Calculating Force Needed to Break Objects with a Maul

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SUMMARY

This discussion centers on calculating the force required to break objects using a maul, specifically addressing the limitations of existing formulas. The participants highlight that while a maul can exert 600 lbs of pressure, it breaks under 1200 lbs, and there is no universal equation to predict the number of strikes before failure. The conversation emphasizes the complexity of material fatigue, particularly in relation to various materials like glass, which can deform over time and exhibit rapid crack propagation. The concept of fatigue life is identified as a critical area for further exploration.

PREREQUISITES
  • Understanding of fatigue life in materials
  • Knowledge of force and pressure measurements
  • Familiarity with material properties and failure mechanisms
  • Basic principles of mechanics and stress analysis
NEXT STEPS
  • Research fatigue life calculations for different materials
  • Explore the mechanics of crack propagation in brittle materials
  • Study the impact of repeated stress on material integrity
  • Investigate the relationship between pressure and material deformation
USEFUL FOR

Engineers, material scientists, and anyone involved in the study of material durability and failure analysis will benefit from this discussion.

Cemelion
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I was splitting some wood the other day with an old maul and the maul broke. I was wondering if anyone knows of a formula to predict or give a sum of the force needed over time to break said maul.

so what i really want to know is how many times can i hit something with 600lbs of pressure with a maul that breaks after 1200lbs of pressure or.. how many beers can i open with a force of .000001lbs with a bottlecap remove that breaks after 70lbs of pressure?
 
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Hahaha There were actually no theory for that problem.
The only way to find out is to do it until it get broken.
 


There is plenty of theory actually, but no general equation for it. It depends so heavily on the nature of the force, how often it occurs, the shape and material of the object and many other things. Look up fatigue life. That would be a good place to start.
 


kk, thanks guys... not a big deal just curious... i look into fatigue life
 


Way too complex for almost all materiels... ordinary glass for instance will deform over a long time due to pressure or gravity (old glass bottles you find in dumps are folded flat, old stained glass windows get thin at the top and thick at the bottom). Then, if you fracture glass, the speed of advancement of the crack can exceed 5000 feet per second, yet even what appears to be the motionless end of a static crack is really still continuing to advance very slowly as the molecular bonds maintain a minimum breaking rate (on the order of hundreds of bonds per hour for typical pane glass)... and that's just "simple" glass.
 

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