Linked from

The 32 pages that link to Bernoulli's principle, each with the reason it gives.

• PressureRelated: It links changing flow speed with changing pressure under specified conditions.

• AerodynamicsRelated: It offers a useful pressure-and-speed account of many low-speed flows.

• Continuity equationRelated: For steady incompressible flow, continuity helps connect changing speed to changing area.

• Fluid mechanicsRelated: It describes how pressure and speed trade off in an idealized moving fluid.

• Lift (force)Related: Pressure differences associated with airflow speed contribute to lift on a wing.

• Hydraulic headRelated: It relates changes in pressure, elevation, and velocity head along ideal flow.

• Fluid dynamicsRelated: It provides a useful energy relation under assumptions narrower than the full governing equations.

• Potential flowRelated: It converts the velocity field into pressure differences under suitable conditions.

• Archimedes' principleCompared with: It explains effects in moving fluids, unlike the hydrostatic basis of Archimedes' principle.

• Daniel BernoulliBroader topic: This is the best-known physical principle associated with Daniel Bernoulli.

• Hydraulic engineeringRelated: It provides a starting point for evaluating energy changes along a flow path.

• HydrostaticsCompared with: It describes moving-fluid energy balance, unlike hydrostatics' zero-flow equilibrium.

• Venturi effectRelated: It predicts the pressure drop accompanying increased speed through a constriction.

• Euler equationsRelated: It arises as a consequence of Euler's momentum balance under suitable conditions.

• Pascal's lawCompared with: It describes pressure changes associated with fluid motion rather than uniform pressure transmission.

• Magnus effectCompared with: Popular accounts invoke it to explain pressure differences, but it is not a complete causal account.

• Aerodynamic liftRelated: Faster flow over parts of a wing can correspond to lower static pressure.

• VortexRelated: Fast flow around a vortex core is associated with reduced pressure.

• SiphonRelated: It links the siphon's elevation change to pressure and velocity along the tube.

• Pitot tubeRelated: It links the stagnation-to-static pressure difference to flow speed.

• Pipe flowRelated: It explains energy exchanges between pressure and velocity, with real pipes requiring loss terms.

• Reynolds transport theoremRelated: Control-volume momentum and energy balances underpin common derivations of flow relations.

• Steady flowRelated: For steady, inviscid flow, it relates changing speed and elevation to pressure.

• Water pressureRelated: Flowing water can trade pressure for speed as it passes through pipes and fittings.

• Kutta–Joukowski theoremRelated: Velocity differences around a lifting body imply pressure differences that produce its force.

• Flow velocityRelated: It links flow speed to pressure under restrictive assumptions.

• Torricelli's lawRelated: Applying it between the fluid surface and opening yields Torricelli's speed.

• Bernoulli familyCompared with: It is associated with Daniel, but is a physical principle rather than a family-wide achievement.

• Coandă effectCompared with: It is often invoked to explain the effect, but entrainment and viscous flow also matter.

• Flow control (process engineering)Related: It explains how changing velocity or elevation affects pressure available for control.

• FrisbeeRelated: It is often invoked to explain pressure differences around a flying disc.

• Crocco's theoremCompared with: Bernoulli's streamline constancy is a special comparison when entropy and stagnation enthalpy are uniform.