Photo of David Pritchard
  • United Kingdom

20012020
If you made any changes in Pure these will be visible here soon.

Fingerprint Dive into the research topics where David Pritchard is active. These topic labels come from the works of this person. Together they form a unique fingerprint.

Engineering & Materials Science

Fluids
Suspended sediments
Sediment transport
Porous materials
Sediments
Beaches
Gravitation
Linear stability analysis
Boundary layers
Shear thinning
Water
Vapors
Erosion
Newtonian flow
Buoyancy
Dams
Fires
Pipe
Debris
Evaporation
Steel construction
Unsteady flow
Solubility
Lubrication
Surface active agents
Scour
Dissolution
Porosity
Water waves
Liquids
Steady flow
Shear flow
Drag
Temperature
Tsunamis
Natural convection
Nonlinear equations
Shielding
Catchments
Thermal effects
Steel
Boundary conditions
Groundwater
Analytical models
Bathymetry
Bifurcation (mathematics)
Kinematics
Shear deformation
Education
Hydraulics

Physics & Astronomy

General

fluids
sediment transport
Newtonian fluids
beaches
splashing
boundary layers
convection
shear thinning
buoyancy
drainage
dams
shorelines
erosion
profiles
settling
shear
permeability
estimates
sinking
asthenosphere
beds
solubility
reversing
cells
dissolving
porosity
shear flow
anomalies
free convection
hydraulics

Aerospace Sciences

gravitation
ground water
planetary waves

Chemistry and Materials

shallow water
vapors
liquids

Geosciences

sediments
Atlantic Ocean
salinity

Physics

gradients
water waves
perturbation
turbidity
drag

Aeronautics

planforms
unsteady flow

Engineering

lubrication
evaporation

Life Sciences

temperature effects

Mathematical and Computer Sciences

Rayleigh number

Mathematics

Fluid
Newtonian Fluid
Boundary Layer
Shear Thinning
Surfactant
Stokes
Droplet
Lifetime
Lubrication
Linear Stability
Fluid Model
Self-similar Solutions
Power-law Fluid
Hele-Shaw
Thermal Effects
System of Nonlinear Equations
Porous Media
Model
Erosion
Dynamical Model
Unsteady Flow
Inclined
Propagation
Shear Flow
Rayleigh
Evaporation
Oscillation
Demonstrate
Asymptotic Solution
Thin Films
Gradient
Shock
Cauchy Problem
Perturbation
Slope
Rheology
Exact Solution
Shear Stress
Surface Tension
Debris Flow
Kinematics
Stokes Problem
Non-Newtonian Flow
Perturbation Solution
Pipe Flow
Axisymmetric Flow
Mathematics Teaching
Exponential Decay
Classical Solution
Constitutive Law