Fall down of an long elastically vertically placed rod

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In summary: like what we see in the video. this might be an optical illusion created by the velocity of the free end.
  • #1
dodi8
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Let`s observe fall down of an long elastic vertically placed rod which has two point A and B. Point A is being placed on the ground and not moving, Point B is being free. We observe that the free ending is bending backwards and gets an arc shaped form. In your option, is it an optical illusion created from the velocity of free ending or is there rally a mechanical bending place? If there is a bending, what is the reason of its happening? Not mentioning here resistance of an air. P.S Sorry for my english
upload_2018-1-27_16-5-14.png
 

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  • #2
Hello dodi, :welcome:

Google 'chimney breaks' -- it's the same root cause
 
  • #3
dodi8 said:
Let`s observe fall down of an long elastic vertically placed rod which has two point A and B. Point A is being placed on the ground and not moving, Point B is being free. We observe that the free ending is bending backwards and gets an arc shaped form. In your option, is it an optical illusion created from the velocity of free ending or is there rally a mechanical bending place? If there is a bending, what is the reason of its happening? Not mentioning here resistance of an air. P.S Sorry for my englishView attachment 219187
To answer this, here is a thought experiment: You hold the rod horizontally by applying simple supports at its ends. Does the rod curve anything like what you appear to observe when it is falling?
 
  • #4
BvU said:
Hello dodi, :welcome:

Google 'chimney breaks' -- it's the same root cause
thank you for any attention
 
  • #5
Chestermiller said:
To answer this, here is a thought experiment: You hold the rod horizontally by applying simple supports at its ends. Does the rod curve anything like what you appear to observe when it is falling?
thank you for answer. i think the rod does not curve anithing
 

Related to Fall down of an long elastically vertically placed rod

1. How does the length of the rod affect its fall down?

The length of the rod does not affect its fall down, as long as the rod is within the elastic limit. This means that the rod can stretch and return to its original shape without permanent deformation. However, if the rod is too long or too short, it may not fall down in a straight line due to uneven weight distribution.

2. What is the role of elasticity in the fall down of the rod?

Elasticity is the property of a material to regain its original shape after being deformed. In the case of a vertically placed rod, elasticity allows the rod to stretch and return to its original shape as it falls, without permanently deforming or breaking.

3. How does gravity affect the fall down of the rod?

Gravity is the force that pulls objects towards the center of the Earth. It plays a crucial role in the fall down of the rod, as it accelerates the rod towards the ground. The acceleration due to gravity is constant, and it determines the speed of the rod as it falls.

4. What factors can affect the fall down of the rod?

The fall down of the rod can be affected by various factors, including the elasticity of the rod, its length, weight, and the force of gravity. Other factors such as air resistance and wind can also influence the fall down of the rod in real-world scenarios.

5. How can we calculate the speed of the rod as it falls?

The speed of the rod as it falls can be calculated using the equation v = √(2gh), where v is the speed, g is the acceleration due to gravity, and h is the height of the fall. This equation assumes that there is no air resistance and the rod is falling in a vacuum.

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