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Capítulo 18. Urbanos

7. ANÁLISIS DE COMPROMISOS ( TRADE-OFFS ) Y SINERGIAS

MOT dynamics will change, causing a different steady-state and loading behavior of the MOT. A preliminary measurement can be seen in Fig. 7.3, where the trap was loaded to saturation with Ca+ ions, and caused an increased loading rate as well as a lower steady state for the Na MOT. A rate can be inferred from fits to the loading data, which will consist of the total scattering rate. We can infer the elastic scattering rate from this. This could be crucial in understanding the sympathetic cooling dynamics of the Na− Ca+ system when the Ca+ is excited into the D-state

discussed in Sec. 7.1.

7.4 D-state lifetime quenching measurement

There are many different types of molecular interactions between atoms and ions, including association to molecular ions. One such interaction is an inelastic collision, which does not conserve kinetic energy throughout the collision process. If one of the elements of a colliding system is excited, there is a possibility of collisional quenching (A∗ + B+ → A + B+ + hν). In the case of interest here, compare the measured

lifetime of the Ca+ ion in the D-state to the lifetime when in the presence of cold

neutral sodium. The quenching reaction might be of interest, since it will modify the lifetime of the long-lived D-state, and the mechanism may be different than what we have measured in the charge-exchange measurements. These are just some examples of interesting processes in the Na + Ca+ system

Appendices

Appendix A

PMT Mechanical Drawings

In this section I document prints for elements of the PMT holder. These elements were designed by our group and machined by the UConn Physics Department machine shop.

3.30 in 4.00 in 1.35 in DPTH 3.2 in 1.20 in 1.20 in DPTH .475 in 1.00 in THRU 1/4-20 THRD MAX DPTH .5 in 2.50 in 1.75 in

Name: Jonathan Kwolek Group: Win Smith Part: PMT Mount Material: Aluminum Date: 2016-08-08

145

1.00 in

0.125 in

Name: Jonathan Kwolek

Group: Win Smith

Part: PMT Mask Too

Material: Aluminum

Date: 2016-09-22

0.1575 in

1.00 in

0.2815 in

0.125 in

Name: Jonathan Kwolek

Group: Win Smith

Part: PMT Mask

Material: Aluminum

Date: 2016-09-22

Bibliography

[1] Steven Chu, L. Hollberg, J. E. Bjorkholm, Alex Cable, and A. Ashkin. Three- dimensional viscous confinement and cooling of atoms by resonance radiation pressure. Phys. Rev. Lett., 55(1):48–51, July 1985.

[2] Andrei Derevianko and Hidetoshi Katori. Colloquium : Physics of optical lattice clocks. Rev. Mod. Phys., 83(2):331–347, May 2011.

[3] Wolfgang Ketterle. Nobel lecture: When atoms behave as waves: Bose-Einstein condensation and the atom laser. Rev. Mod. Phys., 74(4):1131–1151, November 2002.

[4] R M Godun. Prospects for atom interferometry. Contemporary Physics,

42(2):77–95, 2001.

[5] R. Côté and A. Dalgarno. Ultracold atom-ion collisions. Phys. Rev. A,

62(1):012709, June 2000.

[6] Robin Côté. From Classical Mobility to Hopping Conductivity: Charge Hopping in an Ultracold Gas. Phys. Rev. Lett., 85(25):5316–5319, December 2000. [7] Winthrop W. Smith, E. Babenko, R. Côté, and Harvey H. Michels. On the

Collisional Cooling of Co-Trapped Atomic and Molecular Ions by Ultracold Atoms: Ca++Na and Na2+(v∗, J∗)+Na. In N. P. Bigelow, J. H. Eberly, C. R. Stroud Jr, and I. A. Walmsley, editors, Coherence and Quantum Optics

VIII (No.8), pages 623–624. Kluwer Academic/Plenum, 2003.

[8] Winthrop W. Smith, Oleg P. Makarov, and Jian Lin. Cold ion–neutral collisions in a hybrid trap. J Mod. Opt., 52(16):2253–2260, November 2005.

[9] Andrew T. Grier, Marko Cetina, Fedja Oručević, and Vladan Vuletić. Observation of Cold Collisions between Trapped Ions and Trapped Atoms.

Phys. Rev. Lett., 102(22):223201, June 2009.

[10] Sourav Dutta and S. A. Rangwala. Cooling of trapped ions by resonant charge exchange. Phys. Rev. A, 97(4):041401, April 2018.

[11] Steven J. Schowalter, Alexander J. Dunning, Kuang Chen, Prateek Puri, Christian Schneider, and Eric R. Hudson. Blue-sky bifurcation of ion energies and the limits of neutral-gas sympathetic cooling of trapped ions. Nature Com-

munications, 7:12448, August 2016.

[12] I. Sivarajah, D. S. Goodman, J. E. Wells, F. A. Narducci, and W. W. Smith. Evidence of sympathetic cooling of Na+ ions by a Na magneto-optical trap in

a hybrid trap. Phys. Rev. A, 86(6):063419, December 2012.

[13] D. S. Goodman, I. Sivarajah, J. E. Wells, F. A. Narducci, and W. W. Smith. Ion-neutral-atom sympathetic cooling in a hybrid linear rf Paul and magneto- optical trap. Phys. Rev. A, 86(3):033408, September 2012.

[14] K. Ravi, Seunghyun Lee, Arijit Sharma, G. Werth, and S. A. Rangwala. Cooling and stabilization by collisions in a mixed ion–atom system. Nature Com- munications, 3:1126, October 2012.

[15] Christoph Zipkes, Stefan Palzer, Carlo Sias, and Michael Köhl. A trapped single ion inside a Bose–Einstein condensate. Nature, 464(7287):388–391, March 2010. [16] Wade G. Rellergert, Scott T. Sullivan, Steven J. Schowalter, Svetlana Kotochigova, Kuang Chen, and Eric R. Hudson. Evidence for sympathetic vibrational cooling of translationally cold molecules. Nature, 495(7442):490– 494, 2013.

[17] David Smith. The ion chemistry of interstellar clouds. Chem. Rev., 92(7):1473– 1485, November 1992.

[18] V. Sivaranjana Reddy, S. Ghanta, and S. Mahapatra. First Principles Quantum Dynamical Investigation Provides Evidence for the Role of Polycyclic Aromatic Hydrocarbon Radical Cations in Interstellar Physics. Phys. Rev. Lett., 104(11):111102, March 2010.

[19] P. C. Stancil and B. Zygelman. Radiative Charge Transfer in Collisions of Li With H+. ApJ, 472(1):102, 1996.

[20] R. Côté, V. Kharchenko, and M. D. Lukin. Mesoscopic Molecular Ions in Bose- Einstein Condensates. Phys. Rev. Lett., 89(9):093001, August 2002.

[21] Eric R. Hudson. Method for producing ultracold molecular ions. Phys. Rev. A, 79(3):032716, March 2009.

[22] Scott T. Sullivan, Wade G. Rellergert, Svetlana Kotochigova, Kuang Chen, Steven J. Schowalter, and Eric R. Hudson. Trapping molecular ions formed via

BIBLIOGRAPHY 149 photo-associative ionization of ultracold atoms. Physical Chemistry Chemical

Physics, 13(42):18859, 2011.

[23] Prateek Puri, Michael Mills, Christian Schneider, Ionel Simbotin, John A. Montgomery, Robin Côté, Arthur G. Suits, and Eric R. Hudson. Synthesis of mixed hypermetallic oxide BaOCa+ from laser-cooled reagents in an atom- ion hybrid trap. Science, 357(6358):1370–1375, September 2017.

[24] Zbigniew Idziaszek, Tommaso Calarco, Paul S. Julienne, and Andrea Simoni. Quantum theory of ultracold atom-ion collisions. Phys. Rev. A, 79(1):010702, January 2009.

[25] Corinna Kollath, Michael Köhl, and Thierry Giamarchi. Scanning tunneling microscopy for ultracold atoms. Phys. Rev. A, 76(6):063602, December 2007. [26] S. C. Glover, D. W. Savin, and A.-K. Jappsen. Cosmological Implications of the

Uncertainty in H– Destruction Rate Coefficients. The Astrophysical Journal, 640(2):553, 2006.

[27] Seunghyun Lee, K. Ravi, and S. A. Rangwala. Measurement of collisions between rubidium atoms and optically dark rubidium ions in trapped mixtures.

Phys. Rev. A, 87(5):052701, May 2013.

[28] Ziv Meir, Tomas Sikorsky, Ruti Ben-shlomi, Nitzan Akerman, Yehonatan Dallal, and Roee Ozeri. Dynamics of a Ground-State Cooled Ion Colliding with Ultracold Atoms. Phys. Rev. Lett., 117(24):243401, December 2016. [29] Felix H.J. Hall, Pascal Eberle, Gregor Hegi, Maurice Raoult, Mireille Aymar,

Olivier Dulieu, and Stefan Willitsch. Ion-neutral chemistry at ultralow energies: dynamics of reactive collisions between laser-cooled Ca+ ions and Rb atoms in

an ion-atom hybrid trap. Molecular Physics, 111(14-15):2020–2032, 2013. [30] Sourav Dutta, Rahul Sawant, and S. A. Rangwala. Collisional Cooling of Light

Ions by Cotrapped Heavy Atoms. Phys. Rev. Lett., 118(11):113401, March 2017. [31] Shinsuke Haze, Ryoichi Saito, Munekazu Fujinaga, and Takashi Mukaiyama. Charge-exchange collisions between ultracold fermionic lithium atoms and calcium ions. Phys. Rev. A, 91(3):032709, March 2015.

[32] J. Joger, H. Fürst, N. Ewald, T. Feldker, M. Tomza, and R. Gerritsma. Observation of collisions between cold Li atoms and Yb+ ions. Phys. Rev.

[33] Wade G. Rellergert, Scott T. Sullivan, Svetlana Kotochigova, Alexander Petrov, Kuang Chen, Steven J. Schowalter, and Eric R. Hudson. Measurement of a Large Chemical Reaction Rate between Ultracold Closed-Shell 40 Ca Atoms and Open-Shell 174 Yb+ Ions Held in a Hybrid Atom-Ion Trap. Phys. Rev.

Lett., 107(24):243201, December 2011.

[34] Scott T. Sullivan, Wade G. Rellergert, Svetlana Kotochigova, and Eric R. Hudson. Role of Electronic Excitations in Ground-State-Forbidden Inelastic Collisions Between Ultracold Atoms and Ions. Phys. Rev. Lett., 109(22):223002, November 2012.

[35] W. W. Smith, D. S. Goodman, I. Sivarajah, J. E. Wells, S. Banerjee, R. Côté, H. H. Michels, J. A. Mongtomery, and F. A. Narducci. Experiments with an ion-neutral hybrid trap: cold charge-exchange collisions. Applied Physics B, 114(1-2):75–80, January 2014.

[36] Felix H. J. Hall and Stefan Willitsch. Millikelvin Reactive Collisions between Sympathetically Cooled Molecular Ions and Laser-Cooled Atoms in an Ion- Atom Hybrid Trap. Phys. Rev. Lett., 109(23):233202, December 2012.

[37] D. S. Goodman, J. E. Wells, J. M. Kwolek, R. Blümel, F. A. Narducci, and W. W. Smith. Measurement of the low-energy Na+-Na total collision rate in an ion-neutral hybrid trap. Phys. Rev. A, 91(1):012709, January 2015.

[38] Oleg P. Makarov, R. Côté, H. Michels, and W. W. Smith. Radiative charge- transfer lifetime of the excited state of NaCa+. Phys. Rev. A, 67(4):42705, April 2003.

[39] J. M. Kwolek, D. S. Goodman, S. A. Entner, J. E. Wells, F. A. Narducci, and W. W. Smith. Model-independent measurements of the sodium magneto-optical trap’s excited-state population. Phys. Rev. A, 97(5):053420, May 2018.

[40] J. E. Jones. On the Determination of Molecular Fields. II. From the Equation of State of a Gas. Proceedings of the Royal Society of London A: Mathematical,

Physical and Engineering Sciences, 106(738):463–477, 1924.

[41] R. A. Buckingham. The Classical Equation of State of Gaseous Helium, Neon and Argon. Proceedings of the Royal Society of London A: Mathematical,

Physical and Engineering Sciences, 168(933):264–283, 1938.

[42] Christopher R. Ekstrom, Jörg Schmiedmayer, Michael S. Chapman, Troy D. Hammond, and David E. Pritchard. Measurement of the electric polarizability of sodium with an atom interferometer. Phys. Rev. A, 51(5):3883–3888, May 1995.

BIBLIOGRAPHY 151 [43] P. Meystre and M. Sargent. Elements of Quantum Optics. Springer, 1999. [44] W.P. Schleich. Quantum Optics in Phase Space. Wiley, 2011.

[45] Daniel Adam Steck. Sodium D Line Data. Available online at http://steck.us/alkalidata (revision 2.1.4, 23 December 2010).

[46] A. Kramida, Yu. Ralchenko, J. Reader, and and NIST ASD Team. NIST Atomic Spectra Database (ver. 5.5.6), [Online]. Available: https://physics.nist.gov/asd [2018, August 18]. National Institute of Standards and Technology, Gaithersburg, MD., 2018.

[47] A. S. Arnold, J. S. Wilson, and M. G. Boshier. A simple extended-cavity diode laser. Review of Scientific Instruments, 69(3):1236–1239, 1998.

[48] L. Ricci, M. Weidemüller, T. Esslinger, A. Hemmerich, C. Zimmermann, V. Vuletic, W. König, and T.W. Hänsch. A compact grating-stabilized diode laser system for atomic physics. Optics Communications, 117(5-6):541–549, June 1995.

[49] T. Hof, D. Fick, and H.J. Jänsch. Application of diode lasers as a spectroscopic tool at 670 nm. Optics Communications, 124(3-4):283–286, March 1996. [50] K. C. Harvey and C. J. Myatt. External-cavity diode laser using a grazing-

incidence diffraction grating. Optics Letters, 16(12):910, June 1991.

[51] Steve Lecomte, Emmanuel Fretel, Gaetano Mileti, and Pierre Thomann. Self- aligned extended-cavity diode laser stabilized by the Zeeman effect on the cesium D_2 line. Applied Optics, 39(9):1426, March 2000.

[52] Wolfgang Paul. Electromagnetic traps for charged and neutral particles.

Reviews of Modern Physics, 62:531–540, 1990.

[53] George B. Arfken and Hans J. Weber. Mathematical Methods for Physicists,

Seventh Edition: A Comprehensive Guide. Academic Press, 2012.

[54] J. C. Gutiérrez-Vega, R. M. Rodrı́guez-Dagnino, M. A. Meneses-Nava, and S. Chávez-Cerda. Mathieu functions, a visual approach. American Journal of

Physics, 71(3):233–242, 2003.

[55] K. Mølhave and M. Drewsen. Formation of translationally cold MgH+ and MgD+ molecules in an ion trap. Phys. Rev. A, 62(1):011401, June 2000.

[56] C. Champenois. About the dynamics and thermodynamics of trapped ions.

Journal of Physics B: Atomic, Molecular and Optical Physics, 42(15):154002,

2009.

[57] D. J. Berkeland, J. D. Miller, J. C. Bergquist, W. M. Itano, and D. J. Wineland. Minimization of ion micromotion in a Paul trap. Journal of Applied Physics, 83(10):5025–5033, 1998.

[58] D. J. Wineland, J. C. Bergquist, Wayne M. Itano, J. J. Bollinger, and C. H. Manney. Atomic-Ion Coulomb Clusters in an Ion Trap. Phys. Rev. Lett., 59(26):2935–2938, December 1987.

[59] Michael Drewsen, C. Brodersen, Liv Hornekær, Jeffrey S. Hangst, and J. P. Schifffer. Large ion crystals in a linear Paul trap. Phys. Rev. Lett., 81(14):2878, 1998.

[60] I. Sivarajah, D. S. Goodman, J. E. Wells, F. A. Narducci, and W. W. Smith. Off-resonance energy absorption in a linear Paul trap due to mass selective resonant quenching. Rev Sci Instrum, 84(11):113101, November 2013.

[61] K. N. Jarvis, J. A. Devlin, T. E. Wall, B. E. Sauer, and M. R. Tarbutt. Blue- Detuned Magneto-Optical Trap. Phys. Rev. Lett., 120(8):083201, February 2018.

[62] A. M. L. Oien, I. T. McKinnie, P. J. Manson, W. J. Sandle, and D. M. Warrington. Cooling mechanisms in the sodium type-ii magneto-optical trap.

Phys. Rev. A, 55(6):4621–4624, Jun 1997.

[63] H J Williams, S Truppe, M Hambach, L Caldwell, N J Fitch, E A Hinds, B E Sauer, and M R Tarbutt. Characteristics of a magneto-optical trap of molecules.

New Journal of Physics, 19(11):113035, November 2017.

[64] J. E. Wells, R. Blümel, J. M. Kwolek, D. S. Goodman, and W. W. Smith. Loading a linear Paul trap to saturation from a magneto-optical trap. Phys.

Rev. A, 95(5):053416, May 2017.

[65] J. M. Kwolek, J. E. Wells, D. S. Goodman, and W. W. Smith. Simple locking of infrared and ultraviolet diode lasers to a visible laser using a LabVIEW proportional-integral-derivative controller on a Fabry-Perot signal. Review of

Scientific Instruments, 87(5):055102, May 2016.

[66] M. Reich, R. Schieder, H. J. Clar, and G. Winnewisser. Internally coupled Fabry-Perot interferometer for high precision wavelength control of tunable diode lasers. Applied Optics, 25(1):130, January 1986.

BIBLIOGRAPHY 153 [67] Christophe Nicolas and Arlan W. Mantz. Infrared tunable diode laser control: frequency stabilization and digitization of spectra leading to high sensitivity and accurate frequency scale. Applied Optics, 28(21):4525, November 1989. [68] Chuan Xie, Lilei Wang, Li Chen, Linzhen Xie, and Yiqiu Wang. Frequency

stabilization of an AlGaAs laser diode by a Fabry-Perot interferometer locked to a laser beam frequency-locked to the D 2 line of a Cs atomic beam. Applied

optics, 28(21):4552–4555, 1989.

[69] E. Riedle, S. H. Ashworth, J. T. Farrell, and D. J. Nesbitt. Stabilization and precise calibration of a continuous‐wave difference frequency spectrometer by use of a simple transfer cavity. Review of Scientific Instruments, 65(1):42–48, January 1994.

[70] P. Bohlouli-Zanjani, K. Afrousheh, and J. D. D. Martin. Optical transfer cavity stabilization using current-modulated injection-locked diode lasers. Review of

Scientific Instruments, 77(9):093105, September 2006.

[71] F Rohde, M Almendros, C Schuck, J Huwer, M Hennrich, and J Eschner. A diode laser stabilization scheme for 40 Ca + single-ion spectroscopy. Journal of

Physics B: Atomic, Molecular and Optical Physics, 43(11):115401, June 2010.

[72] Altaf H. Nizamani, Saeed A. Buzdar, Bilal Rasool, Nek M. Shaikh, and Hussain Saleem. Computer-Based Frequency Drift Control of Multiple LASERs in Real- Time. International Journal of Scientific & Engineering Research 4(6):3038. 2013.

[73] E. W. Streed, T. J. Weinhold, and D. Kielpinski. Frequency stabilization of an ultraviolet laser to ions in a discharge. Applied Physics Letters, 93(7):071103, 2008.

[74] S. C. Burd, P. J. W. du Toit, and H. Uys. Coupled optical resonance laser locking. Optics Express, 22(21):25043, October 2014.

[75] John A. Smith. LabVIEW-based laser frequency stabilization system with phase-sensitive detection servo loop for Doppler LIDAR applications. Optical

Engineering, 47(11):114201, November 2008.

[76] Alexander D. Gingell, Martin T. Bell, James M. Oldham, Timothy P. Softley, and Jeremy N. Harvey. Cold chemistry with electronically excited Ca+ Coulomb crystals. The Journal of Chemical Physics, 133(19):194302, 2010.

[77] E. L. Raab, M. Prentiss, Alex Cable, Steven Chu, and D. E. Pritchard. Trapping of Neutral Sodium Atoms with Radiation Pressure. Phys. Rev. Lett., 59(23):2631–2634, December 1987.

[78] V. Wippel, C. Binder, W. Huber, L. Windholz, M. Allegrini, F. Fuso, and E. Arimondo. Photoionization cross-sections of the first excited states of sodium and lithium in a magneto-optical trap. Eur. Phys. J. D, 17(3):285–291, 2001. [79] M. Prentiss, A. Cable, J. E. Bjorkholm, Steven Chu, E. L. Raab, and D. E.

Pritchard. Atomic-density-dependent losses in an optical trap. Opt. Lett., 13(6):452–454, Jun 1988.

[80] Timothy P. Dinneen, Christopher D. Wallace, Kit-Yan N. Tan, and Phillip L. Gould. Use of trapped atoms to measure absolute photoionization cross sections.

Opt. Lett., 17(23):1706–1708, Dec 1992.

[81] Felix H. J. Hall, Mireille Aymar, Nadia Bouloufa-Maafa, Olivier Dulieu, and Stefan Willitsch. Light-assisted ion-neutral reactive processes in the cold regime: Radiative molecule formation versus charge exchange. Phys. Rev. Lett., 107(24):243202, Dec 2011.

[82] Wade G. Rellergert, Scott T. Sullivan, Svetlana Kotochigova, Alexander Petrov, Kuang Chen, Steven J. Schowalter, and Eric R. Hudson. Measurement of a large chemical reaction rate between ultracold closed-shell 40Ca atoms and open-shell

174Yb+ ions held in a hybrid atom-ion trap. Phys. Rev. Lett., 107(24):243201,

Dec 2011.

[83] Lothar Ratschbacher, Christoph Zipkes, Carlo Sias, and Michael Köhl. Controlling chemical reactions of a single particle. Nature Physics Letters, 8(9):649–652, 2012.

[84] Scott T. Sullivan, Wade G. Rellergert, Svetlana Kotochigova, and Eric R. Hudson. Role of electronic excitations in ground-state-forbidden inelastic collisions between ultracold atoms and ions. Phys. Rev. Lett., 109(22):223002, Nov 2012.

[85] W. W. Smith, D. S. Goodman, I. Sivarajah, J. E. Wells, S. Banerjee, R. Côté, H. H. Michels, J. A. Mongtomery Jr., and F. A. Narducci. Experiments with an ion-neutral hybrid trap: cold charge-exchange collisions. Applied Physics B, 114(1-2):75–80, 2014.

[86] D. S. Goodman, J. E. Wells, J. M. Kwolek, R. Bümel, F. A. Narducci, and W. W. Smith. Measurement of the low-energy Na+- Na total collision rate in an ion-neutral hybrid trap. Phys. Rev. A, 91(1):012709, Jan 2015.

[87] R. Côté and A. Dalgarno. Ultracold atom-ion collisions. Phys. Rev. A,

BIBLIOGRAPHY 155 [88] B. M. McLaughlin, H. D. L. Lamb, I. C. Lane, and J F McCann. Ultracold, radiative charge transfer in hybrid Yb ion-Rb atom traps. Journal of Physics

B: Atomic, Molecular and Optical Physics, 47(14):145201, 2014.

[89] R. D. Glover, J. E. Calvert, and R. T. Sang. Population dynamics in a metastable neon magneto-optical trap. Phys. Rev. A, 87(2):023415, February 2013.

[90] Christopher J. Foot. Atomic Physics (Oxford Master Series in Atomic, Optical

and Laser Physics). Oxford University Press, USA, 2005.

[91] E. L. Raab, M. Prentiss, Alex Cable, Steven Chu, and D. E. Pritchard. Trapping of neutral sodium atoms with radiation pressure. Phys. Rev. Lett., 59(23):2631– 2634, Dec 1987.

[92] M. H. Shah, H. A. Camp, M. L. Trachy, G. Veshapidze, M. A. Gearba, and B. D. DePaola. Model-independent measurement of the excited fraction in a magneto-optical trap. Phys. Rev. A, 75(5):053418, May 2007.

[93] G. Veshapidze, J.-Y. Bang, C. W. Fehrenbach, H. Nguyen, and B. D. DePaola. Model-free measurement of the excited-state fraction in a85Rb magneto-optical

trap. Phys. Rev. A, 91:053423, May 2015.

[94] C. G. Townsend, N. H. Edwards, C. J. Cooper, K. P. Zetie, C. J. Foot, A. M. Steane, P. Szriftgiser, H. Perrin, and J. Dalibard. Phase-space density in the magneto-optical trap. Phys. Rev. A, 52(2):1423–1440, Aug 1995.

[95] Juha Javanainen. Saturation of multistate atoms. J. Opt. Soc. Am. B,

10(4):572–577, Apr 1993.

[96] Daniel Adam Steck. Rubidium 85 D Line Data. Available online at http://steck.us/alkalidata (revision 1.6, 14 October 2003).

[97] Timothy P. Dinneen, Christopher D. Wallace, Kit-Yan N. Tan, and Phillip L. Gould. Use of trapped atoms to measure absolute photoionization cross sections.

Opt. Lett., 17(23):1706–1708, December 1992.

[98] V. Wippel, C. Binder, W. Huber, L. Windholz, M. Allegrini, F. Fuso, and E. Arimondo. Photoionization cross-sections of the first excited states of sodium and lithium in a magneto-optical trap. Eur. Phys. J. D, 17(3):285–291, 2001.

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