Editing Strouhal number (section)

===Micro/Nanorobotics===
In the field of micro and nanorobotics, the Strouhal number is used alongside the [[Reynolds number]] in analyzing the impact of an external oscillatory fluidic flow on the body of a microrobot. When considering a microrobot with cyclic motion, the Strouhal number can be evaluated as

:<math> \text{St} = \dfrac{fL}{U}</math>,

where,
: ''f'' = cyclic motion frequency,
: ''L'' = characteristic length of robot,
: ''U'' = characteristic speed.

The analysis of a microrobot using the Strouhal number allows one to assess the impact that the motion of the fluid it is in has on its motion in relation to the inertial forces acting on the robot–regardless of the dominant forces being elastic or not.<ref name="Sitti, M. 2017">{{cite book|last=Sitti |first=Metin |date=2017 |title=Mobile Microrobotics |publisher=[[The MIT Press]]|pages=13–24|isbn= 9780262036436}}</ref>