Hydrazine far-infrared laser lines and assignments: a review

Andrea De Michele; Giorgio Carelli; Giovanni Moruzzi; Augusto Moretti

doi:10.1364/JOSAB.22.001461

Journal of the Optical Society of America B
Vol. 22,
Issue 7,
pp. 1461-1470
(2005)
•https://doi.org/10.1364/JOSAB.22.001461

Hydrazine far-infrared laser lines and assignments: a review

Andrea De Michele, Giorgio Carelli, Giovanni Moruzzi, and Augusto Moretti

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Andrea De Michele, Giorgio Carelli, Giovanni Moruzzi, and Augusto Moretti, "Hydrazine far-infrared laser lines and assignments: a review," J. Opt. Soc. Am. B 22, 1461-1470 (2005)

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Abstract

The hydrazine molecule is one of the most prolific far-infrared (FIR) laser sources. We present a complete list of its 268 observed FIR laser emissions excited by the ${}^{12}C {}^{16}O_{2}$ laser. For each line we report all the available data on the $C O_{2}$ pump line, the frequency measurement when available, the wavelength, the optimum operating pressure, the relative intensity, the polarization relative to the pump radiation, and the absorption offset from the $C O_{2}$ line center. In spite of the large amount of experimental research performed on the hydrazine laser, only a few papers have reported the assignments of the levels involved in the laser systems. In fact, a systematic assignment of the IR hydrazine absorption spectrum is only at a preliminary stage owing to the complexity of the Hamiltonian of this molecule. We have investigated the possible assignments for all the reviewed FIR laser emissions by comparison with an $N_{2} H_{4}$ absorption spectrum. We can confirm the assignments for only 37 FIR laser lines belonging to 20 laser systems.

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Pump	$C O_{2}$ Pump ( $N_{2} H_{4}$ Absorption) (wave number/ ${cm}^{- 1}$ )	Pump Upper State Pump State ∣v, J, K, Symmetry⟩	Measured FIR (Calculated FIR) (wave number/ ${cm}^{- 1}$ )	FIR Lower State ∣v, J, K, Symmetry⟩	Reference
$9 P (16)$	1050.4413	\|aw, 25, 10, $A_{u}$ ⟩	110.22485	\|aw, 24, 10, $B_{g}$ ⟩	14
$- 45 MHz$	(1050.4381)	\|gr, 24, 9, $B_{g}$ ⟩	(110.2247)
$9 P (36)$	1031.47743	\|aw, 24, 8, $B_{g}$ ⟩	54.01233	\|aw, 24, 7, $A_{u}$ ⟩	14
	(1031.4746)	\|gr, 23, 7, $A_{u}$ ⟩	(54.0120)
$9 P (50)$	1016.7209	\|aw, 10, 10, $E_{u}$ ⟩	86.21	\|aw, 9, 9, $E_{u}$ ⟩	10
$+ 50 MHz$	(1016.7208)	\|gr, 10, 9, $E_{l}$ ⟩	(86.209)
			70.194191	\|aw, 9, 10, $E_{u}$ ⟩	10
			(70.194)
$10 R (38)$	986.5674	\|aw, 18, 3, $A_{2 u}^{+}$ ⟩	13.62098	\|aw, 18, 2, $B_{2 g}^{-}$ ⟩	13 and 14
	(986.5670)	\|gr, 17, 2, $B_{2 g}^{-}$ ⟩	(13.6208)
			42.45207	\|aw, 17, 2, $B_{2 g}^{-}$ ⟩	13 and 14
			(42.4513)
$10 S R (21)$	974.04822	\|aw, 23, 1, $B_{1 g}^{+}$ ⟩	31.32348	\|aw, 22, 2, $A_{1 u}^{-}$ ⟩	14
	(974.0469)	\|gr, 22, 1, $A_{1 u}^{-}$ ⟩	(31.3235)
$10 R (12)$	970.5472	\|aw, 4, 3, $E_{U}$ ⟩	26.76828	\|aw, 4, 2, $E_{U}$ ⟩	12–14
	(970.5489)	\|gr, 3, 2, $E_{U}$ ⟩	(26.7681)
			33.19222	\|aw, 3, 2, $E_{U}$ ⟩	12–14
			(33.1913)
$10 R (8)$	967.7072	\|aw, 15, 2, $B_{2 g}^{-}$ ⟩	18.738730	\|aw, 15, 1, $A_{2 u}^{+}$ ⟩	10 and 12–14
	(967.7054)	\|gr, 14, 2, $A_{2 u}^{+}$ ⟩	(18.740)
			42.750435	\|aw, 14, 1, $A_{2 u}^{+}$ ⟩	10 and 12–14
			(42.752)
$10 R (8)$	967.7072	\|aw, 15, 2, $B_{1 g}^{+}$ ⟩	18.694410	\|aw, 15, 1, $A_{1 u}^{-}$ ⟩	10
$- 80 MHz$	(967.706)	\|gr, 14, 2, $A_{1 u}^{-}$ ⟩	(18.696)
			42.77	\|aw, 14, 1, $A_{1 u}^{-}$ ⟩	10
			(42.784)
$10 R (4)$	964.7690	\|aw, 12, 8, $A_{1 u}$ ⟩	66.35315	\|aw, 12, 7, $B_{g}$ ⟩	13 and 14
$+ 39 MHz$	(964.7720)	\|gr, 11, 8, $B_{1 g}$ ⟩	(66.3532)
			85.86225	\|aw, 11, 7, $B_{g}$ ⟩	13 and 14
			(85.5924)
$10 P (22)$	942.3833	\|aw, 3, 2, $A_{u}$ ⟩	9.94	\|aw, 2, 1, $B_{g}$ ⟩	12
	(942.3820)	\|gr, 3, 1, $B_{g}$ ⟩	(9.960)
$10 P (32)$	932.9604	\|aw, 6, 0, $E_{L}$ ⟩	12.57310	\|aw, 5, 1, $E_{L}$ ⟩	12
	(unresolved)	\|gr, 6, 1, $E_{U}$ ⟩	(12.586)
$10 P (42)$	922.9143	\|aw, 8, 2, $E_{L}$ ⟩	18.99080^a	\|aw, 8, 1, $E_{L}$ ⟩	13 and 14
	(922.9124)	\|gr, 9, 2, $E_{L}^{+}$ ⟩	(18.9998)
			18.99947^a	\|aw, 8, 1, $E_{U}$ ⟩	14
			(18.9998)
			31.85062^a	\|aw, 7, 1, $E_{L}$ ⟩	13 and 14
			(31.8509)
			31.85039^a	\|aw, 7, 1, $E_{U}$ ⟩	14
			(31.8509)
$10 P (44)$	920.8291	\|aw, 15, 10, $B_{1 g}^{+}$ ⟩	81.81251	\|aw, 15, 9, $A_{u}$ ⟩	13 and 14
	(920.8271)	\|gr, 16, 10, $A_{1 u}^{-}$ ⟩	(81.8126)
			105.83248	\|aw, 14, 9, $A_{u}$ ⟩	13 and 14
			(105.8326)
$10 P (56) -$	907.7745	\|aw, 14, 5, $E_{L}$ ⟩	29.5407	\|aw, 14, 4, $E_{U}$ ⟩	13 and 14
$10 H P (23)$	(907.7756)	\|gr, 15, 5, $E_{L}$ ⟩	(29.5409)
			51.9168	\|aw, 13, 4, $E_{U}$ ⟩	13
			(51.998)
$10 H P (24)$	906.63930	\|aw, 20, 9, $B_{g}$ ⟩	62.19903	\|aw, 20, 8, $A_{u}$ ⟩	14
	(906.6400)	\|gr, 21, 9, $A_{u}$ ⟩	(62.1985)
			94.18811	\|aw, 19, 8, $A_{u}$ ⟩	14
			(94.1877)
$10 H P (25)$	905.9503	\|aw, 12, 6, $E_{u}$ ⟩	37.764	\|aw, 12, 5, $E_{u}$ ⟩	11
$+ 15 MHz$	(905.94977)	\|gr, 11, 7, $E_{l}$ ⟩	(37.762)
			56.995	\|aw, 11, 5, $E_{u}$ ⟩	11
			(56.995)
$10 H P (29)$	902.23148	\|aw, 17, 4, $E_{l}$ ⟩	34.7217	\|aw, 17, 3, $E_{l}$ ⟩	11
	(902.2298)	\|gr, 17, 5, $E_{l}$ ⟩	(34.722)
			62.005	\|aw, 16, 3, $E_{l}$ ⟩	11
			(62.005)
$10 H P (30)$	900.9433	\|aw, 6, 5, $E_{u}$ ⟩	42.662	\|aw, 6, 4, $E_{l}$ ⟩	11
$- 60 MHz$	(900.9391)	\|gr, 6, 6, $E_{l}$ ⟩	(42.678)
			52.301	\|aw, 5, 4, $E_{l}$ ⟩	11
			(52.309)
$10 H P (32)$	898.9939	\|aw, 5, 4, $A_{u}$ ⟩	34.76182	\|aw, 5, 3, $B_{g}$ ⟩	11 and 14
$+ 10 MHz$	(898.9944)	\|gr, 6, 5, $B_{g}$ ⟩	(34.7617)
			42.78979	\|aw, 4, 3, $B_{g}$ ⟩	11 and 14
			42.7897
$10 H P (39)$	892.5394	\|aw, 9, 4, $A_{u}$ ⟩	34.698	\|aw, 9, 3, $B_{g}$ ⟩	11
$+ 20 MHz$	(892.5404)	\|gr, 10, 5, $B_{g}$ ⟩	(34.730)
			49.140	\|aw, 8, 3, $B_{g}$ ⟩	11
			(49.163)

Pump	$C O_{2}$ Pump ( $N_{2} H_{4}$ Absorption) (wave number/ ${cm}^{- 1}$ )	Pump Upper State Pump State ∣v, J, K, Symmetry⟩	Measured FIR (Calculated FIR) (wave number/ ${cm}^{- 1}$ )	FIR Lower State ∣v, J, K, Symmetry⟩	Reference
$9 P (16)$	1050.4413	\|aw, 25, 10, $A_{u}$ ⟩	110.22485	\|aw, 24, 10, $B_{g}$ ⟩	14
$- 45 MHz$	(1050.4381)	\|gr, 24, 9, $B_{g}$ ⟩	(110.2247)
$9 P (36)$	1031.47743	\|aw, 24, 8, $B_{g}$ ⟩	54.01233	\|aw, 24, 7, $A_{u}$ ⟩	14
	(1031.4746)	\|gr, 23, 7, $A_{u}$ ⟩	(54.0120)
$9 P (50)$	1016.7209	\|aw, 10, 10, $E_{u}$ ⟩	86.21	\|aw, 9, 9, $E_{u}$ ⟩	10
$+ 50 MHz$	(1016.7208)	\|gr, 10, 9, $E_{l}$ ⟩	(86.209)
			70.194191	\|aw, 9, 10, $E_{u}$ ⟩	10
			(70.194)
$10 R (38)$	986.5674	\|aw, 18, 3, $A_{2 u}^{+}$ ⟩	13.62098	\|aw, 18, 2, $B_{2 g}^{-}$ ⟩	13 and 14
	(986.5670)	\|gr, 17, 2, $B_{2 g}^{-}$ ⟩	(13.6208)
			42.45207	\|aw, 17, 2, $B_{2 g}^{-}$ ⟩	13 and 14
			(42.4513)
$10 S R (21)$	974.04822	\|aw, 23, 1, $B_{1 g}^{+}$ ⟩	31.32348	\|aw, 22, 2, $A_{1 u}^{-}$ ⟩	14
	(974.0469)	\|gr, 22, 1, $A_{1 u}^{-}$ ⟩	(31.3235)
$10 R (12)$	970.5472	\|aw, 4, 3, $E_{U}$ ⟩	26.76828	\|aw, 4, 2, $E_{U}$ ⟩	12–14
	(970.5489)	\|gr, 3, 2, $E_{U}$ ⟩	(26.7681)
			33.19222	\|aw, 3, 2, $E_{U}$ ⟩	12–14
			(33.1913)
$10 R (8)$	967.7072	\|aw, 15, 2, $B_{2 g}^{-}$ ⟩	18.738730	\|aw, 15, 1, $A_{2 u}^{+}$ ⟩	10 and 12–14
	(967.7054)	\|gr, 14, 2, $A_{2 u}^{+}$ ⟩	(18.740)
			42.750435	\|aw, 14, 1, $A_{2 u}^{+}$ ⟩	10 and 12–14
			(42.752)
$10 R (8)$	967.7072	\|aw, 15, 2, $B_{1 g}^{+}$ ⟩	18.694410	\|aw, 15, 1, $A_{1 u}^{-}$ ⟩	10
$- 80 MHz$	(967.706)	\|gr, 14, 2, $A_{1 u}^{-}$ ⟩	(18.696)
			42.77	\|aw, 14, 1, $A_{1 u}^{-}$ ⟩	10
			(42.784)
$10 R (4)$	964.7690	\|aw, 12, 8, $A_{1 u}$ ⟩	66.35315	\|aw, 12, 7, $B_{g}$ ⟩	13 and 14
$+ 39 MHz$	(964.7720)	\|gr, 11, 8, $B_{1 g}$ ⟩	(66.3532)
			85.86225	\|aw, 11, 7, $B_{g}$ ⟩	13 and 14
			(85.5924)
$10 P (22)$	942.3833	\|aw, 3, 2, $A_{u}$ ⟩	9.94	\|aw, 2, 1, $B_{g}$ ⟩	12
	(942.3820)	\|gr, 3, 1, $B_{g}$ ⟩	(9.960)
$10 P (32)$	932.9604	\|aw, 6, 0, $E_{L}$ ⟩	12.57310	\|aw, 5, 1, $E_{L}$ ⟩	12
	(unresolved)	\|gr, 6, 1, $E_{U}$ ⟩	(12.586)
$10 P (42)$	922.9143	\|aw, 8, 2, $E_{L}$ ⟩	18.99080^a	\|aw, 8, 1, $E_{L}$ ⟩	13 and 14
	(922.9124)	\|gr, 9, 2, $E_{L}^{+}$ ⟩	(18.9998)
			18.99947^a	\|aw, 8, 1, $E_{U}$ ⟩	14
			(18.9998)
			31.85062^a	\|aw, 7, 1, $E_{L}$ ⟩	13 and 14
			(31.8509)
			31.85039^a	\|aw, 7, 1, $E_{U}$ ⟩	14
			(31.8509)
$10 P (44)$	920.8291	\|aw, 15, 10, $B_{1 g}^{+}$ ⟩	81.81251	\|aw, 15, 9, $A_{u}$ ⟩	13 and 14
	(920.8271)	\|gr, 16, 10, $A_{1 u}^{-}$ ⟩	(81.8126)
			105.83248	\|aw, 14, 9, $A_{u}$ ⟩	13 and 14
			(105.8326)
$10 P (56) -$	907.7745	\|aw, 14, 5, $E_{L}$ ⟩	29.5407	\|aw, 14, 4, $E_{U}$ ⟩	13 and 14
$10 H P (23)$	(907.7756)	\|gr, 15, 5, $E_{L}$ ⟩	(29.5409)
			51.9168	\|aw, 13, 4, $E_{U}$ ⟩	13
			(51.998)
$10 H P (24)$	906.63930	\|aw, 20, 9, $B_{g}$ ⟩	62.19903	\|aw, 20, 8, $A_{u}$ ⟩	14
	(906.6400)	\|gr, 21, 9, $A_{u}$ ⟩	(62.1985)
			94.18811	\|aw, 19, 8, $A_{u}$ ⟩	14
			(94.1877)
$10 H P (25)$	905.9503	\|aw, 12, 6, $E_{u}$ ⟩	37.764	\|aw, 12, 5, $E_{u}$ ⟩	11
$+ 15 MHz$	(905.94977)	\|gr, 11, 7, $E_{l}$ ⟩	(37.762)
			56.995	\|aw, 11, 5, $E_{u}$ ⟩	11
			(56.995)
$10 H P (29)$	902.23148	\|aw, 17, 4, $E_{l}$ ⟩	34.7217	\|aw, 17, 3, $E_{l}$ ⟩	11
	(902.2298)	\|gr, 17, 5, $E_{l}$ ⟩	(34.722)
			62.005	\|aw, 16, 3, $E_{l}$ ⟩	11
			(62.005)
$10 H P (30)$	900.9433	\|aw, 6, 5, $E_{u}$ ⟩	42.662	\|aw, 6, 4, $E_{l}$ ⟩	11
$- 60 MHz$	(900.9391)	\|gr, 6, 6, $E_{l}$ ⟩	(42.678)
			52.301	\|aw, 5, 4, $E_{l}$ ⟩	11
			(52.309)
$10 H P (32)$	898.9939	\|aw, 5, 4, $A_{u}$ ⟩	34.76182	\|aw, 5, 3, $B_{g}$ ⟩	11 and 14
$+ 10 MHz$	(898.9944)	\|gr, 6, 5, $B_{g}$ ⟩	(34.7617)
			42.78979	\|aw, 4, 3, $B_{g}$ ⟩	11 and 14
			42.7897
$10 H P (39)$	892.5394	\|aw, 9, 4, $A_{u}$ ⟩	34.698	\|aw, 9, 3, $B_{g}$ ⟩	11
$+ 20 MHz$	(892.5404)	\|gr, 10, 5, $B_{g}$ ⟩	(34.730)
			49.140	\|aw, 8, 3, $B_{g}$ ⟩	11
			(49.163)

Pump	Frequency (MHz)	Wavelength $(μ m)$	Pressure [Pa (mTorr)]	Intensity^a	Relative Polarization	Offset (MHz)	Reference
$9 R (52)$	4 463 894.4	67.159	53(400)	W	‖	43	4
$9 R (50)$	4 553 228.0	65.842	53(400)	M	‖	$- 9$	3
$9 R (48)$	574 117.3	522.180	7(50)	W			2
$9 R (46)$	1 945 888.1	154.065	11(80)	M	‖	$- 2$	3
		454.7	33(250)	M	‖	$- 2$	3
$9 R (42)$	858 156.2	349.345	20(150)	VS	⊥		2 and 3
$9 R (36)$	2 950 180.8	101.618	27(200)	S	‖	$- 38$	3
$9 R (34)$	1 055 803.2	283.947	13(100)	VS	‖		3
$9 R (26)$	916 511.7	327.102	20(150)	S	‖	$- 13$	1 and 3
		560.9	12(90)	M	⊥	$- 13$	10
$9 R (24)$		262.1	9(68)	M	⊥	$- 90$	6
$9 R (18)$	812 750.0	368.862	27(200)	M	⊥		10 and 15
$9 R (14)$	3 497 481.1	85.717	27(200)	S	‖	$- 50$	3
$9 R (12)$	3 975 563.7	75.409	60(450)	W	‖	35	4
$9 R (10)$	4 104 665.7	73.037	47(350)	W	‖	43	4
$9 R (10)$	1 203 541.3	249.092	20(150)	M	‖	$- 20$	1 and 3
$9 R (8)$	3 696 638.2	81.099	33(250)	S	‖	$- 12$	3
$9 R (4)$	3 918 281.0	76.511	13(100)	M	‖	40	3
$9 R (4)$		125.7	20(150)	M	‖		3
$9 S P (11)$		85.9	13(100)	S	‖		3
$9 P (08)$		708.3	20(150)	M	‖		3
$9 P (12)$	904 899.4	331.299	20(150)	S	⊥	$- 20$	2, 10, and 16
		1055.6	20(150)	W	‖	$- 20$	10
$9 P (12)$	903 889.6	331.669	20(150)	S	⊥	40	1, 2, 10, and 16
		1060.3	20(150)	W	‖	40	10
$9 P (12)$	567 925.4	527.873	7(50)	M	‖	0	10 and 16
$9 P (12)$		165.3	8(60)	M	⊥	$- 50$	6
$9 P (14)$	3 317 269.0	90.373	53(400)	VS	‖	$- 32$	3
$9 P (14)$		115.8	37(278)	M	⊥		8
$9 P (16)$	3 536 744.1	84.765	20(150)	M	‖	8	3
$9 P (16)$	3 304 457.8	90.724	20(150)	S	‖	$- 45$	3
$9 S P (13)$	2 884 000.7	103.950	53(400)	VS	‖	$- 12$	3
$9 P (20)$	963 731.4	311.075	4(30)	M	‖		1 and 16
$9 P (20)$		483.5			‖		1
$9 P (22)$		73.07					5
$9 P (22)$	2 510 428.7	119.419	43(320)	W	‖	39	4
$9 P (30)$	1 920 424.5	156.107	20(150)	M	‖	28	3
		331.5	20(150)	M	‖	30	1 and 10
		121.3	20(150)	M	⊥	30	10
$9 P (32)$	4 058 513.9	73.868	40(300)	S	‖	28	3
		151.6	20(150)	W	⊥	28	10
$9 P (34)$		102.0	53(400)	VS	‖		5
$9 P (36)$	2 946 196.7	101.756	45(340)	S	‖		2 and 8
$9 P (36)$	2 225 036.9	134.736	33(250)	M	⊥		2 and 8
$9 P (36)$	1 619 248.8	185.143	13(100)	S	⊥		2 and 10
$9 P (46)$	1 866 375.4	160.628	27(200)	VS	‖	$- 7$	3
	960 791.1	312.027	27(200)	VS	‖	$- 7$	2 and 3
$9 P (50)$	2 104 368.9	142.462	20(150)	VS	‖	43	3
		116.0	13(98)	M	⊥	50	10
$9 P (52)$	2 473 562.9	121.199	27(200)	S	‖	$- 45$	3
		170.4	20(150)	W	⊥	$- 45$	10
$9 P (56)$	1 644 081.4	182.346	20(150)	S	‖	$- 32$	3
$10 R (54)$	2 729 129.8	109.849	21(160)	M	‖	$- 19$	3
$10 R (54)$	2 340 717.5	128.077	33(250)	S	‖	19	3
$10 R (52)$	2 106 238.3	142.335	43(320)	S	‖	40	3
$10 R (50)$	5 034 814.5	59.544	117(880)	S	‖	$- 16$	3
$10 R (50)$		61.9	96(720)	M	‖		3
$10 R (50)$	2 638 540.7^b	113.621	29(220)	S	‖	7	3
	2 638 537.7^b	113.621	29(220)	S	‖	7	3
	1 635 937.6	183.254	29(220)	M	⊥	7	3
$10 R (48)$	2 740 883.2	109.378	40(300)	M	‖	10	3
$10 R (44)$	2 651 522.1	113.064	44(330)	S	‖	$- 22$	3
$10 R (42)$	3 551 318.2	84.417	43(320)	M	‖	44	3
		312.0	23(173)	S	⊥	40	10
$10 R (42)$	3 343 021.8	89.677	33(250)	M	‖	$- 23$	3
		143.8	23(173)	S	⊥	$- 23$	10
$10 R (40)$	1 485 618.5	201.796	65(490)	VS	‖	$- 36$	3
	3 111 748.1	96.342	32(240)	S	⊥	$- 36$	7, 8, and 10
$10 R (38)$	1 272 681.1	235.559	25(190)	VS	‖		3 and 17
$10 R (38)$	408 346.7	734.162	25(188)	S	⊥		10 and 15
$10 R (36)$	2 746 267.9	109.164	25(190)	M	‖	$- 14$	3
		159.2	29(218)	W	⊥	$- 15$	10
$10 R (36)$		64.0	44(330)	M	‖		8
$10 R (36)$		83.6	45(335)	W	‖		8
$10 R (36)$	1 868 475.0	160.448	33(250)	S	‖	44	3
	960 791.1	312.027	37(280)	S	⊥	44	3
$10 R (34)$	2 082 274.2	143.974	40(300)	VS	⊥	41	3
$10 R (34)$		153.4	29(220)	VS	‖		3
$10 R (34)$		234.0			‖		1
$10 R (34)$		648.5	20(150)	W	⊥	0	10
$10 R (34)$	1 371 660.8	218.562	40(300)	VS	‖	44	3
$10 R (34)$		264.8	8(60)	S	‖	130	6
$10 R (34)$		394.0	10(75)	M	‖	80	6
$10 R (30)$	1 132 510.3	264.715	33(250)	S	‖	$- 10$	1 and 3
		170.1	29(218)	S	⊥	$- 10$	10
$10 R (28)$	1 955 291.8	153.324	28(210)	S	‖	42,55	3 and 6
		251.9	8(60)	M	⊥	55	6
$10 R (26)$		178.6	8(60)	M	⊥	$- 50$	6
		283.8	8(60)	W	‖	$- 50$	6
		402.8	6(45)	M	‖	$- 50$	6
		220.0	29(218)	S	⊥	$- 50$	10
$10 S R (27)$	1 860 374.8	161.146	37(280)	S	‖	7	3
$10 S R (23)$	3 275 035.8	91.359	32(240)	VS	‖	26	3
$10 S R (23)$	2 743 410.5	109.277	25(190)	VS	‖	$- 28$	3
$10 S R (23)$		267.4	32(240)	M	‖	47	3
$10 S R (23)$	2 218 652.2	135.124	27(200)	W			7
$10 R (24)$		802.4			‖		1
$10 R (24)$		209.5	6(45)	W	‖	120	6
$10 R (24)$		95.3	23(173)	W	‖	50	10
		330.8	23(173)	W	⊥	50	10
$10 R (24)$		287.4	8(60)	W	‖	$- 70$	6
$10 R (24)$		220.6	8(60)	W	‖	$- 110$	6
		209.8	8(60)	W	‖	$- 110$	6
$10 R (22)$		288.4	9(68)	M	‖	125	6
		669.3	9(68)	W	⊥	125	6
$10 R (20)$	2 092 854.4	143.246	24(180)	S	⊥		17
$10 R (20)$		165.0	25(190)		‖		5
$10 R (20)$	1 132 140.6	264.801	27(200)	S	‖		1 and 16
$10 R (20)$	2 140 871.7	140.033	24(180)	W			7
$10 R (20)$		155.2	9(68)	S	‖	110	6
$10 R (20)$		160.6	8(60)	S	⊥	$- 120$	6
$10 R (18)$	2 790 942.8	107.416	36(270)	M	‖	$- 50$	3 and 10
$10 R (18)$		116.7	40(300)	M	‖	$- 33$	3
$10 R (18)$		206.8	9(68)	S	⊥	100	6
$10 S R (21)$	939 054.3	319.249	27(200)	VS	‖		3
$10 R (16)$		163.4	9(68)	W	‖	$- 125$	6
		213.3	6(45)	W	⊥	$- 125$	6
$10 R (14)$		301.3	8(60)	M	‖	100	6
$10 S R (17)$	1 610 436.0	186.156	20(150)	VS	‖	19	3
$10 H R (14)$	1 977 072.4	151.635	13(100)	M	‖	$- 30$	3
$10 H R (14)$	1 574 927.0	190.353	13(100)	M	⊥	$- 8$	3
$10 R (12)$		234.12	35(260)		‖		5
$10 R (12)$	995 077.8	301.275	20(150)	S	‖	20	1, 10, and 16
$10 R (12)$	802 492.8	373.576			⊥		1 and 17
$10 R (12)$		68.0	24(180)	W	‖	$- 30$	10
		86.6	24(180)	W	⊥	$- 30$	10
$10 R (12)$		419.7	8(60)	S	‖	0	6
$10 R (10)$		335.1	6(45)	W	‖	80	6
		646.3	24(180)	W	⊥	80	10
$10 S R (11)$	2 381 482.4^b	125.885	13(100)	S	‖	36	3
	2 381 478.9^b	125.885	13(100)	S	‖	36	3
$10 S R (11)$	1 510 382.3	198.488	11(80)	W	‖		3
$10 S R (11)$		234.36	13(100)		‖		5
$10 S R (9)$	1 126 495.9	266.128	20(150)	VS	⊥	0	3
	645 737.5	464.264	19(140)	VS	‖	0	3
$10 R (8)$	1 281 625.8	233.916	13(100)	VS	‖	0	1, 6, and 16
	561 733.0^b	533.654			⊥	0	1, 9, and 17
	561 771.3^b	533.656			⊥	0	1, 9, and 17
$10 R (8)$		233.8	10(75)	S	‖	$- 80$	6
		301.1	11(83)	W	‖	$- 80$	6
	560 444.3	534.919	20(250)		⊥	$- 80$	9
	323 487.7	926.751	13(98)		⊥	$- 80$	9
$10 R (6)$	2 565 990.1	116.833	5(40)	M			2
$10 R (6)$		319.4	6(45)	M	‖	$- 120$	6
		428.9	6(45)	W	⊥	$- 120$	6
$10 R (6)$		58.67	36(270)	M			7
$10 R (4)$	5 116 059.9	58.598	108(810)	M	‖		3
$10 R (4)$	2 574 085.5	116.466	39(290)	VS	‖	39	3
$10 R (4)$	1 989 217.5	150.709					17
$10 P (2)$	4 017 213.1	74.627	21(160)	M	‖		3
$10 P (2)$	1 811 655.9	165.480	23(170)	M	‖	$- 11$	3
$10 P (4)$		49.2	24(180)	M	‖	$- 36$	3
	3 844 230.0	77.985	23(170)	M	‖	$- 36$	3 and 4
$10 P (4)$	3 319 710.8	90.307	41(310)	S	⊥		3
$10 P (4)$	2 415 908.4	124.090	39(290)	M	‖		3
$10 P (4)$	2 098 942.5	142.830	20(150)	M	‖		3
$10 P (4)$	2 625 546.4	114.183	28(210)	S	‖	42	3
$10 P (4)$		186.1	24(180)	W	⊥	42	3
$10 P (6)$	2 221 963.2	134.922	53(394)	M	⊥		8 and 17
$10 P (6)$	2 174 579.3	137.862					17
$10 P (6)$	1 647 877.4	181.926	20(150)	S	⊥(‖)		16
$10 P (6)$		246.5			‖		1
$10 P (10)$	1 880 947.4	159.384	5(40)	W			2
$10 P (10)$	1 450 431.1	206.692	40(300)	M	‖	37	3
$10 P (10)$	1 907 887.0	157.133	24(180)	M	‖	$- 43$	3
$10 P (10)$		721.0			‖		1
$10 P (12)$		157.8	6(45)	W	⊥	5	6
$10 P (12)$		157.2	20(150)	M	‖	$- 30$	10
$10 P (16)$	3 690 723.1	81.229	47(356)	VS	⊥		8 and 17
$10 P (16)$	2 923 359.0	102.551	53(400)	S	‖		17
$10 P (16)$	650 207.7	461.072			⊥		1 and 16
$10 P (16)$		286.5	20(150)	S	⊥	140	6
$10 P (16)$		461.2	8(60)	M	⊥	110	6
$10 P (18)$	4 668 834.6	64.211	29(220)	W	‖	$- 43$	4
$10 P (18)$	2 555 898.1	117.294	27(200)	W	‖	26	4
$10 P (18)$		273.0	13(100)	W	‖		1
$10 P (18)$		370.1	20(150)	S	⊥	0	1 and 6
$10 P (20)$	3 559 814.8	84.216	67(500)	M	‖	$- 42$	4
$10 P (22)$	3 691 269.2	81.217	20(150)	W	‖	31	4
	2 923 138.5	102.558	20(150)	W	‖	31	4
$10 P (22)$		1007.0			⊥		1
$10 P (24)$	3 676 638.9	81.540	29(220)	M	‖	40	4
$10 P (24)$	2 460 606.8	121.837	27(200)	M	‖	13	4
$10 P (24)$	1 554 077.8	192.907	15(110)	VS	⊥	$- 32$	1, 3, and 16
$10 P (24)$		336.0			⊥		1
$10 P (24)$	687 957.4	435.772	7(50)	S	⊥		1 and 16
$10 P (26)$	3 197 414.3	93.761	29(220)	M	‖	$- 46$	4
$10 P (28)$		262.0			⊥		1
$10 P (30)$	3 442 096.1	87.096	13(100)	M	‖	$- 36$	4
$10 P (30)$	2 695 149.6	111.234	13(100)	M	‖	$- 8$	3
		227.1	6(45)	W	‖	$- 8$	6
		134.8	20(150)	W	⊥	$- 10$	10
$10 S P (29)$	2 432 134.3	123.263	27(200)	VS	⊥	$- 12$	4
	1 615 503.5	185.572	20(150)	VS	‖	$- 12$	3
$10 P (32)$	2 219 596.6	135.066	19(140)	W	‖	0	4
	376 932.2	795.348	24(180)		⊥	0	1 and 9
$10 P (32)$	561 756.2	533.670	15(112)	S	‖	$- 40, - 70$	6 and 9
	328 833.8	911.685	11(82)		⊥	$- 70$	9
$10 P (32)$		214.3	8(60)		‖	90	9
		91.9	11(82)		‖	90	9
		71.7	11(82)		⊥	90	9
$10 P (32)$	425 015.8	705.368	20(150)		⊥	100	9
$10 S P (31)$	4 722 332.3	63.484	27(200)	M	‖	1	4
	3 559 099.1	84.233	27(200)	M	‖	1	4
$10 S P (33)$	5 494 676.8	54.561	27(200)	M	‖	$- 7$	4
$10 P (34)$		278.2	6(45)	W	⊥	80	6
$10 P (36)$	3 266 508.2	91.778	21(160)	M	‖	$- 33$	4
$10 P (40)$	1 241 985.4	241.382	7(50)	M	‖	20	2 and 10
	568 210.2	527.608	7(50)	W	⊥	20	2 and 10
$10 P (42)$	954 857.6^b	313.966	13(98)	M	‖	0	2 and 10
	954 850.7^b	313.968	13(98)	M	‖	0	2 and 10
	569 599.7^b	526.321	13(98)	M	⊥	0	2 and 10
	569 589.7^b	526.331	13(98)	M	⊥	0	2 and 10
$10 P (42)$		235.2	6(45)	W	‖	70	6
$10 P (44)$		89.5					5
$10 P (44)$	3 172 777.9	94.489	27(200)	S	‖		2 and 8
$10 P (44)$	2 452 677.4	122.231	27(200)	VS	⊥	$- 40$	2, 8, and 10
$10 P (46)$	3 444 748.6	87.029	33(250)	W	⊥	34	4
$10 P (46)$		174.3	27(203)	M	⊥	50	10
		261.8	27(203)	M	‖	50	10
$10 P (48)$		121.9	29(220)	3	‖	$- 5$	11
$10 P (48)$		116.1	29(220)	2	‖	$- 20$	11
$10 H P (14)$		122.2	24(180)	2	⊥	$- 10$	11
$10 P (50)$		153.6	24(180)	2	‖	20	11
$10 H P (16)$		60.6	31(230)	15	‖	40	11
		143.6	31(230)	13	‖	40	11
$10 P (52)$	1 860 374.6	161.146	23(174)	S	⊥	$- 30$	2 and 10
		252.0	23(173)	W	‖	$- 30$	10
$10 P (52)$	1 833 951.7	163.468					2
$10 H P (19)$		93.5	43(320)		‖		5
$10 H P (19)$		127.6	27(203)	W	⊥		10
$10 P (54)$	2 988 681.8	100.309	28(210)	VS,120	‖	$- 15$	2, 4, and 11
1 980 809.4	151.348	40(300)	80		⊥	$- 15$	2 and 11
$10 H P (20)$	1 573 986.2	190.467	33(250)	10	‖	0	2 and 11
$10 H P (22)$	1 037 179.7	289.046	24(180)	M	⊥		4
$10 H P (22)$		170.3	27(200)	200	⊥	20	11
		305.4	27(200)	120	‖	20	11
$10 P (56) - H P (23)$	3 896 540.2	76.938	24(180)	VS	‖		4
$10 P (56) - H P (23)$	1 556 427.9	192.616	15(112)	VVS	‖	0	2, 6, and 8
	885 606.8	338.516	5(40)	S	⊥	0	2 and 6
		235.7	31(230)	W,300	‖	0	6 and 11
$10 H P (24)$	2 823 688.6	106.171	40(300)	M,10	‖	0	2 and 11
	1 864 680.0	160.774	40(300)	W,6	⊥	0	2 and 11
$10 H P (25)$	1 708 654.6	175.455	33(250)	M,350	‖	15	4 and 11
		264.8	33(250)	130	⊥	15	11
$10 H P (26)$		161.2	24(180)	5	‖	50	11
		161.3	24(180)	3	⊥	50	11
$10 H P (26)$		158.2	29(220)	15	⊥	$- 25$	11
		211.7	25(190)	8	‖	$- 25$	11
$10 H P (28)$		80.7	17(130)	1	⊥	$- 50$	11
$10 H P (28)$		265.8	24(180)	3	⊥	20	11
		166.5	24(180)	4	‖	20	11
$10 H P (29)$	3 214 438.5	93.264	33(250)	S	‖		4
$10 H P (29)$	1 858 872.0	161.277	24(180)	VS,400	⊥	0	2 and 11
	1 040 932.6	288.004	29(220)	M,180	‖	0	2 and 11
$10 H P (30)$		191.2	17(130)	20	⊥	$- 60$	11
		234.4	17(130)	6	‖	$- 60$	11
$10 H P (31)$		109.6	25(190)	1.5	⊥	0	11
		162.8	25(190)	$< 1$	‖	0	11
$10 H P (32)$	1 282 805.7	233.701	21(160)	S,180	‖	10	2 and 11
	1 042 133.2	287.672	21(160)	S,160	⊥	10	2 and 11
$10 H P (33)$		85.8	24(180)	3	‖	25	11
$10 H P (34)$		396.3	24(180)	3	⊥	30	11
$10 H P (35)$		141.8	24(180)	5	‖	$- 30$	11
		101.1	24(180)	4	‖	$- 30$	11
$10 H P (36)$		89.6	24(180)	3	‖	$- 10$	11
$10 H P (39)$		203.5	21(160)	160	‖	20	11
		288.2	21(160)	80	⊥	20	11

Abstract

Cited By

Figures (1)

Tables (2)

Journal of the Optical Society of America B