VLBA determination of the distance to nearby star-forming regions III. HP Tau/G2 and the three-dimensional structure of Taurus
Rosa M. Torres (CRyA-UNAM), Laurent Loinard (CRyA-UNAM), Amy J., Mioduszewski (AOC-NRAO), Luis F. Rodriguez (CRyA-UNAM)

TL;DR
This study uses VLBA observations to measure precise distances to stars in Taurus, revealing the complex three-dimensional structure and kinematics of this nearby star-forming region, and refining stellar age estimates.
Contribution
First VLBA parallax measurements for HP Tau/G2, demonstrating the potential to map the 3D structure and kinematics of Taurus with multiple sources.
Findings
Distance to HP Tau/G2 is 161.2 pc, indicating the eastern Taurus is the far side.
Taurus has a peculiar velocity of about 10.6 km/s mostly parallel to the Galactic plane.
Refined stellar positions on HR diagram suggest models of Palla & Stahler are consistent with coeval ages.
Abstract
Using multi-epoch Very Long Baseline Array observations, we have measured the trigonometric parallax of the weak-line T Tauri star HP Tau/G2 in Taurus. The best fit yields a distance of 161.2 0.9 pc, suggesting that the eastern portion of Taurus (where HP Tau/G2 is located) corresponds to the far side of the complex. Previous VLBA observations have shown that T Tau, to the South of the complex, is at an intermediate distance of about 147 pc, whereas the region around L1495 corresponds to the near side at roughly 130 pc. Our observations of only four sources are still too coarse to enable a reliable determination of the three-dimensional structure of the entire Taurus star-forming complex. They do demonstrate, however, that VLBA observations of multiple sources in a given star-forming region have the potential not only to provide a very accurate estimate of its mean distance, but…
Peer Reviews
No public reviews on file for this paper yet. If you reviewed it on a platform where reviews are public (OpenReview, ICLR, NeurIPS, ICML), you can paste yours below so the community can read it here.
Videos
No videos yet. Explain this paper in a talk, walkthrough, or lecture? Add one.
