Need help finding the name of a fluid mechanics/frequency graph

In summary, the conversation discusses a graph showing the oscillation of a cylinder in uniform flow, with the y-axis representing amplitude/diameter and the x-axis representing velocity/(natural frequency X diameter). The individual is seeking more information and is advised to search for "flow around oscillating cylinder" or "Karman Vortex Street" or look into the Strouhal number.
  • #1
rcummings89
19
0
Someone showed me a graph that has to do with how a cylinder oscillates in uniform flow, starting from no oscillation, to high oscillation, back to none. I know the y-axis is amplitude/diameter and the x-axis is velocity / (natural frequency X diameter)

I would just like to find out more information but I don't know where to look. Any help is greatly appreciated!
 
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  • #2
Try a google search for "flow around oscillating cylinder" ;)
 
  • #3
That may give you the results you want. I suspect you'll find the root phenomenon faster though if you search for "Karman Vortex Street"
 
  • #4
Searching Strouhal number may also be of interest.
 
  • #5


The graph you are describing is likely a vortex shedding frequency graph. This type of graph shows the relationship between the velocity of a fluid and the frequency at which vortices are shed from a cylinder placed in the flow. As the velocity increases, the frequency of vortex shedding also increases until it reaches a critical point, after which the vortices are no longer shed and the cylinder experiences no oscillation. This phenomenon is important in fluid mechanics and is often studied in applications such as aerodynamics and structural engineering. You can find more information about vortex shedding and its applications by searching for "vortex shedding frequency" or "Karman vortex street" in scientific literature or online resources.
 

1. What is a fluid mechanics/frequency graph?

A fluid mechanics/frequency graph is a graphical representation of the relationship between the frequency of a fluid and its mechanical properties. It shows how the behavior of a fluid changes as its frequency changes.

2. How is a fluid mechanics/frequency graph used in science?

A fluid mechanics/frequency graph is used to study the behavior of fluids in different situations, such as in pipes, pumps, and turbines. It helps scientists and engineers understand how fluids react to changes in frequency and how to optimize their use in various applications.

3. What are the important factors in creating a fluid mechanics/frequency graph?

The important factors in creating a fluid mechanics/frequency graph include the type of fluid being studied, the frequency range being measured, and the experimental conditions, such as temperature and pressure. It is also important to accurately measure and record the data points to create an accurate graph.

4. Can a fluid mechanics/frequency graph be used to predict the behavior of fluids in real-world situations?

Yes, a fluid mechanics/frequency graph can be used to make predictions about the behavior of fluids in real-world situations. By analyzing the graph, scientists and engineers can determine how a fluid will behave at different frequencies and use this information to design and optimize systems that use fluids.

5. Are there any limitations to using a fluid mechanics/frequency graph?

One limitation of a fluid mechanics/frequency graph is that it is based on experimental data and may not always accurately represent the behavior of a fluid in all situations. Other factors, such as turbulence and external forces, may also affect the behavior of fluids and cannot always be accurately represented on a graph. Therefore, it is important to use the graph as a guide and not rely solely on its predictions.

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