ok so probably a stupid question and im overthinking it but
i can't wrap my head around this...
so i was revising "g-forces" and my teacher was like accelerating up
is the same as decelerating down as both result in g-forces more than 1G.
but waht!!? i get the first and the second situation i get (like u feel it in an elevator) but i cannot
see the second situation mathematically...
So, if you accelerate up (ie. speed up), it's like when you're in a stationary elevator and it starts going up. There are clear g-forces, because you feel 'pressed' into the ground, and the acceleration is clearly up. How do we tell? Well, initially your velocity is zero, then it's one, then it's 3, then it's 6 etc. Clearly, your change in velocity is
increasing in the upwards direction.
If you decelerate down (ie. 'slow down' when you're travelling downwards), it's like when you're in an elevator travelling downwards, and it slows down to stop. There are also clear g-forces, because you feel 'pressed' into the ground again (suggesting that the g-forces will be exactly the same!). But how can we confirm this mathematically? Well, initially you are travelling downward with a velocity of 6. We can say, then, that you're travelling at -6. Then, you're travelling at -3, then -1, then 0. Clearly, your change in velocity is
increasing, also in the upward direction, because you're getting less negative!
Does that make sense?
Jake