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Re: acceleration



In my book, there is such a thing as scalar
acceleration
which means an increase in speed (|v|). It is the
opposite of deceleration. This meaning of the word
has been around for centuries and cannot be
considered
wrong. Every physicist I know uses the word in this
way some of the time.

Of course there is also such a thing as vector
acceleration
which is the quantity that appears in F=ma.

Asking what is "the" acceleration at the peak of a
parabolic arc is at best ambiguous.
-- The scalar acceleration is zero. The speed
is locally constant at this point.

If the scalar acceleration is zero locally, and the
speed is locally zero, Why does a projectile fall back
down?

It seems to me that scalar acceleration is not much
help in explaining most common phenomenon.


Matt Jusinski Morris Hills Regional District



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