why cant you just answer a question and stop at that point
soon afterwards.
within the context of what we are discussing can you point to where one of Newtons laws would implode?
1) we are discussing why you are not accelerating.
2) in the context of (1) above , where do newtons laws implode?
without drifting off to the vast expanse of the cosmos
and without reducing everything down to an unknown point
in the cosmos to use as a starting point to measure from.
please try to comprehend that the vastness of the cosmos
is not important when calculating a physical occurrence
that is local.
and deliver a answer as to where newtons laws break down
when you are trying to calculate why you are not accelerating.
SHOW ME THE MATH ...
and uhhh , I sense designer math coming into play.
as a matter of fact lets just give you a short test.
if a 1 kg mass were placed in a level to the ground
centrifuge 1 meter from the center of the centrifuge.
note: the mass is not attached to the centrifuge or the rotor.
and is being held in place only by its own weight (the force of gravity).
also , the mass is a cube , 5 cm x 5 cm x 5 cm
(to prevent you from using a ring)
1) at what velocity would the mass begin to move away
from the center of the centrifuge?
2) why did the mass move away from the center of the centrifuge and not toward the center when the centripetal
force acting on the mass became large enough to cause the
mass to move?
(because centripetal force acts toward the center of rotation)
3) knowing now that a mass will travel in a straight line
unless pushed or pulled by a force that is pointed in another direction other than the direction that the mass is traveling.
would you agree that the 1 kg mass moved away from the center of rotation because the force that held it in place was less
than the force caused by the rotation (centripetal force)?
4) knowing that the mass did move away from the center of
rotation would you agree that the force ( gravity ) that
held the mass in place was not strong enough to continue
accelerating the 1 kg mass in a circular path because the
angular velocity of the 1 kg mass became to great for
any angular acceleration of the 1 kg mass to occur?
I would like to read your answers to all of the above
questions so that I can form an opinion of how your brain
handles questions.
this will help me to understand how your brain functions
so that I can discuss things with you on your level.
