The spectroscopic orbit and the geometry of R Aquarii

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Volume 495 / No 3 (March I 2009)

A&A, 495 3 (2009) 931-936

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Table 1:

Radial velocities of R Aqr used for orbital elements determination.
JD	RV $[\rm km~s^{-1}]$	Spectral range	Symbol	References
2 422 255	-21.6	Visual	$\LEFTcircle$	Merrill (1935)
2 423 039	-22.0	Visual	$\LEFTcircle$	Merrill (1935)
2 429 581	-30.7	Visual	$\RIGHTcircle$	Merrill (1950)
2 430 336	-30.2	Visual	$\RIGHTcircle$	Merrill (1950)
2 432 235.5	-28.5	Visual	$\RIGHTcircle$	Merrill (1950)
2 433 019.3	-29.0	Visual	$\RIGHTcircle$	Merrill (1950)
2 441 237	-21.7	Visual	$\medbullet$	Jacobsen & Wallerstein (1975)
2 442 939	-22.0	Near-IR	$\divideontimes$	Hinkle et al. (1989)
2 443 527.5	-26.6	v=1, J= 1-0	+	Lepine et al. (1978), Zuckerman (1979)
2 444 078	-25.9	v=1, J= 1-0	$\blacksquare$	Cohen & Ghigo (1980), Spencer et al. (1981), Lane (1982)
2 444 356	-27.0	v=1, J= 1-0	$\times$	Lane (1982)
2 444 509	-25.6	Visual	$\medcirc$	Wallerstein (1986)
2 444 748	-30.1	Visual	$\medcirc$	Wallerstein (1986)
2 445 535	-27.7	Near-IR	$\divideontimes$	Hinkle et al. (1989)
2 445 574.5	-27.6	v=1, J= 1-0	$\blacktriangle$	Cho et al. (1996), Jewell et al. (1991)
2 445 862	-30.1	Visual	$\medcirc$	Wallerstein (1986)
2 445 890.6	-28.0	Near-IR	$\divideontimes$	Hinkle et al. (1989)
2 446 378.5	-27.8	Near-IR	$\divideontimes$	Hinkle et al. (1989)
2 447 247	-28.5	v=1, J= 1-0	$\triangle$	Martinez et al. (1988)
2 447 338	-28.9	Near-IR	$\divideontimes$	Hinkle et al. (1989)
2 447 634	-28.5	v=1, J= 1-0	$\triangle$	Martinez et al. (1988)
2 447 870	-27.1	v=1, J= 1-0	$\blacktriangledown$	Pardo et al. (2004)
2 448 240	-27.0	v=1, J= 2-1	$\vardiamondsuit$	Schwarz et al. (1995)
2 448 283	-28.3	v=1, J= 1-0	$\blacktriangledown$	Pardo et al. (2004)
2 448 696	-27.4	v=1, J= 1-0	$\blacktriangledown$	Pardo et al. (2004)
2 448 998.4	-26.4	v=1, J= 2-1	$\vardiamondsuit$	Schwarz et al. (1995)
2 449 435	-27.0	v=1, J= 1-0	$\blacktriangledown$	Pardo et al. (2004)
2 449 439	-26.3	v=1, J= 2-1	$\vardiamondsuit$	Schwarz et al. (1995)
2 449 804	-27.0	v=1, J= 1-0	$\blacktriangledown$	Pardo et al. (2004)
2 450 068.8	-26.8	v=1, J= 1-0	$\diamondsuit$	Boboltz et al. (1997)
2 450 407	-24.0	v=1, J= 1-0	$\Square$	Hollis et al. (2000)
2 450 948	-24.0	v=1, J= 1-0	$\Square$	Hollis et al. (2000)
2 451 390.4	-25.6	v=1, J= 2-1	$\pentagon$	Kang et al. (2006), Hollis et al. (2000)
2 451 785.8	-23.2	v=1, J= 2-1	$\davidsstar$	Kang et al. (2006)
2 451 892	-24.3	v=1, J= 1-0	$\oplus$	Hollis et al. (2001), Cotton et al. (2004), McIntosh & Rustan (2007)
2 453 253	-23.0	v=1, J= 1-0	$\XBox$	Cotton et al. (2006)
2 453 784.3	-22.7	v=1, J= 1-0	$\triangledown$	McIntosh & Rustan (2007)
2 454 112	-22.8	v=1, J= 1-0	$\triangledown$	McIntosh & Rustan (2007)

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