Can you give please give an example of two simple moving masses, where the frames idea can be used to contradict Newtonian mechanics?
Um.... The frame idea
is Newtonian mechanics.
Here's some links...
http://www.newton.dep.anl.gov/askasci/phy00/phy00726.htm
http://farside.ph.utexas.edu/teaching/336k/lectures/node25.html
http://www.britannica.com/EBchecked...wton-reconciled-different-frames-of-reference
http://www-istp.gsfc.nasa.gov/stargaze/Sframes1.htm
Everything about this cart is explainable using Newton's laws of physics.
That is a tautology of what is already the case. If each body finds a new frame when it accelerates to a new velocity, there must be a series of "interframes". Which coalesce to become the one frame that Newton knows.
Same thing. Different bodies at different velocities within the same frame.


That is complete gibberish.

There is no absolute velocity.
Velocity can only be measured from an
arbitrary (non-accelerating) reference point.
Whatever reference point you choose to measure from,
that is the frame of reference.
No. You have dome exactly what I claimed above. The "object" wind has been stripped of the source that generate it, its kinetic energy, and mass to become a numerical vector to be added or subtracted at will. Adding elephants and mice.
If you're using an object moving at airspeed as your point of reference, then the air
has no kinetic energy in that frame of reference, no matter how fast it is moving relative to the ground.
(Although, if the air is moving relative to the ground, then the
ground has a huge amount of kinetic energy in this frame of reference. On the other hand, using a reference point stationary to the ground, then the ground has no kinetic energy, but the wind does.)
But it's not that simple, because a car on a dyno or belt, is said to be equivalent to the real item in wind, when it is not. A car, on a dyno or belt, that remains in position as seen by the operator standing along side, has no kinetic energy. It has no velocity.
There is not one point from which this can be achieved. If the belt is the road, it represents a moving mass. Yes, the vehicle moves away at belt speed , but its kinetic energy is not equal to that of the car, would it be going at belt speed, because for one thing, it has much less mass than the car. The idea is internally inconsistent.
Can you name one "reference frame", where you can see motion between the car and the operator standing along it? No.
You fail to understand different frames again.
The operator and the car have zero relative velocities. As a result, they are traveling at identical velocities in
all reference frames.
However, in the reference frame of the belt or dyno,
both the car and operator have a high velocity (and high kinetic energy), while in the reference frame of the ground (and each-other), both the car and operator have zero velocity, and zero kinetic energy.
The reason why these sort of devices are regarded as contentious, is that they contradict our "folk physics" about things not going "against" the wind or uphill.
The same scientific ideas that inform us that these notions are often wrong, also inform us of what not possible.
I'm very glad Myriad asked you this question. I've stated at least twice before that the DDWFTTW craft uses
exactly the same physics as an upwind craft.
Imagine if on an upwind craft, instead of a propeller, you had a wheel (or wheels), with the same orientation as the existing wheels (ie. parallel to the direction of travel).
Place this device on a treadmill, with a second treadmill (with a little bit of "slip" in the belt, so the system doesn't lock-up) suspended upside-down over it, making contact with the top wheel that replaced the propeller.
We'll call this upside-down treadmill with the slipping belt the "wind".
Turn on the "wind" and this "upwind" craft will travel in the opposite direction to the wind.
Turn the "upwind" craft upside down, and turn on the bottom treadmill instead. In this case, the craft will move in the opposite direction to the bottom treadmill, because the treadmill is now doing the same job as the "wind" was doing, and the "wind" is now doing the same job as the treadmill was doing.
Notice, this craft is now moving the
opposite direction to the treadmill when the "wind" is still.
A DDFTTW craft moves in the
opposite direction to a treadmill when the wind is still.
Turn off the bottom treadmill, and turn the "wind" on again.
Can you guess what will happen?
In this case, an upwind craft
is an upside-down DDWFTTW craft. They're the
same thing.
That is the equivalent to saying that bouncing a ball off the wall of a house, is the same as holding the ball and accelerating the house to hit it. This is done on the simple assumption that they will be "the same" because the reactive velocities are "the same".
In both cases, the ball will bounce off the house at the same speed, relative to the house. It
is "the same".
What do
you think would happen instead?