Editing Flow measurement (section)

=== Linear resistance meters ===
Linear resistance meters, also called laminar flowmeters, measure very low flows at which the measured differential pressure is linearly proportional to the flow and to the fluid viscosity. Such flow is called viscous drag flow or laminar flow, as opposed to the turbulent flow measured by orifice plates, Venturis and other meters mentioned in this section, and is characterized by Reynolds numbers below 2000. The primary flow element may consist of a single long capillary tube, a bundle of such tubes, or a long porous plug; such low flows create small pressure differentials but longer flow elements create higher, more easily measured differentials. These flowmeters are particularly sensitive to temperature changes affecting the fluid viscosity and the diameter of the flow element, as can be seen in the governing [[Hagen–Poiseuille equation]].<ref>{{cite book|last1=Miller|first1=Richard W.|title=Flow Measurement Engineering Handbook|date=1996|publisher=Mcgraw Hill|isbn=0070423660|page=6.16–6.18|edition=3rd}}</ref><ref>{{cite book|editor1-last=Bean|editor1-first=Howard S.|title=Fluid Meters, Their Theory and Application|date=1971|publisher=The American Society of Mechanical Engineers|location=New York|pages=77–78|edition=6th}}</ref>