Browsing by Author "Bristow, P"

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    Proper motions of dwarf spheroidal galaxies from Hubble Space Telescope imaging.: III.: Measurement for Ursa Mminor
    (2005) Piatek, S; Pryor, C; Bristow, P; Olszewski, EW; Harris, HC; Mateo, M; Minniti, D; Tinney, CG
    This article presents a measurement of the proper motion of the Ursa Minor dwarf spheroidal galaxy determined from images taken with the Hubble Space Telescope in two distinct fields. Each field contains a quasi-stellar object that serves as the "reference point.'' The measured proper motion for Ursa Minor, expressed in the equatorial coordinate system, is (mu(alpha); mu(delta)) = ( - 50 +/- 17; 22 +/- 16) mas century(-1). Removing the contributions of the solar motion and the motion of the local standard of rest yields the proper motion in the Galactic rest frame: (mu(Grf)(alpha), mu(Grf)(delta)) = (- 8 +/- 17, 38 +/- 16) mas century(-1). The implied space velocity with respect to the Galactic center has a radial component of V-r = - 75 +/- 44 km s(-1) and a tangential component of V-t = 144 +/- 50 km s(-1). Integrating the motion of Ursa Minor in a realistic potential for the Milky Way produces orbital elements. The perigalacticon and apogalacticon are 40 ( 10, 76) and 89 ( 78, 160) kpc, respectively, where the values in the parentheses represent the 95% confidence intervals derived from Monte Carlo experiments. The eccentricity of the orbit is 0.39 (0.09, 0.79), and the orbital period is 1.5 (1.1, 2.7) Gyr. The orbit is retrograde and inclined by 124 degrees (94 degrees, 136 degrees) to the Galactic plane. Ursa Minor is not a likely member of a proposed stream of galaxies on similar orbits around the Milky Way, nor is the plane of its orbit coincident with a recently proposed planar alignment of galaxies around the Milky Way. Comparing the orbits of Ursa Minor and Carina shows no reason for the different star formation histories of these two galaxies. Ursa Minor must contain dark matter to have a high probability of having survived disruption by the Galactic tidal force until the present.
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    Proper motions of dwarf spheroidal galaxies from Hubble Space Telescope imaging.: IV.: Measurement for sculptor
    (2006) Piatek, S; Pryor, C; Bristow, P; Olszewski, EW; Harris, HC; Mateo, M; Minniti, D; Tinney, CG
    This article presents a measurement of the proper motion of the Sculptor dwarf spheroidal galaxy determined from images taken with the Hubble Space Telescope using the Space Telescope Imaging Spectrograph in the imaging mode. Each of two distinct fields contains a quasi-stellar object that serves as the "reference point.'' The measured proper motion of Sculptor, expressed in the equatorial coordinate system, is (mu(alpha), mu(delta)) (9 +/- 13; 2 +/- 13) mas century(-1). Removing the contributions from the motion of the Sun and the motion of the local standard of rest produces the proper motion in the Galactic rest frame: (mu(Grf)(alpha), mu(Grf)(delta)) = (-23 +/- 13; 45 +/- 13) mas century(-1). The implied space velocity with respect to the Galactic center has a radial component of V-r = 79 +/- 6 km s(-1) and a tangential component of V-t = 198 +/- 50 km s(-1). Integrating the motion of Sculptor in a realistic potential for the Milky Way produces orbital elements. The perigalacticon and apogalacticon are 68 (31, 83) and 122 (97, 313) kpc, respectively, where the values in the parentheses represent the 95% confidence interval derived from Monte Carlo experiments. The eccentricity of the orbit is 0.29 (0.26, 0.60), and the orbital period is 2.2 (1.5, 4.9) Gyr. Sculptor is on a polar orbit around the Milky Way: the angle of inclination is 86 degrees (83 degrees, 90 degrees).