G Forces 101: Understanding and Estimating the Impact on Moving Bodies

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SUMMARY

This discussion focuses on understanding and estimating g forces acting on moving bodies, particularly animals during maneuvers like steep turns. Key concepts include centripetal acceleration, calculated using the formula a = v²/r, where 'a' represents acceleration, 'v' is velocity, and 'r' is the radius of the turning circle. The discussion highlights the significance of biomechanics and biophysics in estimating the g forces that animals must withstand, especially in scenarios similar to those experienced by pilots and astronauts in centrifuge training.

PREREQUISITES
  • Understanding of centripetal acceleration and its calculation
  • Familiarity with biomechanics and biophysics concepts
  • Knowledge of the square-cube law
  • Basic physics principles related to motion and forces
NEXT STEPS
  • Research the principles of centripetal force and its applications in animal motion
  • Explore the square-cube law and its implications in biomechanics
  • Study the effects of g forces on human physiology, particularly in aviation
  • Investigate training methods for pilots and astronauts to cope with high g forces
USEFUL FOR

Students of physics, biomechanics researchers, animal behaviorists, and professionals in aviation and aerospace industries seeking to understand the impact of g forces on moving bodies.

Dragon
Just had a couple of discussions with a pal of mine lately about g forces. i notived me laking there knowledge about how those forces act on moving bodies and how to calculate (better said estimate) what impacts this has.

Mainly we try to figure out how a moving animal is unfluenced by g forces and how we can estimate what gf they have to sustain.

If there is a nice page around that could help us to understant this better or any help from the peops here this would be nice.
 
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Can't point you to a page, but I can give you a couple of google keywords, biomechanics and biophysics. Also check out square-cube law, one of the basic principles.
 
thx... i'll try to see what i can find out with them.
 
If the moving object or animal were on a frictionless plane and no other opposing forces - it will continue to move at a constant speed infinately, reguardless of g.

G only pulls down and continues to pull the animal toward the ground, while the animal must oppose this force, as soon as it stops opposing this force, it will be pull to the ground and its foward momentum will be stopped by friction.

Is this what you are asking? Or are you wanting the actual mechanics of the animals body?

Nautica
 
Not really. We both tried to figure out what g forces an animal (of what size ever) has to deal with it it makes for an example a steep turn like this. If you do this in a plane you will encounter several g during this procedure.
So for beeing able to make an estimation about this I need to understand the physics behind g forces first.
It has to do with cirular motion and centripetal forces but I need a bit more understanding of this.
 
Calculate centripetal acceleration for circular motion using a=v^2/r This acceleration will be what you call a 'g' force.

Pilots and astronauts are spun round in centrifuge type contraptions to see how they cope with g forces. Mere mortals tend to pass out at 5-7 g, but with training, an inflating suit, and a good genetic mix to help you cope, 11 g or more is possible. The Airforce in many countries now check their candidates for genetic ability to cope with g forces before deciding wether to train them or not!

By 'guestimating' the speed at which an animal runs and the radius of its turning circle, you can calculate its g force. :smile:
 

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