Paper-based microfluidics are microfluidic devices that consist of a series of hydrophilic cellulose or nitrocellulose fibers that transport fluid from an inlet through the porous medium to a desired outlet or region of the device, by means of capillary action. This technology builds on the conventional lateral flow test which is capable of detecting many infectious agents and chemical contaminants. The main advantage of this is that it is largely a passively controlled device unlike more complex microfluidic devices. Development of paper-based microfluidic devices began in the early 21st century to meet a need for inexpensive and portable medical diagnostic systems. Architecture Paper-based microfluidic devices feature the following regions: Inlet: a substrate (typically cellulose) where liquids are dispensed manually. Channels: hydrophilic sub-millimeter networks that guide liquid throughout a device. Flow amplifiers: regions of varying geometry where the flow velocity is modified to impart a steady state flow of controllable velocity Flow resistors: a capillary element used to impart a reduced flow velocity in order to control the residence time of a fluid in a microfluidic device Barriers: hydrophobic regions that prevent fluid from leaving the channel. Outlets: location where a chemical or biochemical reaction takes place. Flow The movement of fluid through a porous medium such as paper is governed by permeability (earth sciences), geometry and evaporation effects. Collectively these factors results in evaporation limited capillary penetration that can be tuned by controlling porosity and device geometry. Paper is a porous medium in which fluid is transported primarily by wicking and evaporation. The capillary flow during wetting can be approximated by Washburn's equation, which is derived from Jurin's Law and the Hagen–Poiseuille equation. The average velocity of fluid flow is generalized as, where is the surface tension, the contact angle, is the viscosity, and is the distance traveled by the liquid. More extensive models account for paper tortuosity, pore radius, and paper deformation. Once the medium is fully wetted, subsequent flow is laminar and follows Darcy's Law. The average velocity of fluid flow is generalized as, where is the medium permeability and is the pressure gradient. One consequence of laminar flow is that mixing is difficult and based solely on diffusion, which is slower in porous systems. Manufacturing Paper-based microfluidic devices can be manufactured based on the dimensions, i.e. 2D and 3D. To fabricate 2D paper-based microfluidics, variations of methods, such as wax printing, inkjet printing, photolithography, flexographic printing, plasma