False

The statement is incorrect because convective acceleration can still be found even if the fluid flow equation does not satisfy the continuity equation.
Here's an explanation:

Convective acceleration refers to the change in velocity of a fluid particle as it moves from one point to another in a flow field. It is caused by the change in velocity of the surrounding fluid particles.

On the other hand, the continuity equation is a fundamental equation in fluid mechanics that relates the velocity and density of a fluid. It states that the mass flow rate into a control volume must be equal to the mass flow rate out of the control volume.

Now let's analyze the given statement:

1. Convective acceleration can still be found: Even if the continuity equation is not satisfied, we can still calculate the convective acceleration by considering the change in velocity of a fluid particle as it moves through the flow field. The convective acceleration term can be included in the Navier-Stokes equations, which describe the motion of fluid.

2. The continuity equation is not satisfied: If the flow equation does not satisfy the continuity equation, it means that there is a mismatch between the mass flow rates entering and exiting a control volume. This could happen, for example, if there is a source or sink of fluid within the control volume or if there are leakage or losses in the flow.

Conclusion:

In conclusion, convective acceleration can still be calculated even if the continuity equation is not satisfied. The continuity equation is a separate equation that relates to the mass flow rate in a control volume. While it is important for understanding overall flow behavior, it does not directly affect the calculation of convective acceleration.