Pressure to lift a safety valve.

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SUMMARY

The discussion centers on calculating the boiler pressure at which a safety valve lifts, given specific parameters such as spring compression and load. The user determined that the spring compresses 15 mm under a load of 700 kg, leading to a calculated force of 6967 N. By applying Hooke's Law, the user derived the spring constant and calculated the total force at the working position, ultimately estimating the boiler pressure to be approximately 670 kPa. The calculations involved combining the forces from the spring and the weight of the valve assembly.

PREREQUISITES
  • Understanding of Hooke's Law and spring mechanics
  • Basic knowledge of pressure calculations (F/A)
  • Familiarity with units of force (Newtons) and pressure (kPa)
  • Concept of load distribution in mechanical systems
NEXT STEPS
  • Study advanced applications of Hooke's Law in mechanical systems
  • Learn about pressure vessel design and safety valve specifications
  • Explore the principles of static and dynamic load analysis
  • Investigate the relationship between force, area, and pressure in fluid mechanics
USEFUL FOR

Mechanical engineers, safety valve designers, and anyone involved in pressure vessel operations and safety assessments.

tufferthandug
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I'm not sure how to work this one...

The spring on a safety valve can be compressed 15 mm by a load of 700 kg. In it's working position the compression of the spring is 22 mm. The combined mass of the valve, spring and spindle is 17 kg. Valve diameter is 80 mm.

Determine boiler pressure when this valve lifts.


Would the load on the working position equal:

700/15=X/22

X= (700x22)/15

X=1026.7?


I'm not to sure where to start or where to finish this question. Do I add the mass of the spring valve on to X?

Then is it F/A to solve for lifting pressure?

I'm lost on this one. Can someone please help?
 
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My final solution? After reading a little more on Hooke's law.

Does this look correct? Here's my notes:

Compressed to 15mm by 6967 N.

F=kx so k=f/x 6867/15= 457.8 N/mm

F=kx 457(22-15) = 3199 N

Finding the weight of the valve assembly (17x9.81)= 166.77

I hope the solution comes from combining the two: 3199+166.77

Pressure = F/A F= (3199+166.77) A= .005 m2

Boiler pressure when valve lifts: 670 kpa?
 
No takers? LOL
 

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