2.ye but just for that ONE moment, This is different from prolong zero velocity with prolonged non zero acceleration.
When did I say otherwise?
3.No it doesn't fail because i just wanted to explain what acceleration feels like. It is still acceleration even if there is and extra G on it.
Yes i agree it will feel different but not the weightless feeling. In the FET model with the G force removed it should feel like your in space or on the top of a huge parabolic motion which does not feel like acceleration. Weightlessness is not the feeling i am talking about. I am talking about the two different scenarios of the Italian job roller coaster ride and falling and how they are the same feeling which can only be obtained by acceleration. As said at this site: http://www.scientificamerican.com/article.cfm?id=what-do-people-feel-in-a
It fails because you do not recognize that what you feel on a roller coaster is not what merely accelerating feels like. What you feel on a roller coaster is what adding extra acceleration to the amount you are already accelerating at feels like.
When you are skydiving you are NOT weightless. You are still accelerating because there is a giant column of are pressing against you. Read your own article. What they are describing is when you net acceleration is zero. When skydiving, your net acceleration is not zero.
4. No i am not begin ignorant, as most people, i like to find an simpler explanation rather than teach myself this whole area of physics until i reach this principle. So i scrolled down and it said what i posted b4. Ok i have looked at more links on this subject. I think i understand what it is. So it is basically saying that we will never know whether or not we are in a ever accelerating rocket or a gravitational field. Am I correct?
If i am correct i am still kind of confused on how i cannot just throw a ball up and catch it in the same spot relative to me in a accelerating car but according to this principle i can play catch on a accelerating elevator. both are accelerating but only at different angles
The equivalence principle states that there is no difference between the affects of a gravitational pull, and an acceleration in the opposite difference. Locally they would behave exactly the same.
You can't do that in an accelerating car because you are mixing up your planes. If the car is accelerating in a horizontal direction, then the ball in going move horizontally. Why would you think it would come back down in the spot you threw it in? You can catch a ball when you are accelerating vertically because the ball is still moving along the axis you threw it in.
The only way you could have the ball return to you in the car is if you threw the ball at the correct angle upward to compensate for the forward acceleration and for G.
In an elevator all you have to worry about it vertical acceleration, so as long as you throw it upwards, it will come back down to you.
5.K i admit i was kinda tired when i posted the last reply i thought you had agreed to something my last post about the baby was incorrect sorry. But now that i think i have understood the equivalence principle i think according to the equivalence principle the baby couldn't tell the difference if it was a FE gforce or RE gforce. so it doesnt really support either of the arguments. Yes the baby might feel a force but it cannot differentiate between them.
Ya, while it was in the fluid. And once again, I never stated it supported either RET, or FET. Please stop putting words in my mouth. I stated it is evidence there is a difference between acceleration and feeling G forces.