I am very pleased to have this opportunity to present some recent observational work bearing on the depth dependence of motions in stellar atmospheres, I thank Dr.Gray for this invitation and also wish to acknowledge the patronage of the NAS-NRC.
PhotospheresThe bulk of the work published on the depth dependence of turbulence, v(h) in stellar photospheres has tended to concern microturbulence alone. The solar case is perhaps the most well studied as both horizontal and vertical components of both micro-and macro-turbulence can be examined with depth. The recent summaries by Beckers (1975) and Canfield (1975) disclose a nearly constant 1 -2 km/s turbulence through the solar photosphere, possibly rising slightly into the upper chromosphere.Other late type stars can be compared against this best case.Arcturus is probably the next best studied case, Figure I collects several of the efforts to determine depth dependence of turbulence in its photosphere, A distinction among the types of motions measured should be noted: some techniques deliver mlcroturbulence, while others deliver a total non-thermal velocity (including micro, meso and macro-velocities). Classical curve of growth studies, such as that by Griffin and Griffin (1967), yield a mean microturbulence, a depth-averaged value probably applicable to around log optlcal depth (5000A) of -I, as deduced from moderate strength metal lines. The Goldberg-Unno (1958, 1959, which uses pairs of lines in multiplets, has been applied by Sikorski (1976) and Stenholm (1977) to deduce the variation in v(h). Curiously, despite the similarity of spectroscopic materials and method, these solutions diverge somewhat. This may suggest a limitation of the Goldberg-Unno method in non-sollr cases. A thoughrough discussion of the accuracy