Details of signal generation and optimization, measurement, data acquisition, and data handling for a femtosecond time-resolved near-IR stimulated Raman spectrometer are described. A near infrared stimulated Raman study on the excited-state dynamics of β-carotene in toluene is shown as a representative application.
Femtosecond time-resolved stimulated Raman spectroscopy is a promising method of observing the structural dynamics of short-lived transients with near infrared (near-IR) transitions, because it can overcome the low sensitivity of spontaneous Raman spectrometers in the near-IR region. Here, we describe technical details of a femtosecond time-resolved near-IR multiplex stimulated Raman spectrometer that we have recently developed. A description of signal generation and optimization, measurement, data acquisition, and calibration and correction of recorded data is provided as well. We present an application of our spectrometer to analyze the excited-state dynamics of β-carotene in toluene solution. A C=C stretch band of β-carotene in the second lowest excited singlet (S2) state and the lowest excited singlet (S1) state is clearly observed in the recorded time-resolved stimulated Raman spectra. The femtosecond time-resolved near-IR stimulated Raman spectrometer is applicable to the structural dynamics of π-conjugate systems from simple molecules to complex materials.
Raman spectroscopy is a powerful and versatile tool for investigating the structures of molecules in a wide variety of samples from simple gases, liquids, and solids to functional materials and biological systems. Raman scattering is significantly enhanced when the photon energy of the excitation light coincides with the electronic transition energy of a molecule. The resonance Raman effect enables us to selectively observe the Raman spectrum of a species in a sample composed of many kinds of molecules. Near-IR electronic transitions are drawing a lot of attention as a probe for investigating the excited-state dynamics of molecules with large π-conjugated structures. The energy and lifetime of the lowest excited singlet state have been determined for several carotenoids, which have a long one-dimensional polyene chain1,2,3. The dynamics of neutral and charged excitations have been extensively investigated for various photoconductive polymers in films4,5,6,7, nanoparticles8, and solutions9,10,11. Detailed information on the structures of the transients will be obtainable if time-resolved near-IR Raman spectroscopy is applied to these systems. Only a few studies, however, have been reported on time-resolved near-IR Raman spectroscopy12,13,14,15,16, because the sensitivity of near-IR Raman spectrometers is extremely low. The low sensitivity principally originates from the low probability of near-IR Raman scattering. The probability of spontaneous Raman scattering is proportional to ωiωs3, where ωi and ωs are the frequencies of the excitation light and the Raman scattering light, respectively. In addition, commercially available near-IR detectors have much lower sensitivity than CCD detectors functioning in the UV and visible regions.
Femtosecond time-resolved stimulated Raman spectroscopy has emerged as a new method of observing time-dependent changes of Raman active vibrational bands beyond the apparent Fourier-transform limit of a laser pulse17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33. Stimulated Raman scattering is generated by irradiation of two laser pulses: the Raman pump and probe pulses. Here it is assumed that the Raman pump pulse has a larger frequency than the probe pulse. When the difference between the frequencies of the Raman pump and probe pulses coincides with the frequency of a Raman active molecular vibration, the vibration is coherently excited for a large number of molecules in the irradiated volume. Nonlinear polarization induced by the coherent molecular vibration enhances the electric field of the probe pulse. This technique is particularly powerful for near-IR Raman spectroscopy, because stimulated Raman scattering can solve the problem of the sensitivity of time-resolved near-IR spontaneous Raman spectrometers. Stimulated Raman scattering is detected as intensity changes of the probe pulse. Even if a near-IR detector has a low sensitivity, stimulated Raman scattering will be detected when the probe intensity is sufficiently increased. The probability of stimulated Raman scattering is proportional to ωRPωSRS, where ωRP and ωSRS are the frequencies of the Raman pump pulse and stimulated Raman scattering, respectively20. The frequencies for stimulated Raman scattering, ωRP and ωSRS, are equivalent to ωi and ωs for spontaneous Raman scattering, respectively. We have recently developed a femtosecond time-resolved near-IR Raman spectrometer using stimulated Raman scattering for investigating the structures and dynamics of short-lived transients photogenerated in π-conjugate systems2,3,7,10. In this article, we present the technical details of our femtosecond time-resolved near-IR multiplex stimulated Raman spectrometer. Optical alignment, acquisition of time-resolved stimulated Raman spectra, and calibration and correction of recorded spectra are described. The excited-state dynamics of β-carotene in toluene solution is studied as a representative application of the spectrometer.
1. Startup of electric devices
2. Optical alignment of spectrometer
3. Software operation
4. Optimization of probe spectrum
5. Measurement of stationary stimulated Raman spectra
6. Measurement of time-resolved absorption spectra
7. Measurement of time-resolved stimulated Raman spectra
8. Raman shift calibration
Femtosecond time-resolved near-IR stimulated Raman spectroscopy was applied to β-carotene in toluene solution. The concentration of the sample was 1 x 10-4 mol dm-3. The sample was photoexcited by the actinic pump pulse at 480 nm with a pulse energy of 1 μJ. Time-resolved stimulated Raman spectra of β-carotene in toluene are shown in Figure 2A. The raw spectra contained strong Raman bands of the solvent toluene and a weak Raman band of β-carotene in the ground state as well as Raman bands of photoexcited β-carotene. They were subtracted using the stimulated Raman spectrum of the same solution at 1 ps before photoexcitation. The spectra after the subtraction (Figure 2B) showed distorted baselines that are caused by absorption of photoexcited β-carotene and/or other nonlinear optical processes. The baselines became flat after they were corrected with polynomial functions (Figure 2C).
The time-resolved stimulated Raman spectra of β-carotene showed two strong bands in the 1,400–1,800 cm-1 region (Figure 2C). A broad stimulated Raman band at 0 ps was assigned to the in-phase C=C stretch vibration of S2 β-carotene. Its peak position was estimated to be 1,556 cm-1. The in-phase C=C stretch band of S1 β-carotene appeared as the S2 C=C stretch band decayed. The peak position of the S1 C=C stretch band was upshifted by 8 cm-1 from 0.12 to 5 ps (Figure 2D). The time constant of the upshift was estimated to be 0.9 ps. The upshift originates from vibrational energy redistribution in S1 β-carotene2,3.
Figure 1: Instrument diagrams. (A) The block diagram of a femtosecond time-resolved near-IR stimulated Raman spectrometer. Ti:S = Mode-locked Ti:sapphire laser system; BS = Beamsplitter; OPA = Optical parametric amplifier; BBO = β-Barium borate crystal; OC = Optical chopper; ODL = Optical delay line; BPF = Volume-grating reflective bandpass filter; SP = Sapphire plate; FC = Flow cell; M = Mirror; CM = Concave mirror; L = Lens; I = Iris; P = Polarizer; HWP = Half-wave plate; F = Color glass filter; VND = Variable optical density filter. The figure is adapted from Takaya11 with permission from the PCCP Owner Societies. (B) Four configurations of a mirror mount. V, H, and S represent the vertical adjustment knob, horizontal adjustment knob, and support, respectively. See section 2.1 for details. (C) A schematic diagram of laser beam alignment. m = Mirror; i = Iris. See section 2.3 for details. (D) A schematic diagram of optical delay line alignment. m = Mirror; i = Iris. See section 2.4 for details. (E) Structure of a flow cell mount. See section 2.9 for details. Please click here to view a larger version of this figure.
Figure 2: Femtosecond time-resolved near-IR stimulated Raman spectra. (A) Femtosecond time-resolved near-IR stimulated Raman spectra of β-carotene in toluene with the actinic pump wavelength at 480 nm. Raman bands of toluene and β-carotene in the ground state are denoted with circles and a triangle, respectively. (B) Femtosecond time-resolved near-IR stimulated Raman spectra of β-carotene in toluene after the Raman bands of toluene and β-carotene in the ground state are subtracted. The baselines of the spectra were fitted with polynomial functions (broken traces). (C) Femtosecond time-resolved near-IR stimulated Raman spectra of β-carotene in toluene after the baseline correction. (D) The peak positions of the in-phase C=C stretch band in the S1 state plotted against the time delay. The C=C stretch bands were fitted with a Gaussian function for estimating their peak positions. The best fitted curve for the shift of the S1 C=C stretch band (solid trace) was obtained by the least-squares fitting analysis with an exponential function. Please click here to view a larger version of this figure.
Crucial factors in femtosecond time-resolved near-IR multiplex stimulated Raman measurement
To obtain time-resolved near-IR stimulated Raman spectra with a high signal-to-noise ratio, the probe spectrum should ideally have uniform intensity in the whole wavelength range. White-light continuum generation (section 2.5) is, therefore, one of the most crucial parts of time-resolved near-IR stimulated Raman experiments. In general, the probe spectrum becomes broad and flat as the intensity of the incident beam increases. A high beam intensity, however, easily produces undesirable nonlinear optical effects other than the white light continuum generation. In a worst-case scenario, the nonlinear effects provide the probe spectrum with a large intensity fluctuation and an oscillatory pattern that significantly lowers the signal-to-noise ratio of stimulated Raman spectra. Figure 2C shows how the oscillatory pattern affects the spectra. It shows oscillatory patterns from -0.30 to 4 ps, but the patterns appear only weakly, with a peak-to-peak amplitude of 1 x 10-4, as white light generation is carefully optimized. Another undesirable effect on the probe spectrum can be provided by water vapor in the air2,11. The effect of water vapor might be avoided if part of the spectrometer, including the white light generation optics, sample, and spectrograph, is set in a chamber filled with dry nitrogen.
Accuracy of Raman shift calibration
As described in section 8, we calibrate the Raman shift axis by the least-squares fitting analysis of the peak positions of the solvent bands in Raman shift against those in the pixel number of the detector with a polynomial function. We think this protocol works well as long as the Raman pump wavelength cannot be determined with high accuracy. It is the case for our spectrometer because each pixel of our detector covers as large as 3.5 cm-1 at around the wavenumber of the Raman pump pulse. However, the solvents must be chosen so that all the transient stimulated Raman bands of the sample appear between the highest and lowest wavenumbers of the solvent bands (section 8). The Raman shift calibration curve loses its accuracy beyond the range of the solvent bands. In Figure 2, a Raman band of S1 β-carotene in toluene, at 1,785 cm-1, appears beyond the highest wavenumber of the solvent bands, 1,710 cm-1. We have confirmed that the peak position agrees well with that in benzene determined by picosecond time-resolved spontaneous Raman spectroscopy35,36.
Effectiveness and perspective of femtosecond time-resolved near-IR multiplex stimulated Raman spectrometer
It has been demonstrated that the femtosecond time-resolved near-IR multiplex stimulated Raman spectrometer can observe stimulated Raman spectra, which provides information almost equivalent to spontaneous Raman spectra of short-lived species with near-IR transitions. Small differences in the peak position of a band can be detected with the spectrometer because of its sufficiently high sensitivity. The spectrometer will be applicable to a wide variety of π-conjugate systems from simple aromatic molecules to photoconductive polymers. Stationary near-IR multiplex stimulated Raman spectroscopy is also a powerful tool for observing molecular vibrations without fluorescence interference from the sample, because the energy of near-IR photons is generally much lower than the electronic transition energy of molecules from the lowest excited singlet state to the ground state. The spectrometer will be applicable to in vivo observation of the structural dynamics in biological systems.
The authors have nothing to disclose.
This work was supported by JSPS KAKENHI Grant Numbers JP24750023, JP24350012, MEXT KAKENHI Grant Numbers JP26104534, JP16H00850, JP26102541, JP16H00782, and MEXT-Supported Program for the Strategic Research Foundation at Private Universities, 2015–2019.
1-Axis Translational Stage | OptSigma | TSD-401S | Products equivalent to this are used as well; for M22, L9, and CM in Figure 1A |
20-cm Optical Delay Line | OptSigma | SGSP26-200 | ODL1 in Figure 1A |
3-Axis Translational Stage | OptSigma | TSD-405SL | For L8 in Figure 1A |
3-Axis Translational Stage | Suruga Seiki | B72-40C | For FC in Figure 1A |
5-cm Optical Delay Line | PMT | HRS-0050 | ODL2 in Figure 1A |
Al Concave Mirror | Thorlabs | CM254-050-G01 | Focal length: 50 mm; CM in Figure 1A |
Base Plate | Suruga Seiki | A21-6 | Products equivalent to this are used as well; for M1-M32, BS1-BS3, L1-L10, I1-I17, P1-P2, HWP1-3, F1-F3, VND1-VND2, OC, BPF, HS, BBO, SP, CM, and FC in Figure 1A |
BBO Crystal | EKSMA Optics | – | Type 1, θ = 23.2 deg; BBO in Figure 1A |
BK7 Plano-Concave Lens | OptSigma | SLB-25.4-50NIR2 | Focal length: 50 mm; IR anti-reflection coating; L6 in Figure 1A |
BK7 Plano-Convex Lens | OptSigma | SLB-25.4-150PIR2 | Focal length: 150 mm; IR anti-reflection coating; L2, L3, L5 in Figure 1A |
BK7 Plano-Convex Lens | OptSigma | SLB-25.4-100PIR2 | Focal length: 100 mm; IR anti-reflection coating; L4 in Figure 1A |
BK7 Plano-Convex Lens | OptSigma | SLB-25.4-200PIR2 | Focal length: 200 mm; IR anti-reflection coating; L7 in Figure 1A |
Broadband Dielectric Mirror | OptSigma | TFMS-25.4C05-2/7 | M22-M25, M28, M29 in Figure 1A |
Broadband Dielectric Mirror | Precision Photonics (Advanced Thin Films) | – | M26, M27, M30-M32 in Figure 1A |
Broadband Half-Wave Plate | CryLight | – | HWP3 in Figure 1A |
Color Glass Filter | HOYA | IR85 | F1 in Figure 1A |
Color Glass Filter | HOYA | RM100 | F2 in Figure 1A |
Color Glass Filter | Schott | BG39 | F3 in Figure 1A |
Computer | Dell | Vostro 200 Mini Tower | OS: Windows XP |
Cyclohexane | Kanto Kagaku | 07547-1B | HPLC grade |
Data Analysis Software | Wavemetrics | Igor Pro 8 | |
Dielectric Beamsplitter | LAYERTEC | – | Reflection : Transmission = 2 : 1; BS1 in Figure 1A |
Dielectric Beamsplitter | LAYERTEC | – | Reflection : Transmission = 1 : 1; BS2, BS3 in Figure 1A |
Dielectric Mirror | Precision Photonics (Advanced Thin Films) |
– | M1-M8 in Figure 1A |
Digital Oscilloscope | Tektronix | TDS3054B | 500 MHz, 5 GS/s |
Elastomer Tube | – | – | Figure 1E |
Femtosecond Ti:sapphire Oscillator | Coherent | Vitesse 800-2 | Wavelength: 800 nm, pulse duration: 100 fs, average power: 280 mW, repetition rate: 80 MHz; included in Ti:S in Figure 1A |
Femtosecond Ti:sapphire Regenerative Amplifier | Coherent | Legend-Elite-F-HE | Wavelength: 800 nm, pulse duration: 100 fs, pulse energy: 3.5 mJ, repetition rate: 1 kHz; included in Ti:S in Figure 1A |
Film Polarizer | OptSigma | SPFN-30C-26 | P1 in Figure 1A |
Glan-Taylor Prism | OptSigma | GYPB-10-10SN-3/7 | P2 in Figure 1A |
Gold Mirror | OptSigma | TFG-25C05-10 | M9-M21 in Figure 1A |
Half-Wave Plate | OptSigma | WPQ-7800-2M | HWP1 in Figure 1A |
Harmonic Separator | Coherent | TOPAS-C HRs 410-540 nm | HS in Figure 1A |
InGaAs Array Detector | Horiba | Symphony-IGA-512X1-50-1700-1LS | 512 ch, Liquid nitrogen cooled |
InGaAs PIN Photodiode | Hamamatsu Photonics | G10899-01K | |
IR Half-Wave Plate | OptiSource | – | HWP2 in Figure 1A |
Iris | Suruga Seiki | F74-3N | Products equivalent to this are used as well; I1-I17 in Figure 1A |
Lens Holder | OptSigma | LHF-25.4S | Products equivalent to this are used as well; for L1-L10 in Figure 1A |
Magnetic Gear Pump | Micropump | 184-415 | |
Mirror Mount | Siskiyou | IM100.C2M6R | Products equivalent to this are used as well; for M1-M32, BS1-BS3, BBO, CM in Figure 1A |
near-IR phosphor card | Thorlabs | VRC2 | |
Nut | – | – | Figure 1E, M4; purchased from a DIY store |
Optical Chopper | New Focus | 3501 | OC in Figure 1A |
Optical Parametric Amplifier | Coherent | OPerA-F | OPA1 in Figure 1A |
Optical Parametric Amplifier | Coherent | TOPAS-C | OPA2 in Figure 1A |
Polarizer Holder | OptSigma | PH-30-ARS | Products equivalent to this are used as well; for P1-P2 and HWP1-3 In Figure 1A |
Polyfluoroacetate Tube | – | – | Figure 1E |
Post Holder | OptSigma | BRS-12-80 | Products equivalent to this are used as well; for M1-M32, BS1-BS3, L1-L10, I1-I17, P1-P2, HWP1-3, F1-F3, VND1-VND2, OC, BPF, HS, BBO, SP, CM, and FC in Figure 1A |
Quartz Flow Cell | Tosoh Quartz | T-70-UV-2 | FC in Figure 1A |
Quartz Plano-Concave Lens | OptSigma | SLSQ-25-50N | Focal length: 50 mm; L8 in Figure 1A |
Quartz Plano-Convex Lens | OptSigma | SLSQ-25-100P | Focal length: 100 mm; L1, L9 in Figure 1A |
Quartz Plano-Convex Lens | OptSigma | SLSQ-25-220P | Focal length: 220 mm; L10 in Figure 1A |
Sapphire Plate | Pier Optics | – | 3 mm thick; SP in Figure 1A |
Si PIN Photodiode | Hamamatsu Photonics | S3883 | |
Single Spectrograph | Horiba Jobin Yvon | iHR320 | Focal length: 32 cm |
Stainless Steel Rod | Suruga Seiki | A41-100 | Products equivalent to this are used as well; for M1-M32, BS1-BS3, L1-L10, I1-I17, P1-P2, HWP1-3, F1-F3, VND1-VND2, OC, BPF, HS, BBO, SP, CM, and FC in Figure 1A |
Stainless Steel Rod | Newport | J-SP-2 | Figure 1E |
Toluene | Kanto Kagaku | 40180-1B | HPLC grade |
U-Shaped Steel Plate | – | – | Figure 1E; purchased from a DIY store |
Variable Neutral Density Filter (with a holder) | OptSigma | NDHN-100 | VND1 in Figure 1A |
Variable Neutral Density Filter (with a holder) | OptSigma | NDHN-U100 | VND2 in Figure 1A |
Visual Programming Language | National Instruments | LabVIEW 2009 | The control software in this study is programmed in LabVIEW 2009 |
Volume-Grating Bandpass Filter | OptiGrate | BPF-1190 | BPF in Figure 1A |
β-Carotene | Wako Pure Chemical Industries | 035-05531 |