Linked from

The 20 pages that link to Velocity field, each with the reason it gives.

• Continuity equationRelated: It describes the motion that transports mass through a region.

• Vector fieldBroader topic: It describes fluid motion as a spatial pattern of local speeds and directions.

• VorticityNarrower topic: Vorticity is calculated from the spatial variation of this field.

• Incompressible flowRelated: Its divergence is the standard local criterion in incompressible-flow models.

• Fluid dynamicsRelated: It is the basic description of how fluid motion varies through space and time.

• AdvectionRelated: Its direction and magnitude determine where and how quickly a quantity is carried.

• Material derivativeRelated: It determines how a moving point travels through the field.

• Euler equationsRelated: The equations evolve this field to describe fluid motion.

• Eulerian descriptionRelated: It specifies how material moves through the positions where Eulerian fields are evaluated.

• Mass flow rateRelated: Its component normal to a surface determines how rapidly fluid crosses that surface.

• StreamlineNarrower topic: A streamline is constructed by following the local direction of this field.

• Shear rateNarrower topic: Shear rate is derived from spatial changes in the velocity field.

• Reynolds transport theoremRelated: Relative velocity between the fluid and boundary determines advective transport.

• Steady flowRelated: Steadiness means this field has no time dependence at any fixed position.

• Flow velocityNarrower topic: Flow velocity is the value of this field at a particular point and time.

• CurrentRelated: It represents the direction and speed of a current throughout a region.

• Flow visualizationBroader topic: Many flow visualizations encode this quantity directly or indirectly.

• Eulerian flow fieldNarrower topic: An Eulerian flow field is a velocity field whose vectors represent fluid motion.

• Interactions in fluidsRelated: It describes the motion produced by interactions throughout a fluid.

• Lagrangian flow fieldRelated: Evaluating velocity along a particle’s path gives its motion in the flow.