Abstract
Part 1 Mechanics of solids: the problem of Boussinesq and Cerruti, N.Sneddon nonlinear wave propagation in composites, M.McCarthy continuum thermodynamics of electrical hysteresis in ceramics, G.Maugin and E.Bassiouny. Part 2 Fluid mechanics: turbulent transport and the random occurrence of coherent events, A.Newell et al waves in shear-flows, S.Maslowe canonical equations of long wave, weakly non-linear asymptotics, R.Rosales dispersion and attenuation of surface waves in viscous liquids, P.Le Blond et al the Jeffrey paradox, S.Smith a numerical study of large bubble dynamics, R.Rowe and J.Bugg numerical approximation of the steady and unsteady euler equations of gas dynamics, K.Morton aspects of magnetic flow with non-equilibrium magnetization, R.Rosensweig and R.Johnston analysis of particles' aggregation phenomena in magnetic fluids, A.Satoh and S.Kamiyama solitons on a magnetic fluid, M.Shen the subscismic wave equation, M.Rochester vascular input impedance for arterial modes, T.Moodie and R.Gan. Part 3 Partial differential equations and foundations: continuous dependence on geometry with applications in continuum mechanics, L.Payne a new approach to PDE's with variable coefficients, B.Seymour and E.Varley.
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