Show me the math. I have no fear of calculus
I spent the last hour researching this, and exploring what would happen instant by instant. I already know that no one will give me credit for this, but I did.
Forces causes acceleration. Acceleration causes changes in velocity. The impact will make
a less than
g for just an instant. Acceleration will still be positive, which means
v will also be positive. The issue is that the instant of impact,
v will increase, but not quite as much as it would have if
a were still
g.
It is correct to say that in the brick example, at the instant of impact,
a decreases but
v still increases, just not as much for one instant. After the impact,
v once again increases at
g.
Here is proof, sort of that they are right (about this one issue).
Let v
0 = velocity prior to impact instant 0,
a =
g
Let v
1 = velocity prior to impact instant 1,
a =
g
Let v
2 = velocity prior to impact instant 2,
a =
g
Let v
3 = velocity prior to impact instant 3,
a =
g
Let v
4 = velocity prior to impact instant 4,
a =
g
Let v
i = velocity at instant of impact,
a =
g -
aimpact force
Now, let's give values to each
v. They don't have to be exact, they just need to be more positive than the previous because
a is positive throughout the entire discussion.
Let
v0 = .00000002
Let
v1 = .00000006
Let
v2 = .00000012
Let
v3 = .00000024
Let
v4 = .00000048
Now, what will
vi be? It can not, under any circumstances be caused by
g. If it can't be caused by
g, and the new
a is less than
g, solely for the purpose of argument, let's assume the following.
Let
vi = .00000095. The number is still positive, because the new
a is positive, it's just less than
g. If
a never changed because of the impact, and you follow the example above,
vi should have been .00000096. It's not. Why? Simple, it's because
a decreased, even if it was just for an instant. Once the brick passes through the paper, you could easily say that
v6 would be .00000190, and it would increase each instant afterwards at the rate of
g.
The conclusion is that
v is just less than it should have been, but it has still increased with respect to the previous instant.
I do understand some of the attacks, because some of your claims are correct. What you fail to realize is how hard it is to switch gears when responding to various posters. You also have to look at it through my point of view, which is one of a truther. You might claim that truthers reject physics. I do not. I have made reasonable attempts to understand what you are saying. The issue is that many, if not most, of the claims that are made here are absurd. Then, when someone makes a valid claim it takes a long time for me to see it. I have proven that I am willing to understand what you are trying to say.
I really wish that most skeptics would extend the same courtesy to me.