Richard
Many thanks.
I find it easier to think and set out the result this way if you don't mind. This page is not public.
1 Question
- I want to use Dali as a sure way of replicating an activity demonstrating force
- the idea is to set Dali to varying numbers of lights on top
- keep records of distance a ball travels on a level surface
- I have an accurate weight scale and channel with distances marked out
- the ball weighs 28.6 gm
- a 1 light shot gives 23cm
- a 2 light shot gives 106cm
- Newton’s second law: F = ma.
- assuming m = 28.6gm and a = 106cm in 2 seconds how is the calculation carried out?
- is it the right equation?
2 More information
- The process was set up on our long dinner table.
- It is quite level.
- The process aims to establish the levels force from a billiard cue on a ball on a normal level billiard table.
- Varying from a nudge to a hard hit.
- Once the info is to hand, it will go public on this website.
3 Your response
- Lets start with the equation. F=ma.
- The terms in this are
- F = force, measured in Newtons
- m = mass, measured in kilograms
- a = acceleration, measured in meters per second per second.
- You can't use this equation in the way you are, because what you have measured is the distance the ball travels.
- That "distance" is not in that particular equation at all.
- And the acceleration is a very brief "push" from Dali, lasting presumably only a tiny fraction of a second.
- The situation here is quite complex in fact.
- You say the ball travels 106cm in 2 seconds.
- Its unclear from what you are describing whether the ball travels that far, and then carries on travelling?
- Or is it just getting 106cm, and then stopping dead?
- If it stops, its because there are other forces acting on the ball - friction between the ball and surface, and air resistance.
- If the ball covers 106cm in 2 seconds - and is still traveling at the same speed after those 2 seconds, then we can say it reaches a constant speed of 106/2 = 53 cm/second.
- Similarly the 1 light shot, gives a speed of 23/2 = 11.5cm/second.
- Let me know what it is you are trying to calculate, and I will then be able to see if you have enough information and what the right calculation is.
4 Comment and further questions
- 2.29 first - The process aims to establish the levels of force from a billiard cue on a ball. Varying from a nudge to a hard hit.
- Its unclear from what you are describing whether the ball travels that far, and then carries on travelling? 3.19
- Or is it just getting 106cm, and then stopping dead? 3.20
- Answer is the latter
- Don't understand - your 3.11 That "distance" is not in that particular equation at all.
Look forward to the next stage.
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