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Our goal at 8.5 µm

Rotationally-resolved infrared spectroscopy of the polycyclic aromatic hydrocarbon pyrene (C 16 H 10 ) using a quantum cascade laser-based cavity ringdown spectrometer. Jacob T. Stewart and Brian E. Brumfield, Department of Chemistry, University of Illinois at Urbana-Champaign

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Our goal at 8.5 µm

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  1. Rotationally-resolved infrared spectroscopy of the polycyclic aromatic hydrocarbon pyrene (C16H10) using a quantum cascade laser-based cavity ringdown spectrometer Jacob T. Stewart and Brian E. Brumfield, Department of Chemistry, University of Illinois at Urbana-Champaign Benjamin J. McCall, Departments of Chemistry and Astronomy, University of Illinois at Urbana-Champaign

  2. Our goal at 8.5 µm • Our goal is to observe the 8.5 µm vibrational band of C60 to aid in astronomical studies • We have built a sensitive mid-IR spectrometer and measured the 8 mode of methylene bromide • We have attempted to observe C60, but have not seen any signal yet B. E. Brumfield, J. T. Stewart, B.J. McCall, J. Mol. Spec., 266, 57 (2011).

  3. Seeking an intermediate challenge Trip to the moon Pyrene C16H10 C60 Ovalene C32H14 Coronene C24H12 400 K 1000 K Toven increasing with mass to produce necessary number density Walk in the park 26 atoms 60 atoms Increasing Qvib • Only pyrene has an IR active mode within QCL frequency coverage • Largest molecule to be rotationally resolved using infrared direct absorption spectroscopy

  4. Previous work on this band • 1184 cm-1 band previously measured by Joblin et al. • Band strength has been measured experimentally • Allows us to estimate degree of vibrational cooling Ne matrix (4 K) CsI pellet (300 K) Gas phase (570 K) Joblin et al., Astron. Astrophys., 299, 835 (1995).

  5. Getting sample into the gas phase • Designed an oven to hold >50 g of sample • Horizontal orientation allows liquid sample • Can operate up to at least 700°C for hours • Need an oven that can operate up to 700°C for many hours • Needs to be able to hold large amount of sample • Must be able to hold liquid

  6. Our mid-IR spectrometer • Fabry-Perot quantum cascade lasers provided by Claire Gmachl at Princeton • Housed in a liquid nitrogen cryostat • Lasers can scan from ~1180-1200 cm-1 (not necessarily continuous) • Rhomb and polarizer act as an optical isolator • Total internal reflection causes a phase shift in the light B. E. Brumfield et al., Rev. Sci. Instrum., 81, 063102 (2010).

  7. The pyrene vibrational mode • This mode is a C-H bending mode • Pyrene is an asymmetric top (D2h point group) • This is a b-type band (ΔJ = 0,±1; ΔKa=±1; ΔKc=±1)

  8. Overall spectrum • PQQR structure of a b-type band with little intensity near the band center • Strong P and R-branches indicate a small change in rotational constants in the vibrationally excited state

  9. Changing rotational constants in the excited state Simulation from our assignment of the spectrum Each tall peak we observe is actually a stack of many transitions Simulation with B’ decreased by 0.1% relative to B’’

  10. Simulating the spectrum • We used PGOPHER to fit and simulate the spectrum • Ground state rotational constants published by Baba et al. • Values obtained from fluorescence excitation spectroscopy Baba et al., J. Chem. Phys., 131, 224318 (2009). PGOPHER, a Program for Simulating Rotational Structure, C. M. Western, University of Bristol, http://pgopher.chm.bris.ac.uk

  11. Discrepancy with fluorescence excitation spectrum • Cannot fit spectrum using Baba et al.’s constants • If we allow ground and excited state constants to float during the fitting we obtain a good fit (standard deviation of 0.00036 cm-1 (11 MHz)) • Ground state constants from fit are statistically different from Baba et al. • This discrepancy between ground state constants is still being investigated – combination differences using our data confirm our ground state assignment 300 MHz Trot = 20 K linewidth = 10 MHz

  12. Vibrationally excited state • Rotational constants change very little in the vibrationally excited state • B is statistically unchanged between ground and excited states • Centrifugal distortion constants were unnecessary to fit the band

  13. Estimating the vibrational temperature • Using our assignment, we can calculate the expected spectrum at a vibrational temperature of 0 K • Compare expected spectrum to experimental spectrum to estimate Tvib • Estimate column density from: • rate of mass loss from the oven (25 g in ~20 hr) • gas velocity in the expansion • vertical distribution in the expansion • overlap of TEM00 mode of cavity with expansion

  14. Estimating the vibrational temperature • Band strength for pyrene mode is known (10 km/mol) • Using this information we can calculate Qvib× Ccluster to be ~1.3 • Doubling backing pressure did not lead to decrease in absorption – assume Ccluster = 1 (no clustering) • Use scaled harmonic frequencies to calculate Qvib as a function of temperature Tvib = 60 – 90 K S. R. Langhoff, J. Phys. Chem., 100, 2819 (1996).

  15. Conclusions • We have measured and assigned rotationally-resolved infrared spectrum of pyrene • Largest molecule observed with rotational resolution using infrared absorption • Large molecules can be cooled effectively by supersonic expansion

  16. Future Work • Try to resolve discrepancy between our work and fluorescence excitation spectroscopy • Continue to try and observe C60 spectrum • Develop an external-cavity QCL system to extend frequency coverage • Continue on to larger PAHs, such as coronene

  17. Acknowledgments • McCall Group • Claire Gmachl • Richard Saykally • Kevin Lehmann

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