Is Acceleration Instantaneous? The Role of Time in Changing Forces

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Acceleration cannot change instantaneously; it requires a brief period for changes to occur, even if that time is very short. In the discussed scenario, while acceleration values are provided for specific intervals, it does not imply a moment of -3/2 ft/sec^2 between those times. Real-life forces, such as an electromagnet activating, illustrate that changes in acceleration are not instantaneous, despite appearing so in theoretical problems. The consensus is that while acceleration can change abruptly, it still involves a finite time for the transition. Thus, the concept of instantaneous acceleration is more of an approximation than a physical reality.
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Homework Statement


In a scenario, the acceleration from 2-3 seconds is -2ft/sec^2 and from 3-4 seconds it is -1ft/sec^2. Does this mean that there was a moment between 2 and 4 seconds that the acceleration was -3/2 ft/sec^2?

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The Attempt at a Solution

 
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tasveerk said:

Homework Statement


In a scenario, the acceleration from 2-3 seconds is -2ft/sec^2 and from 3-4 seconds it is -1ft/sec^2. Does this mean that there was a moment between 2 and 4 seconds that the acceleration was -3/2 ft/sec^2?
Not as the problem is given. But in real life the applied force cannot make an instantaneous change like that. The change can take place in a very short time, just not in no time. So there has to be a very brief moment around 3 seconds where the acceleration was -3/2 ft/sec^2.

AM
 


acceleration can change abruptly and there is no need for transitional stage. hence no.

I will give you an example. let's say that an iron cube is moving towards an electromagnet (switched off) and then it is switched on . The moment it is switched on a force attracts the iron. Since the force is instantaneous the acceleration is also instantaneous.
 


It seems as if we have two conflicting answers. Can anyone provide me with a source for their answer?
 


ashishsinghal said:
acceleration can change abruptly and there is no need for transitional stage. hence no.

I will give you an example. let's say that an iron cube is moving towards an electromagnet (switched off) and then it is switched on . The moment it is switched on a force attracts the iron. Since the force is instantaneous the acceleration is also instantaneous.
The force is not instantaneous. Neither is the change in acceleration.

(But you can pretend it is for the purpose of the problem.)
 


Doc Al said:
The force is not instantaneous. Neither is the change in acceleration.

(But you can pretend it is for the purpose of the problem.)


Then can you please explain what will happen when the electromagnet is switched on
 


ashishsinghal said:
Then can you please explain what will happen when the electromagnet is switched on
The point is that it takes time for the field to build up and time for the field to travel to the iron. Not much time, but time nonetheless. Few things happen 'instantly', although that's often a useful approximation.
 
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