Jumping from a chair while falling from a building

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Discussion Overview

The discussion revolves around the plausibility of jumping off a chair while falling from a building, exploring the physics of free fall, impact energy, and the mechanics of jumping in such a scenario. Participants examine the theoretical implications and practical limitations of this idea, considering both energy perspectives and the effects of gravity.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants argue that since both the person and the chair are in free fall, jumping off the chair would not effectively reduce the speed of descent.
  • Others suggest that the deceleration upon impact is the critical factor that causes injury, not just the speed of descent.
  • A participant mentions that the maximum height one can jump (around 1 meter) is insufficient to significantly reduce the impact energy from a fall of 20 meters.
  • One participant calculates that a 20-meter fall results in a kinetic energy of 20000J for a 100kg person, questioning the feasibility of dissipating that energy through a jump.
  • Another participant notes that jumping at the last moment could maximize the reduction of impact energy, although they acknowledge that this reduction may still be minimal.
  • Some participants discuss the implications of jumping off early versus late, indicating that both strategies have different effects on the resulting impact velocity.
  • There are humorous asides about related topics, such as parachutes and personal anecdotes, which do not directly contribute to the physics discussion but reflect the informal nature of the thread.

Areas of Agreement / Disagreement

Participants generally do not reach a consensus on the plausibility of the scenario, with multiple competing views presented regarding the mechanics of jumping off a chair while falling. The discussion remains unresolved, with various interpretations of the physics involved.

Contextual Notes

Some calculations and assumptions made by participants may depend on specific conditions, such as neglecting air resistance or the exact mechanics of jumping from a chair. The discussion also touches on the energy perspective without fully resolving the implications of the moving frame of reference.

Koalala
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A few years back when I was quite young I stumbled upon this.I'm asking whether this is plausible. I'm guessing it isn't, since the chair hasn't absorbed any of the falling force, and you are still traveling at the same speed of descent, just wanted to discuss.
 

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Keeping it simple and neglecting some effects due to air resistance, both you and the chair are in free fall, so you wouldn't be able to "jump off" the chair. Since you are heavier than the chair, you would just send it faster to the ground.

Also, what hurts/kills is the deceleration, the fact that you go from traveling fast to not moving at all that is the problem. That's why Superman catching a falling Lois Lane by flying in the opposite direction is not a good idea.
 
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Koalala said:
View attachment 225756
A few years back when I was quite young I stumbled upon this.I'm asking whether this is plausible. I'm guessing it isn't, since the chair hasn't absorbed any of the falling force, and you are still traveling at the same speed of descent, just wanted to discuss.

That's pretty much it. You are falling at high speed. The best you could do is reduce your speed slightly by pushing the chair away.
 
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Thanks,hope the creator sees this
 
Hi and welcome. This is a very Tom and Jerry situation and it sort of feels right, intuitively. But it isn't, I'm afraid.
There are many arguments against this one but my favourite would be that your legs are not powerful enough (cannot supply enough Energy) for you to jump up more than a metre or so. So how would they cope with all the Kinetic Energy your body has acquired whilst falling 20m or more?
If this system were to be workable then no one would need to use a parachute - just carry a chair as they jump out of a plane.

After a fall of 20m, your body would be traveling at around 20m/s. The Kinetic Energy would be 20000J for a person with a mass of 100kg. (That could be me). If you had 1m to bring your self to rest with your legs (very long legs!) then this would involve a constant force of 20kN (= a lift of 2 tonnes)
Feel free to check my arithmetic; I have been known to drop the occasional zero along the line!
 
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sophiecentaur said:
I have been known to drop the occasional zero along the line!
I hope the 0 took a chair with it :wink:
 
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There is a small grain of truth in the scenario. If you are falling and seated in a chair and if you get to choose when to jump off the chair, you get the maximum reduction in impact energy by jumping off at the last possible moment. [Unfortunately, the reduction is not enough to help much].

The later you jump off, the greater the velocity with which the chair is propelled downward. Jumping at the last moment maximizes the kinetic energy that the chair carries away. One can alternately argue that jumping off early reduces your velocity early, leaving you in the air for longer and giving gravity more time to act. Both arguments describe the same effect.
 
Koalala said:
Thanks,hope the creator sees this
For what reason? You know these aren't meant to be true, right? That's why it's called "trolling".

Anyway, to me the simplest way to view this is from an energy perspective:

Most people can only jump about 1m up and the building in the picture is 6 floors or about 20m. So the best you could hope for is to dissipate 1/20=5% of the impact energy (assumes no air resistance and that you can actually execute the jump).

[Edit: looks like that analysis is wrong for not considering the energy in the moving frame. Don't have time to redo right now...]
 
russ_watters said:
Most people can only jump about 1m up and the building in the picture is 6 floors or about 20m. So the best you could hope for is to dissipate 1/20=5% of the impact energy (assumes no air resistance and that you can actually execute the jump).

[Edit: looks like that analysis is wrong for not considering the energy in the moving frame. Don't have time to redo right now...]
Let's accept that 1 meter figure. [It is probably very generous for what could be accomplished jumping from an unsupported chair].

A 1 meter jump height corresponds to a velocity ##v=\sqrt{2gh}## which is about 4.5 meters per second.

A 20 meter fall corresponds to a velocity ##v=\sqrt{2gh}## which is about 20 meters per second.

If you jump off at the last minute, that's a resulting impact velocity of about 15.5 meters per second. Which corresponds to a fall from ##h=\frac{v^2}{2g}## which is about 12 meters. Call it a four story equivalent drop instead of six.

It is an example of the Oberth effect. [As @russ_watters surely knows]
 
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This kind of reminds me of a debate I had with my High School GF's family about parachutes. I do not recall how we got on the topic, but they were all convinced that when a chute opens - the person "shoots up" - because that is the way it looks to the camera that has not had the chute open yet - ugh, drove me crazy.

Relationship did not last.
 
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Not to be rude but probably for the best. Someone once gave a present to his gf but said it was from their cat.She and her parents were guinuinly upset that the cat got her a present and not him
 
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Koalala said:
Not to be rude but probably for the best. Someone once gave a present to his gf but said it was from their cat.She and her parents were guinuinly upset that the cat got her a present and not him
Jumping out of a sixth floor window onto a cat present would be adding insult to injury. The relevant physics question would be whether a cat dropped at the last moment would still land on its feet.
 
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