Understand that viscous faces in a fluid cause a retarding force on an object moving through it.
Use stokes' law to derive an expression for terminal velocity of a spherical body falling through a viscous fluid under laminar conditions.
Understand the terms steady (laminar, streamline) flow, incompressible flow, non-viscous flow as applied to the motion of an ideal fluid.
Appreciate that at a sufficiently high velocity, the flow of viscous fluid undergoes a transition from laminar to turbulence conditions.
Appreciate the equation of continuity $Av=$ Constant for the flow of an ideal and incompressible fluid.
Appreciate that the equation of continuity is a form of the principle of conservation of mass.
Understand that the pressure difference can arise from different rates of flow of a fluid (Bernoulli effect).
Derive Bernoulli's equation in form $P+\frac{1}{2} \rho v^2+\rho gh=$ constant.
Explain how Bernulli effect is applied in the filter pump, atomizers, in the flow of air over an aerofoil, Venturi-meter and in blood physics.
Give qualitative explanations for the swing of a spinning ball.