“…The optical systems on the analytical ultracentrifuge supply the radial concentration distribution at time intervals during the course of an experiment, c(r,t), and the instrument provides the rotor speed, ω. The quantities sought in a velocity sedimentation experiment are s and D. There are no exact solutions to the Lamm equation: approximate (Behlke and Ristau, 1997;Philo, 1994) and numerical (Demeler and Saber, 1998;Schuck, 1998;Stafford and Sherwood, 2004) solutions form the basis of many sedimentation velocity analysis programs used to extract s and D from AUC data. By taking the ratio s/D, the frictional contribution to these parameters is removed and the result is proportional to the buoyant molar mass, M b , through the Svedberg equation (3) Both the Lamm and Svedberg equations, as presented above, are starting points for the equations that apply to real chemical systems.…”