Fluid dynamics / water making a radius

In summary, the conversation is about an experiment involving water flow and its resulting shape. The goal is to determine how different variables, such as rate of flow, volume, force, and pressure, affect the size of the circle created by the water. The experiment is related to fluid dynamics and the approach suggested is to change one variable at a time and measure the resulting radius of the circle. The speaker also suggests considering the angle of the tube and speculates that the shape may be a parabola rather than a circle.
  • #1
angel_of_pizza2000
2
0
jaaa 1st post! god please hlep me just becuase it is

we have this weird experiment given to us and its about how if u get a water flowing down a tube and make it slide down and hit a surface and make it flow hard/fast enuff the water makes a shape of a circle with some radius. we're supposed to do an experiment focusing on wat variables affect the size of the circle created by the gush of water. I've thought of rate of flow, volume of water, force of water ,presusre, density, ... got any few pointers on how i can approach this experemnt? what field is this related to.. fluid dynamics? wuld appreciate some direction for this experemnt

cuz force of water... looked up stuff on volumetric flow and flux and stuff... how could something concrete, mathematical i can use? thanks a lot
 
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  • #2
Why do you want formulas? You are supposed to do an experiment. Formulas are derived from the results of experiments, not the other way round.
 
  • #3
The basic idea is to change one variable and see how that influences the radius, R, of the circle. Let's say the rate of flow of the water, f. You change the rate of flow of the water to say f1, f2, f3, f4 and in each case measure the radius of the circle. If the radius of the circle changes when the rate of flow is altered (R1, R2, R3, R4) , then you know that there is some functional relationship between the two variables. A graph may give some indication what the relationship might be. Repeat the procedure by changing another variable, like the angle of the tube and see how it influences the radius of the circle.

I would think that the arc should be a parabola rather than a circle thought.
 
Last edited:

1. What is fluid dynamics?

Fluid dynamics is the branch of physics that studies the motion of fluids (liquids and gases) and the forces that govern their movement.

2. How does water make a radius when flowing?

When water flows, it tends to follow the path of least resistance. In the case of a circular pipe, the water molecules on the outer edges of the pipe experience more friction than those in the center. This causes the water to move faster in the center, creating a circular motion and giving the appearance of a radius.

3. What is the Bernoulli's principle?

Bernoulli's principle states that as the speed of a fluid increases, its pressure decreases. This explains why airplanes can fly and how a shower curtain sticks to the wall when the water is turned on.

4. How does viscosity affect fluid dynamics?

Viscosity refers to a fluid's resistance to flow. A more viscous fluid, such as honey, will flow slower and experience more friction than a less viscous fluid, such as water. This affects the speed and behavior of the fluid and can impact the path it takes when flowing.

5. How is fluid dynamics used in real life?

Fluid dynamics has many practical applications, such as in designing efficient airplane wings, understanding weather patterns, and developing medical treatments for cardiovascular diseases. It is also used in industries such as oil and gas, aerospace, and marine engineering.

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