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Leigh Palmer wrote:
The force that acts on a body in an Earth based lab, that I have been
calling
"weight", doesn't have a
third law partner. The gravitational force the body exerts on the Earth
isn't
quite the same magnitude and it doesn't act in exactly in the opposite
direction. Why tell your students it does?
Are you saying, Leigh, that the 3rd law holds only for objects that are in an
inertial reference frame? To be sure, the force that Earth exerts on me is
slightly greater in magnitude than the force I exert on Earth because I am
not in
equilibrium -- I am accelerating toward Earth's axis. But wouldn't the two
forces
have equal magnitudes if I were in equilibrium?
As for what to tell my students, I always start the course by describing how
physicists must begin their descriptions of nature with the simplest possible
model (I call it the ideal world model) because the real world is too
complicated
to describe accurately. When we cover the laws of motion, I use a simple
model in
which the two 3rd law forces are equal and opposite because at that point
in the
semester we are considering Earth to be at rest.
Several weeks later, when we get into angular motion, I complicate this simple
model of object-Earth attraction by including the effects of centripetal
acceleration. We discuss many examples of the forces acting on an object
that is
in circular motion, such as Earth's gravity and the seat both exerting
downward
forces on your body at the top of the vertical-loop carnival ride. Somehow, we
never get into the issue of the 3rd law being violated, nor do I believe my
students are any worse off with this incremental approach.