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Re: [Phys-l] definitions ... purely operational, or not




----- Original Message -----
*Agreed*

particulary if you have in the back of your mind that your scale is properly calibrated, there are no buoyancy affects to worry about, and many of the other items that John Denker mentioned in his criticism, etc.

I think that defining as M times free-fall-acceleration is a cleaner way to encapsulate all of that in a definition. I'd have no problem with defining it *my* way then telling a class that this pretty much amounts to saying what the "spring scale reads", where I can mention the above kind of caveats in passing.

Joel Rauber

There have been too many posts on this and I've lost my place, but 'free fall acceleration' in which frame--earth frame or astronaut's frame. After all, they ARE falling, accelerating at 8-9 m/s^2. I tend to view that (from the earth--my choice) as them being in 'free fall' but clearly a bathroom scale (falling with them) will read zero. For students--in the astronaut's frame there are no forces acting on them, but in the earth frame they are accelerating and there is a gravitational force acting. Like the falling elevator we still have to explain the accelerations. If we move into the rotating frame of a 'rotor-ride' and want to include the 'centrifugal force', what is the agent of that force? There is no third law pair! Yes of course we know that Newtonian Physics isn't the 'answer' and that accelerated frames introduce a lot of non-Newtonian stuff, but I would also agree with some other posters here that this may well be too confusing for HS students, intro level students in most courses. To me the great advantage in a typical physics major curriculum is the spiral approach. One can learn the Newtonian model and work mostly at the Algebra/simple integral level of sophistication in first year courses and then get much more sophisticated in second year mechanics, then really sophisticated in graduate level mechanics. Same for E&M and Thermal. KISS is a very appropriate approach for 1st year courses and almost a necessity in courses for non-science majors (general education science courses) and probably equally appropriate for pre-med and engineering physics courses. This doesn't preclude doing some work from accelerating frames in such courses, but should allow for the choice to back off and always look at the accelerating frame from the fixed frame. Look at the falling elevator from someone in the building, the space station from the point of view of someone on earth--then explain in those terms what is experienced by those in the accelerating frames. I would say these two choices--stay in the 'fixed' frame for analysis or freely move between frames (again for analysis) is what drives this constant debate about the meaning of 'weight'. We all--and the older ones amongst us ;-) are firmly entrenched--in our preferences!

Rick

Richard W. Tarara
Professor of Physics
Saint Mary's College
Notre Dame, Indiana
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