GingerKhan
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It would probably require some sort of leg attachment to relieve the stress on the knees and ankles. Is it within the realm of possibility?
The discussion centers around the scientific feasibility of creating a boot capable of softening the impact of a 30-meter fall. Participants explore various theoretical designs and mechanisms that could potentially mitigate the forces experienced during such a fall, including the use of damping systems, airbags, and other innovative technologies.
Participants express a range of views on the feasibility of such a boot, with no consensus reached. While some propose innovative solutions, others highlight significant challenges and limitations related to human physiology and the physics of falling.
Discussions include unresolved assumptions about the effectiveness of proposed designs, the dependence on specific materials and technologies, and the need for further exploration of the mechanics involved in high-impact falls.
This discussion may be of interest to those exploring biomechanics, safety engineering, and innovative design in protective gear, as well as individuals curious about the physics of falls and impact mitigation strategies.
GingerKhan said:How many Gs can the average spine of a fit and physically active person sustain?
GingerKhan said:Is it scientifically feasible to create a boot that could soften a 30 m fall?
256bits said:Assuming your feet hit the ground and your butt continues for 1 m as the shock is absorbed, your deceleration is:
a = v^2 / (2d ) = 24.3^2 / (2 * 1 ) = 294.3 m/s^2 ( which is 30g )
It's going to have to be very outside the box, the average person can take about 5gs vertically before passing out (fighter pilots with acceleration suits still only manage 9). The effects on the body are going to be pretty much impossible to negate with a simple foot landing.chrisbaird said:If you are willing to think outside the box it is feasible...
256bits said:Lets see
v^2 = v0^2 + 2 a d
v^2 = 0 + 2 * 9.81 * 30 m =
v = 24.3 m/s at the ground
Assuming your feet hit the ground and your butt continues for 1 m as the shock is absorbed, your deceleration is:
a = v^2 / (2d ) = 24.3^2 / (2 * 1 ) = 294.3 m/s^2 ( which is 30g )
t = v/a = 24.3 / 294.3 = 1 tenth of a second for deceleration.
I think you would need also braces for your spine and neck after you end up in the hospital, regardless if you had an extra cushioning shoe.