Bibcode
                                    
                            Wang, H. -F.; Huang, Y.; Zhang, H. -W.; López-Corredoira, M.; Cui, W. -Y.; Chen, B. -Q.; Guo, R.; Chang, J.
    Bibliographical reference
                                    The Astrophysical Journal
Advertised on:
    
                        10
            
                        2020
            
  Journal
                                    
                            Citations
                                    23
                            Refereed citations
                                    22
                            Description
                                    We revisit the diagonal ridge feature (diagonal distributions in the R, vφ plane) found in Gaia and present a timing analysis for it between Galactocentric distances of R = 7.5 and 12 kpc, using main-sequence turnoff and OB stars selected from the LAMOST Galactic spectroscopic surveys. We recover the ridge pattern in the R-vφ plane color coded by mean radial velocity and find that this feature is presented from very young (OB stars, few hundred megayears) to very old populations (τ = 9-14 Gyr). Meanwhile, some ridge features are also revealed in the metallicity [Fe/H], [α/Fe], and vz distributions. In the LZ, vφ plane, one of the ridge patterns, with constant angular momentum per unit mass, shows variations with different age populations compared. However, the remaining two are relatively stable, implying there might be two kinds of ridge patterns with different dynamical origins and evolutions.
                            Related projects
                 
Morphology and dynamics of the Milky Way
            
    This project consists of two parts, each differentiated but both complementary: morphology and dynamics. Detailed study of the morphology of the Milky Way pretends to provide a data base for the stellar distribution in the most remote and heavily obscured regions of our Galaxy, through the development of semiempirical models based on the
            
            Martín
            
                        López Corredoira