  Differential equations with convective terms such as the Burger's equation
appear in many applications and have been the subject of intense research. In
this paper we use a generalized form of Cole-Hopf transformation to relate the
solutions of some of these nonlinear equations to the solutions of linear
equations. In particular we consider generalized forms of Burger's equation and
second order nonlinear ordinary differential equations with convective terms
which can represent steady state one-dimensional convection.
