Re: Newton's Gravity

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Sujet : Re: Newton's Gravity
De : fortunati.luigi (at) *nospam* gmail.com (Luigi Fortunati)
Groupes : sci.physics.research
Date : 01. Jan 2025, 18:28:00
Autres entêtes
Organisation : A noiseless patient Spider
Message-ID : <vl3tv1$2sdba$1@dont-email.me>
References : 1 2
Jonathan Thornburg [remove -color to reply] il 01/01/2025 09:08:45 ha
scritto:
In article <vl0q35$28cau$1@dont-email.me> Luigi Fortunati wrote:
Suppose that body A has mass M=1000 and body B has mass m=1 [[...]]
 
If another unit mass 1 is added to body B, its mass doubles to m=2 and
the force acting between the two bodies also doubles, [[...]]
 
But if the other unit mass is added to body A (instead of body B) the
mass of A will become equal to M=1001 (remaining almost unchanged) just
as the force between the two bodies remains practically unchanged [[...]]
 
Why does the force acting between the two bodies double if we add the
unit mass to body B and, substantially, does not change if we add it to
the mass of body A?
>
Why not?  Why might we expect the effects of adding mass in one location
(A) to be the same as those of adding mass in a different location (B)?

Yes, we *should* expect the same effects if we mean the same thing by
"effects."

I'm talking about masses (causes) and forces (effects): what effects
are you talking about?

Luigi Fortunati

Date Sujet#  Auteur
31 Dec 24 * Newton's Gravity18Luigi Fortunati
1 Jan 25 +- Re: Newton's Gravity1Jonathan Thornburg [remove -color to reply]
1 Jan 25 `* Re: Newton's Gravity16Luigi Fortunati
3 Jan 25  `* Re: Newton's Gravity15Jonathan Thornburg [remove -color to reply]
5 Jan 25   `* Re: Newton's Gravity14Luigi Fortunati
6 Jan 25    `* Re: Newton's Gravity13Jens Schweikhardt
7 Jan 25     +- Re: Newton's Gravity1Luigi Fortunati
8 Jan 25     `* Re: Newton's Gravity11Jonathan Thornburg [remove -color to reply]
8 Jan 25      +* Re: Newton's Gravity9Luigi Fortunati
11 Jan 25      i`* Re: Newton's Gravity8Luigi Fortunati
13 Jan 25      i `* Re: Newton's Gravity7Luigi Fortunati
14 Jan 25      i  +* Re: Newton's Gravity3Thomas Koenig
14 Jan 25      i  i`* Re: Newton's Gravity2Luigi Fortunati
15 Jan 25      i  i `- Re: Newton's Gravity1Luigi Fortunati
16 Jan 25      i  +- Re: Newton's Gravity1Jonathan Thornburg [remove -color to reply]
16 Jan 25      i  `* Re: Newton's Gravity2Jonathan Thornburg [remove -color to reply]
17 Jan 25      i   `- Re: Newton's Gravity1Luigi Fortunati
9 Jan 25      `- Re: Newton's Gravity1Jonathan Thornburg [remove -color to reply]

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