Anti-sophist
Graduate Poster
- Joined
- Sep 15, 2006
- Messages
- 1,542
I tried to use the search feature and couldn't find anything...
Is there a definitive analysis of her math, anywhere, or just bits and pieces?
http://janedoe0911.tripod.com/BilliardBalls.html
Appendix A
I mean, her opening calculation
...is incredibly bizarre. Essentially she states that an object at rest colliding with an object of 0 mass will stay at rest. That's a restatement of Newton's First Law. Exactly how does this prove their cannot be pulverization?
Has anyone looked at the rest of this math in any depth?
Is there a definitive analysis of her math, anywhere, or just bits and pieces?
http://janedoe0911.tripod.com/BilliardBalls.html
Appendix A
I mean, her opening calculation
If momentum is conserved it can be used to calculate unknown velocities following a collision.
[SIZE=+1](m1 * v1)i + (m2 * v2)i= (m1 * v1)f + (m2 * v2)f[/SIZE]
where the subscript i signifies initial, before the collision, and f signifies final, after the collision.
If [SIZE=+1](m1)i[/SIZE] = 0, and [SIZE=+1](v2)i[/SIZE] = 0, then [SIZE=+1] (v2)f[/SIZE] must =0.
So, for conservation of momentum, there cannot be pulverization.
...is incredibly bizarre. Essentially she states that an object at rest colliding with an object of 0 mass will stay at rest. That's a restatement of Newton's First Law. Exactly how does this prove their cannot be pulverization?
Has anyone looked at the rest of this math in any depth?
