DOI: 10.1175/1520-0469(1996)053<1710:UOMAAD>2.0.CO;2
关键词: Terminal velocity 、 Surface roughness 、 Classical mechanics 、 Power law 、 Drag 、 Flow (psychology) 、 Reynolds number 、 Projected area 、 Mechanics 、 Boundary layer
摘要: Abstract Based on boundary layer theory and a comparison of empirical power laws relating the Reynolds Best numbers, it was apparent that primary variables governing hydrometeor's terminal velocity were its mass, area projected to flow, maximum dimension. The dependence velocities surface roughness appeared secondary, with apparently changing significantly only during phase changes (i.e., ice liquid). In theoretical analysis, new, comprehensive expression for drag force, which is valid both inertial viscous-dominated derived. A mass simply accurately represented in terms dimension by using dimensional laws. Hydrometeor calculated mass- area-dimensional parameterize number, X. Using relationship general all particle types, Re, then from Be...