Reynold's number

Reynold's number also affects the blood flow in capillaries.

The Reynold's number is directly proportional to the velocity and diameter of the tube.

To quantify this kind of added condition you should probably look up and use the formula for Reynold's Number.

You should consider applying scaling concepts, like Reynold's number, or ballistic coefficient, to the comparison of golf-ball and girl.

Due to its smaller radius and lowest velocity compared to other vessels, the Reynold's number at the capillaries is very low, resulting in laminar instead of turbulent flow.

The study of turbulence is another field where the Numerical Continuation techniques have been used to study the advent of turbulence in a system starting at low Reynold's numbers.

The Reynold's number (denoted NR or Re) is a relationship that helps determine the behavior of a fluid in a tube, in this case blood in the vessel.

A Reynold's number of less than 2300 is laminar fluid flow, which is characterized by constant flow motion, whereas a value of over 4000, is represented as turbulent flow.

Osborne Reynolds, (1842-1912), engineer and physicist, who developed the understanding of electricity, magnetism, and fluid flow (part of the equation for determining the change between 'streamline' and 'turbulent' flow is still called a 'Reynold's Number'), was the son of a headmaster of Dedham Grammar School.