Article about Poiseuilles equation
Poiseuille equation was discovered by Jean Louis Marie Poiseuille (1799-1869). As explained, each fluid can be considered as an ideal fluid. The ideal fluid does not have viscosity. If we assume an ideal fluid flows in a pipe, each part of the fluid moves at the same rate (v). Unlike the ideal fluid, the real fluid we encounter in everyday life has viscosity. Because it has a viscosity, then when flowing in a pipe, for example, the rate of each part of the fluid varies. The fluid layer that is in the middle moves faster (deep v), on the contrary, the fluid layer attached to the pipe does not move (v = 0). So from the middle to the edge of the pipe, every part of the fluid moves at different rates. To facilitate your understanding, observe the picture below.
One of the uses of Bernoulli’s equation is to calculate the speed of a liquid exit from the bottom of a container (see figure).