Jurin's law describes the rise and fall of a liquid within a thin capillary tube. Named after its discoverer James Jurin.
This law is expressed as:
h=2γcosθrρg{\displaystyle \qquad h={\frac {2\gamma \cos \theta }{r\rho g}}}
where
This law is valid if the tube radius is smaller than the capillary length.