sample under analysis.
This video will introduce the theory behind this technique, demonstrate a procedure to perform the same in the laboratory, and present some of the ways in which this method is being applied in industries today.
The interaction of radiation with a sample can be thought of as collisions between photons and molecules.
An incoming photon excites the molecule to a short-lived virtual excited state from which it will quickly decay back to its ground state and emit a scattered photon. When there is no exchange in energy taking place, a scattered photon has the same wavelength as the incident photon, and this is called elastic Rayleigh scattering.
Raman scattering represents molecules undergoing vibrational excitation or relaxation as a result of inelastic interaction with photons. If the molecule is raised from a ground state to a virtual excited state and drops back to a higher energy vibrational state, then it has gained energy from the photon. This is also called Stokes scattering.
If a molecule in a higher vibrational energy, gains energy and drops back down to a lower ground state, then the molecule has lost energy to the photon, giving rise to anti-Stokes scattering. At room temperature, the number of molecules in the ground state is higher than those in a higher energy state causing Stokes scattering to be more intense and more commonly examined, than anti-Stokes scattering.
Molecular vibrations and rotations arising from these interactions with incident photons include symmetrical and asymmetrical stretching, scissoring, rocking, wagging, and twisting.
These molecular vibrations are used not only in Raman spectroscopy, but also along side it with other techniques, like infrared spectroscopy. A vibration is "Raman-active", or detectable by Raman spectroscopy, when it causes a change in the polarizability, or the amount of distortion, of its electron cloud. A vibration is infrared-active when it induces a change in its dipole moment.
For example, symmetrical stretches, like expansion in carbon dioxide, cause electrons to move away from nuclei and become easily polarizable but do not change the dipole moment. An asymmetric stretch, on the other hand, results in change in dipole moment, but no change in polarizability. For these reasons, Raman and infrared spectroscopy are treated as complementary methods of chemical analysis.
Raman spectroscopy is performed by shining an intense monochromatic laser on a sample. Radiation emitted from the sample is collected, and the laser wavelength is filtered out. Scattered light is sent through a monochromator to a CCD detector. In Raman micro-spectroscopy, the laser passes through a microscope before reaching the sample, allowing spatial resolution at the micron level.
The Raman spectrum of a sample is a plot of intensity of scattered radiation as a function of shift in wavenumbers from that of incident radiation. Peak shapes and intensities can indicate molecular structure, symmetry, crystal quality, and concentration of material.
Now that you understand the theory behind this method, let's explore a protocol to perform Raman microspectroscopy on a sample.
To begin the procedure, turn on the required laser and select the correct optics for the wavelength used. Give the laser 15 min to warm up before beginning the experiment. In the meantime, turn on the computer and load the instrument software.
Choose the correct wavelength for the laser used. Perform the required calibration of the Raman spectroscope. This can be done using a silicon wafer placed on the microscope stage, but here an internal silicon reference sample is used. The Raman spectrum is obtained using an appropriate exposure energy and time. The silicon should give a strong peak at around 520 wavenumbers.
Once calibrated, place the sample underneath the microscope and focus on the layer of interest. A dark enclosure is used to remove stray light. Make sure the path of the laser is not obstructed by light absorbing or Raman-active layers so as to obtain a clean spectrum.
Select the range of wavenumbers that should be scanned by the monochromator. Select a laser intensity that produces sufficient signal, but doesn't damage the material under investigation. This can be checked by imaging the same spot twice. If the spectrum changes, damage may have occurred.
If the sample is in a completely dark enclosure, a background scan is not needed. Acquire the spectrum of the sample.
Investigate the data using appropriate software and by comparing with available literature. Cosmic rays appear as sharp and intense peaks that must be removed. Laser interference with certain substrates or contaminants can result in a baseline, which is removed by fitting an appropriate curve to the regions of the spectrum that are not expected to contain Raman peaks originating from the sample. For some materials, the different Raman peaks overlap to a degree that peak deconvolution might be necessary.
After these steps are competed, resulting spectra will represent qualitative and quantitative data on species present in the sample.
Here, we'll examine the Raman spectrum of carbon nanotubes, which are very small, hollow single or multi-layered rolls of graphene sheets. The Raman spectrum taken from multi-walled carbon nanotubes using a 514 nm laser is shown here.
Because carbon nanotubes are represented by crystal lattices, their vibrations are represented by collective vibration “modes”. The G-mode peak at 1,582 wavenumbers is related to the sp2 hybridized carbon-carbon bond that can be found in any graphitic material. There is also a prominent D peak 1,350 wavenumbers represents scattering, caused by a disorder in the crystal lattice. The ratio of the intensity of the G and D modes quantifies the structural quality of the nanotube.
Developments in lasers and computer technologies have made the once tedious Raman spectroscopy one of the most widely used techniques for chemical analysis.
Solid Oxide fuel cells, or SOFCs, have the potential to become a major source of low emissions energy in the coming decades. These cells work by electrochemically converting the energy of a fuel and an oxidant, in this case solid oxides, to electricity. There is still some difficulty in characterizing the electrochemical mechanism of the fuel cell materials in situ. However, Raman Spectroscopy is now increasingly being used to map intricate chemical reaction mechanisms at the anode.
Art objects are spectroscopically examined to reveal their age, composition, and to optimize conditions for conservation. The non-destructive nature of Raman microspectroscopy makes it well suited for this purpose. By focusing a laser on the art sample and plotting the intensity of inelastically scattered light, spectra of artists' pigments, binding media, or varnishes can be obtained. Raman spectroscopy is even used to identify falsification of art works.
You've just watched JoVE's introduction to Raman Spectroscopy for Chemical Analysis. You should now understand the principles behind the Raman effect and how it applies to Raman spectroscopy, how to perform your own Raman analysis in the lab, and some of the exciting ways in which it is being applied in industries today.
Thanks for watching!
Résultats
The Raman spectrum taken from multi-walled carbon nanotubes using a 514 nm laser is shown in Figure 1. The linear baseline has been removed and the data has been normalized to the most intense feature around 1,582 cm-1.
Several peaks can be observed, which originate from different crystalline features of the sample. The D-peak at 1,350 cm-1 originates form double resonance elastic phonon scattering with a defect in the crystal lattice. The G-peak (1,582 cm-1) is related to the sp2 hybridized C-C bond and can be found in any graphitic material. This strong peak actually has a shoulder on the right side of the spectrum, which is the D' peak around 1,620 cm-1. This peak is again defect related.
At higher wavenumbers several other peaks can be observed. The G' (or 2D) peak around 2,700 cm-1 is the overtone of the D band, and is caused by two inelastic phonon scattering processes. Because of this it does not need defects and can be found in high crystalline samples. The same is true for the 2D' band around 3,240 cm-1, which is the overtone of the D' band. Finally the D+G around 2,930 cm-1 is the combined overtone of the D and G band.
Figure 1. Raman spectrum of multi-walled carbon nanotubes. The spectrum was obtained using a 514 nm laser, the linear baseline was removed by fitting to the flat areas of the spectrum and the spectrum is normalized to the G-peak.
Applications and Summary
Raman spectroscopy can be applied in a wide range of fields, ranging from (bio)chemistry to solid-state physics. In chemistry, Raman spectroscopy can be used to investigate changes in chemical bonds and identify specific (organic or inorganic) molecules by using their Raman fingerprint. This can be done in either the gas, liquid, or solid-state phase of the material. It has been, for instance, used in medicine to investigate the active components of drugs, and Raman gas analyzers are used for real-time monitoring of respiratory gases during surgery.
In solid-state physics Raman spectroscopy is used to characterize materials and determine their crystal orientation, composition, stress, temperature, and crystallinity. It has been used to identify mineral compositions, and can be used in forensic trace evidence analyses. It is also possible to observe plasmons, and other low frequency excitations of the solid using Raman spectroscopy. Specifically for graphitic materials it has been used to investigate the crystallinity, the diameter of single and double-walled nanotubes, and their chirality. For graphene it can also be used to identify the number of graphene layers.
A big advantage of Raman spectroscopy over other spectroscopic methods is that it typically requires no sample preparation if you can focus on the sample with a microscope, can analyze µm-size samples, requires no contact, and is non-destructive.
Transcription
Raman spectroscopy exploits the scattering of light to gather molecular information unique to the material under investigation.
When light strikes a molecule, most of the energy is not absorbed, but scatters at the same energy as the incident light. However, a small fraction of scattered radiation appears at energies differing from the incident radiation.
These shifts in energy correspond to vibrational states of molecules and can be used to identify, quantify, and examine the molecular composition of the sample under analysis.
This video will introduce the theory behind this technique, demonstrate a procedure to perform the same in the laboratory, and present some of the ways in which this method is being applied in industries today.
The interaction of radiation with a sample can be thought of as collisions between photons and molecules.
An incoming photon excites the molecule to a short-lived virtual excited state from which it will quickly decay back to its ground state and emit a scattered photon. When there is no exchange in energy taking place, a scattered photon has the same wavelength as the incident photon, and this is called elastic Rayleigh scattering.
Raman scattering represents molecules undergoing vibrational excitation or relaxation as a result of inelastic interaction with photons. If the molecule is raised from a ground state to a virtual excited state and drops back to a higher energy vibrational state, then it has gained energy from the photon. This is also called Stokes scattering.
If a molecule in a higher vibrational energy, gains energy and drops back down to a lower ground state, then the molecule has lost energy to the photon, giving rise to anti-Stokes scattering. At room temperature, the number of molecules in the ground state is higher than those in a higher energy state causing Stokes scattering to be more intense and more commonly examined, than anti-Stokes scattering.
Molecular vibrations and rotations arising from these interactions with incident photons include symmetrical and asymmetrical stretching, scissoring, rocking, wagging, and twisting.
These molecular vibrations are used not only in Raman spectroscopy, but also along side it with other techniques, like infrared spectroscopy. A vibration is “Raman-active”, or detectable by Raman spectroscopy, when it causes a change in the polarizability, or the amount of distortion, of its electron cloud. A vibration is infrared-active when it induces a change in its dipole moment.
For example, symmetrical stretches, like expansion in carbon dioxide, cause electrons to move away from nuclei and become easily polarizable but do not change the dipole moment. An asymmetric stretch, on the other hand, results in change in dipole moment, but no change in polarizability. For these reasons, Raman and infrared spectroscopy are treated as complementary methods of chemical analysis.
Raman spectroscopy is performed by shining an intense monochromatic laser on a sample. Radiation emitted from the sample is collected, and the laser wavelength is filtered out. Scattered light is sent through a monochromator to a CCD detector. In Raman micro-spectroscopy, the laser passes through a microscope before reaching the sample, allowing spatial resolution at the micron level.
The Raman spectrum of a sample is a plot of intensity of scattered radiation as a function of shift in wavenumbers from that of incident radiation. Peak shapes and intensities can indicate molecular structure, symmetry, crystal quality, and concentration of material.
Now that you understand the theory behind this method, let’s explore a protocol to perform Raman microspectroscopy on a sample.
To begin the procedure, turn on the required laser and select the correct optics for the wavelength used. Give the laser 15 min to warm up before beginning the experiment. In the meantime, turn on the computer and load the instrument software.
Choose the correct wavelength for the laser used. Perform the required calibration of the Raman spectroscope. This can be done using a silicon wafer placed on the microscope stage, but here an internal silicon reference sample is used. The Raman spectrum is obtained using an appropriate exposure energy and time. The silicon should give a strong peak at around 520 wavenumbers.
Once calibrated, place the sample underneath the microscope and focus on the layer of interest. A dark enclosure is used to remove stray light. Make sure the path of the laser is not obstructed by light absorbing or Raman-active layers so as to obtain a clean spectrum.
Select the range of wavenumbers that should be scanned by the monochromator. Select a laser intensity that produces sufficient signal, but doesn’t damage the material under investigation. This can be checked by imaging the same spot twice. If the spectrum changes, damage may have occurred.
If the sample is in a completely dark enclosure, a background scan is not needed. Acquire the spectrum of the sample.
Investigate the data using appropriate software and by comparing with available literature. Cosmic rays appear as sharp and intense peaks that must be removed. Laser interference with certain substrates or contaminants can result in a baseline, which is removed by fitting an appropriate curve to the regions of the spectrum that are not expected to contain Raman peaks originating from the sample. For some materials, the different Raman peaks overlap to a degree that peak deconvolution might be necessary.
After these steps are competed, resulting spectra will represent qualitative and quantitative data on species present in the sample.
Here, we’ll examine the Raman spectrum of carbon nanotubes, which are very small, hollow single or multi-layered rolls of graphene sheets. The Raman spectrum taken from multi-walled carbon nanotubes using a 514 nm laser is shown here.
Because carbon nanotubes are represented by crystal lattices, their vibrations are represented by collective vibration “modes”. The G-mode peak at 1,582 wavenumbers is related to the sp2 hybridized carbon-carbon bond that can be found in any graphitic material. There is also a prominent D peak 1,350 wavenumbers represents scattering, caused by a disorder in the crystal lattice. The ratio of the intensity of the G and D modes quantifies the structural quality of the nanotube.
Developments in lasers and computer technologies have made the once tedious Raman spectroscopy one of the most widely used techniques for chemical analysis.
Solid Oxide fuel cells, or SOFCs, have the potential to become a major source of low emissions energy in the coming decades. These cells work by electrochemically converting the energy of a fuel and an oxidant, in this case solid oxides, to electricity. There is still some difficulty in characterizing the electrochemical mechanism of the fuel cell materials in situ. However, Raman Spectroscopy is now increasingly being used to map intricate chemical reaction mechanisms at the anode.
Art objects are spectroscopically examined to reveal their age, composition, and to optimize conditions for conservation. The non-destructive nature of Raman microspectroscopy makes it well suited for this purpose. By focusing a laser on the art sample and plotting the intensity of inelastically scattered light, spectra of artists’ pigments, binding media, or varnishes can be obtained. Raman spectroscopy is even used to identify falsification of art works.
You’ve just watched JoVE’s introduction to Raman Spectroscopy for Chemical Analysis. You should now understand the principles behind the Raman effect and how it applies to Raman spectroscopy, how to perform your own Raman analysis in the lab, and some of the exciting ways in which it is being applied in industries today.
Thanks for watching!