A piece of wood is taken deep inside a long column of water and released, it will move up
With a decreasing upward acceleration
The net upward force at any moment upon the block can be given as,
Fnet=FB−FV−mg
Where, FB = Force of Bouancy, upwards
Fv = Viscous force, downwards
mg = weight, downwards
⇒FB−Fv−mg=ma
a = acceleration of the block
But initially, v=0⇒Fv=0
As,|Fv|=6πηrv
As velocity increases.Fv also increases. it shows clearly that the net acceleration is maximum initially and reduces as Fv increases.