The Pure Rotational Spectrum of PbI from Broadband Rotational Spectroscopy Daniel P. Zaleski, Hansjochen Köckert, Susanna L. Stephens, Nick R. Walker School of Chemistry, Bedson Building, Newcastle University, Newcastle upon Tyne, NE1 7RU, UK. Lisa-Maria Dickens and Corey Evans Department of Chemistry, University of Leicester, Leicester, LE1 7RH, UK. The Ohio State 69th International Symposium on Molecular Spectroscopy, June 19th, 2014. Introduction PbI has a 2Π1/2 ground state Radical diatomics in this state have garnered interest in the past - SnCl - PbCl (RC07 2010 ISMS) J. Mol. Spectrosc., 2012, 280, 85-90. J. Mol. Spectrosc., 1998, 191, 108-116. There has been spectroscopic in the past for PbI. Chem. Phys. Lett., 1992, 190, 271-278. J. Mol. Spectrosc., 1993, 161, 552-559. Chirped Pulse FTMW Spectroscopy Broadband spectrometers with instantaneous frequency coverage from 2-8 GHz, 6.5-18.5 GHz, 18.5-26 GHz, and 25 – 40 GHz have been constructed. Current Technology: AWG Digital Oscilloscope 24 Gs/s (12 GHz) 100 Gs/s (33 GHz) No Coils Dynamic Range ~10,000:1 600k FID’s CF3I, 6 bar Ar, Pb rod 3 Primary Isotopes: 208Pb 200x ~52% 207Pb ~22% 206Pb ~24% S/N ~50:1 Exp. Theory* B (MHz) 818.2834(3) 790.2489 D (kHz) 0.092(2) A (THz) |239.034| a (MHz) 186.85(5) d (MHz) 239.76(1) eQq (MHz) -701.42(5) π π − (p+2q) (MHz) π π − (q) (MHz) 207Pb spin 1/2 163.142(4) -21.0(3) * MP2/aug-cc-pVTZ-PP Chem. Phys. Lett., 1992, 190, 271-278. π΅π = 1 (15π΅0 − 10π΅1 + 3π΅2 ) 8 Be = 819.3010(7) MHz πΌπ = 2π΅0 − 3π΅1 + π΅2 αe = 2.0352(9) MHz ~241 kJ/mol ωe = 161.02(4) cm-1 ππ π₯π = π΅π πΌπ ππ +1 6π΅π2 2 ωeχe = 9690(12) MHz ππ2 π·πΈ = 4ππ π₯π DE = 20003(2178) cm-1 π π = π·πΈ 1 − π −π(π−ππ ) ² Chem. Phys. Lett., 1992, 190, 271-278. 3 Primary Isotopes: 300x 120Sn ~32% 118Sn ~24% 116Sn ~14% S/N ~30:1 Exp. Theory* B (MHz) 1120.2711(4) 1126.6139 D (kHz) 0.1608(5) A (THz) |72.19| a (MHz) 224.71(7) d (MHz) 99.96(3) eQq (MHz) -697.6(2) π π − (p+2q) (MHz) -143.285(2) * MP2/aug-cc-pVTZ-PP MC-SCF Be = 1121.7667(9) MHz αe = 2.991(9) MHz γe = 0.9(5) kHz ~311 kJ/mol ωe = 241.1(1) cm-1 ωeχe = 16740(16) MHz DE = 25971(2823) cm-1 π π = π·πΈ 1 − π −π(π−ππ ) ² Trans. Farad. Soc.,1967, 64, 616-619. Conclusions Both PbI and SnI have a 2Π1/2 ground state Assigned a number of vibrational states for each of the Pb and Sn isotopes Modeled the PES using Morse potential ED are on the order of ~240 – 310 kJ/mol Acknowledgments University of Bristol Colin Western Engineering and Physical Sciences Research Council AWE (Aldermaston)