Challenge

Flow over a cylinder

FLOW OVER A CYLINDER

AIM:

  1. Calculate the baseline case Reynolds number.
  2. Run a baseline simulation and then calculate the Reynolds number. Then increase the Reynolds number by a factor of 20%, 40%, and 100% then run the transient flow simulation.
  3. Simulation end time should be calculated properly
  4. Make sure that end time is set to 2 times flow through time.
  5. Create animations for pressure-velocity for all the three Reynolds numbers.
  6. Explain your observations

SPECIFICATION:

  • Diameter of the cylinder - 40mm
  • length of the cylinder - 50mm
  • Surface roughness is taken as zero
  • Gravity is not considered

Formula to calculate the baseline case Reynolds number:

  • Re = rho*U_inlet*D/mu
  • D = cylinder diameter
  • mu = dynamic viscosity
  • rho = density

PROPERTIES OF FLUID:

  • Fluid - Air
  • Density of air - 1.225 kg/m^3
  • Dynamic viscosity of air - 1.81*10^-3 Kg/ms at temp 300K.

The velocity of air is calculated by the formula of Reynold's number.

CALCULATION:

  • The computational domain has a length of 300mm.
  • Thus the flow-through time is given as the time taken for the velocity to reach the end of the computational domain.
  • The end time is taken as twice that of flow through time.
Re 20 40 40
Velocity 0.0074 0.0148 0.0369
Flow-through time 40.54 20.27 8.13
End time 81 40.54 16.26

While conducting the simulation wizard the total analysis time is equal to the end time obtained.

PRESSURE AND VELOCITY CUT PLOTS FOR RESPECTIVE REYNOLDS NUMBER:

For Re=20

Velocity plot

Variable pressure plot

For Re=40

Velocity plot

Variable pressure plot

For Re=100

Velocity plot

Variable pressure plot

Animation for different Re at 20, 40, 100.

At Re = 20

Velocity flow

https://youtu.be/EFlYUfLdHbk

Pressure flow

https://youtu.be/Wov5m1O06FI

At Re = 40

Velocity flow

https://youtu.be/71Ldbs94OVs

Pressure flow

https://youtu.be/iYpPEYMbyzY

At Re = 100

Velocity flow

https://youtu.be/DB8LprBSFC4

Pressure flow

https://youtu.be/G1OcD-NjNVU

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