What is the optimal design for a buoy tether in a large river?

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SUMMARY

The optimal design for a buoy tether in a large river involves a vertical right circular cylinder buoy with an outside diameter of 8 feet and a height of 12 feet, constructed from ½-inch thick glass-fiber-reinforced plastic (FRP). The buoy is tethered with an 80-foot cable that is designed to snap if the water depth exceeds 90 feet. To ensure safety and functionality, it is essential to compute the force on the cable at various river depths and determine the snap force required for the cable. Additionally, a graph illustrating cable force as a function of river depth is necessary for visual analysis.

PREREQUISITES
  • Understanding of buoyancy principles and Archimedes' principle
  • Knowledge of material properties of glass-fiber-reinforced plastic (FRP)
  • Familiarity with tension forces in cables and their calculations
  • Ability to create and interpret graphs of force versus depth
NEXT STEPS
  • Calculate the buoyant force acting on the buoy at various water depths
  • Determine the tension in the cable as a function of river depth
  • Research the effects of river current on buoy stability and cable tension
  • Create a detailed graph of cable force versus river depth using software like MATLAB or Excel
USEFUL FOR

Engineers, marine architects, and students studying fluid mechanics or marine engineering who are involved in the design and analysis of buoy systems in river environments.

Binkai
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Consider a buoy in the form of a vertical right circular cylinder of outside diameter (D) of 8 feet, and
height (H) of 12 feet. The buoy is a hollow cylinder formed of glass-fiber-reinforced plastic (FRP)
that is ½-inch thick. The buoy is to be placed in a large river and tethered to the bottom by a cable
that is 80 feet long. The cable is supposed to snap if the water depth exceeds 90 feet. Compute the force on the cable at different river depths and the force at which
the cable should be designed to snap. Create a graph of cable force as a function of river depth. I'm totally lost. No idea where to begin.
 
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Binkai said:
Consider a buoy in the form of a vertical right circular cylinder of outside diameter (D) of 8 feet, and
height (H) of 12 feet. The buoy is a hollow cylinder formed of glass-fiber-reinforced plastic (FRP)
that is ½-inch thick. The buoy is to be placed in a large river and tethered to the bottom by a cable
that is 80 feet long. The cable is supposed to snap if the water depth exceeds 90 feet. Compute the force on the cable at different river depths and the force at which
the cable should be designed to snap. Create a graph of cable force as a function of river depth. I'm totally lost. No idea where to begin.

Hi welcome to physicsforums. :smile:
However, isn't that a homework question? Please look under Thread / Thread Starter of:
https://www.physicsforums.com/forumdisplay.php?f=61

Homework questions go here:
https://www.physicsforums.com/forumdisplay.php?f=152
 
I remember getting this same question in 9th grade in 1971, but it was a steel buoy. I answered it "not enough information." I went on to explain that I needed the river current. This would obviously be at flood stage, where the component of line tension caused by the current may dominate over buoyant forces. The teacher gave me full credit.
 

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