Strouhal Number Calculator

Enter value, select unit and click on calculate. Result will be displayed.
Sr=f×LV
Sr = Strouhal Number ---- V = Velocity
L = Characteristic Length ---- f = Frequency

Enter your values:

Characteristic Length (L):
Frequency (f):
Velocity (v):

Result:

Strouhal Number (Sr):

What is a Strouhal Number Calculator?

A Strouhal Number Calculator is a tool used to compute the Strouhal number (St), which is a dimensionless number that describes oscillating flow dynamics, particularly in vortex shedding and fluid-structure interactions. It is given by:

where:

  • St= Strouhal number (dimensionless)
  • f= vortex shedding frequency (Hz)
  • L= characteristic length (m) (e.g., diameter of a cylinder in flow)
  • U= flow velocity (m/s)

The Strouhal number is critical in analyzing unsteady fluid flows, including vortex shedding, flapping wings, and pulsating flows.


Why Use a Strouhal Number Calculator?

A Strouhal number calculator is useful for:

  • Predicting vortex shedding frequency, which affects aerodynamics and fluid-structure interactions.
  • Designing structures (e.g., bridges, towers) to avoid resonance and structural vibrations due to wind or water flow.
  • Analyzing bio-locomotion (e.g., swimming of fish, flapping of wings in birds and insects).
  • Optimizing engineering designs related to fluid dynamics, such as cooling towers, chimneys, and aircraft wings.

How to Use a Strouhal Number Calculator?

  1. Input the vortex shedding frequency f (in Hz).

  2. Enter the characteristic length L (e.g., the diameter of a cylinder).

  3. Input the flow velocity U (in m/s).

  4. Compute using the formula:

  5. Interpret Results:

    • A typical Strouhal number for cylinder flows is around 0.2.
    • If St is too high or too low, it may indicate irregular or unstable flow patterns.

When to Use a Strouhal Number Calculator?

  • In fluid mechanics to study vortex-induced vibrations.
  • In aerodynamics to analyze airflow over aircraft wings and turbines.
  • In structural engineering to prevent wind-induced oscillations in bridges, chimneys, and skyscrapers.
  • In bioengineering to study natural movement patterns like fish swimming or insect flapping.
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About This Calculator
Created at  2024/11/23
Updated :
2025/03/18
Views :
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