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The type of flow for which the density is constant for a fluid flow is:


1. incompressible
2. non - uniform
3. uniform
4. compressible

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Best answer
Correct Answer - Option 1 : incompressible

Explanation:

There are six types of fluid flow:

Compressible flow

  1. The flow in which the density is not constant which means the density of the fluid changes from point to point.
  2. The flow in which the density is constant which means the density of the fluid does not change from point to point.

Incompressible flow

Uniform flow

  1. The type of flow in which the velocity at any given time does not change with respect to space (i.e. length of direction of the flow).
  2. The type of flow in which the velocity at any given time changes with respect to space (i.e. length of the direction of the flow).

Non - uniform flow

Steady flow and 

  1. Type of flow in which the fluid characteristics like velocity, density, pressure, etc at a point do not change with time.
  2. Type of flow in which the fluid characteristics like velocity, density, pressure, etc at a point change with time.

Unsteady flow

Rotational flow

  1. The type of fluid flow in which the fluid particles while flowing along streamlines and also rotate about their own axis.
  2. The type of fluid flow in which the fluid particles while flowing along streamline and do not rotate about their own axis.

Irrotational flow

Laminar flow

  1. The type of flow in which the fluid particles move along well-defined paths or streamline and all the streamlines are straight and parallel.
  2. The type of flow in which the fluid particles move in a zigzag way, the eddies formation takes place which is responsible for high energy loss.

Turbulent flow

1D flow 

  1. The type of flow in which the flow parameter such as velocity is a function of time and one space coordinate only, say x.
  2.  The type of flow in which velocity is a function of time and two rectangular space coordinates say x, y.
  3. The type of flow in which velocity is a function of time and three mutually perpendicular directions. The function of 3 space coordinates (x, y, z).

2D flow

3D flow

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