Brain Storming - Time and Distance

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The discussion revolves around the relationships between physical constants expressed in terms of energy, time, and distance. Participants explore the naming conventions for various derivatives of acceleration, such as "jerk" for L/T^3, and question the limits of acceleration in relation to the speed of light. They also consider the physical meanings of terms like 1/L, which is likened to wavenumber, and the implications of inverse speed measurements. The conversation highlights the abstract nature of these concepts while emphasizing the importance of understanding their physical relevance. Overall, the dialogue encourages creative thinking in physics and the exploration of complex relationships between fundamental quantities.
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Many physical constant can be expressed in terms of Energy, Time [T] and Distance [L].

Now some basic qestions for a brain storming session.

1. if acceleration is L/T^2 then what name would you give the next term L/T^3 ?

2. if the speed of light is the maximum speed is there also a limit to the acceleartion L/T^2, L/T^3 and L/T^4 etc.

3. if frequency is 1/T then what is and what name would you give 1/L ?

4. similarly has inverse speed T/L or better T/L^2 any physical meaning, or am I just stretching my abstract mind a bit too far.

regards and have fun
 
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1. Change in speed is acceleration, change in acceleration is jerk, change in a jerk is a snap, change in a crackle, change in a crackle is a pop. Those silly physicists... spagettification, branes, swiss meatballs, cereal related technical names...

And in England a jerk is also referred to as something else I believe, but its more common to say its a jerk.
2. Yes, of course relatively.
3. Speed, I would say. 1 something per time amount, let's say second. That sounds like Frequency. 1 something per distance unit, that sound like speed.
4. Well, pretty much everything has a physical meaning, including inverse acceleration. Just look at teh 336,000 results I got on google.
 
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1) I believe it's called Jerk, like jerking a rope.
2) There is NO upper limit to acceleration.
3) 1/L -> Wavenumber is the closest concept I think.
4) You can always make a situation where it is assigned
physical meaning.

Keep stretching. You're doing well.
 
Acceleration is not limited, feel free to accelerate at a trillion meters per second /second (for a time far shorter than a second, of course).

similarly has inverse speed T/L or better T/L^2 any physical meaning, or am I just stretching my abstract mind a bit too far.

If we believe in time as passing at an absolute rate, it is obvious why we would measure distance L relative to a standard T. Because of special relativity, it is speed that is absolute (neither distance or time pass at an absolute rate) so we can convert meters equivalently to seconds.
 
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No the derivative of acceleration is surge, then its jerk I am not aware what the 5th derivative of position is.
 
Interesting, these signs made me think:

if the sum of all the momentums is conserved (m/s)
and the sum of all energies is conserved (m/s)^2
can we deduce that the sum of all (m/s)^3 is conserved? I suppose I should probably just try a few problems and see if the before/after match up after solving using momentum and energy conservation.
 
BigStelly said:
No the derivative of acceleration is surge, then its jerk I am not aware what the 5th derivative of position is.

According, to http://www.absoluteastronomy.com/encyclopedia/d/de/derivative.htm jerk IS the first derivative of acceleration. No one really cares what the rest are, there's a point where it's only used for math anyway, and doesn't get applied.

Oh, and to #3, I would call it inverse distance.
 
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