Consider a flow field which is steady in a reference frame that rotates at a constant

angular velocity vec$()=hat(e{)}_z.$ Derive the appropriate form of the modified Bernoulli

equation for this situation. Assume that the fluid has constant density and ignore

gravitational effects. The final equation should be in terms of the fluid velocity, etc. as

measured in the rotating frame, the angular velocity of the rotating frame, and the

distance $r$ of a point from the axis of rotation.