Concepts
A searchable glossary of the ideas behind the tools. Each concept links to the calculator that applies it once that tool ships. This is the starting set — the glossary grows alongside the curriculum.
23 concepts
- Bond number (Bo) Dimensionless numbers
- The ratio of gravitational to interfacial forces. At the microscale Bo is tiny, so surface tension dominates gravity.
- Capillary number (Ca) Dimensionless numbers
- The ratio of viscous to interfacial forces, Ca = μv/γ. It governs droplet formation regimes in two-phase microfluidics.
- Diffusion Transport
- Spreading of molecules driven by concentration gradients. Mixing time scales as t ≈ L²/2D, so it is slow across wide channels.
- Droplet microfluidics Droplets
- Generating and manipulating discrete droplets in an immiscible carrier, each a tiny isolated reactor — the basis of single-cell workflows.
- Flow-focusing Droplets
- A droplet generator where a central stream is pinched by two side streams through a narrow orifice, giving fine control of droplet size.
- Hydraulic diameter (Dₕ) Fundamentals
- An effective diameter for non-circular channels, Dₕ = 4A/P (for a rectangle, 2wh/(w+h)). It lets circular-pipe formulas apply to other shapes.
- Hydraulic resistance (R) Fundamentals
- A channel's resistance to flow, R = ΔP/Q. Channels combine in series and parallel exactly like electrical resistors.
- Hydraulic–electrical analogy Fundamentals
- A modelling shortcut mapping pressure↔voltage, flow rate↔current, and hydraulic resistance↔resistance, so a chip can be analysed as a circuit.
- Lab-on-a-chip Fundamentals
- A device that integrates one or more laboratory functions onto a single microfluidic chip.
- Laminar flow Fundamentals
- Smooth, orderly flow in parallel layers with no cross-stream mixing. It is the norm at the microscale, where viscous forces dominate inertia.
- Microfluidics Fundamentals
- The science and engineering of manipulating tiny volumes of fluid in micrometre-scale channels.
- Newtonian fluid Fundamentals
- A fluid whose viscosity is constant regardless of shear rate (e.g. water). Most microfluidics formulas assume Newtonian behaviour.
- PDMS Fabrication
- Polydimethylsiloxane — the workhorse elastomer for soft lithography: transparent, gas-permeable, and easy to mould and bond.
- Péclet number (Pe) Dimensionless numbers
- The ratio of advective to diffusive transport, Pe = vL/D. High Pe means flow carries species faster than diffusion can mix them.
- Poisson loading Droplets
- Cell encapsulation follows Poisson statistics, P(k)=λᵏe⁻λ/k!. To keep doublets rare, most droplets must be empty (low λ).
- Pressure drop (ΔP) Fundamentals
- The pressure difference needed to drive a flow through a channel. For laminar flow it is linear in flow rate (Hagen–Poiseuille).
- Reynolds number (Re) Dimensionless numbers
- The dimensionless ratio of inertial to viscous forces, Re = ρvDₕ/μ. Low Re (≪2000) means laminar flow; microchannels almost always sit here.
- Soft lithography Fabrication
- Casting an elastomer (usually PDMS) against a micro-patterned mould to replicate channels — the most common rapid-prototyping route.
- Stokes–Einstein relation Transport
- Estimates a particle's diffusion coefficient, D = k_BT/(6πμr), linking diffusion to temperature, viscosity, and particle size.
- Surface tension (γ) Fundamentals
- The energy per unit area of a liquid interface. It dominates microscale behaviour, driving capillary filling and droplet formation.
- T-junction Droplets
- A droplet generator where the dispersed phase meets the continuous phase at a right angle; droplet size is set by the flow-rate ratio.
- Weber number (We) Dimensionless numbers
- The ratio of inertial to interfacial forces. It helps predict droplet breakup and jetting behaviour.
- Wetting & contact angle Fundamentals
- How a liquid spreads on a surface, quantified by the contact angle. It sets whether channels fill spontaneously and how droplets behave.