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Date: Fri, 20 Oct 2023 08:36:31 -0700 (PDT)
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Subject: =?UTF-8?Q?Re=3A_Th=C3=A9ories_correctes_mais_fausses?=
From: Richard Verret <rverret97@gmail.com>
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Le 20/10/2023 =C3=A0 13:54, Richard Verret a =C3=A9crit :
> Le 20/10/2023 =C3=A0 12:33, Python a =C3=A9crit :
>> Un =C3=A9v=C3=A9nement [e(M)] dans un r=C3=A9f=C3=A9rentiel R a des coor=
donn=C3=A9es
>> spatiales (x,y,z) et au moment o=C3=B9 il se produit.
> J=E2=80=99en d=C3=A9duis que OM =3D (x,y,z).
>> Dans un r=C3=A9f=C3=A9rentiel R' en mouvement uniforme =C3=A0 vitesse v =
dans R
>> dont l'origine co=C3=AFncide avec celle de R quand l'horloge plac=C3=A9e
>> l=C3=A0 dans R indique 0 (idem pour celle qui est =C3=A0 l'origine de
>> R') ce *m=C3=AAme* =C3=A9v=C3=A9nement a pour coordonn=C3=A9es spatiales=
 (x',y',z')
> J=E2=80=99en d=C3=A9duis que O=E2=80=99M =3D (x=E2=80=99,y=E2=80=99,z=E2=
=80=99).

On peut donc =C3=A9crire O=E2=80=99M =3D O=E2=80=99O + OM
Soit en posant x=E2=80=99 =3D O=E2=80=99M et x =3D OM, x=E2=80=99 =3D vt + =
x sous forme vectorielle.
Quand t =3D 0, x=E2=80=99 =3D x.=20
J=E2=80=99ai bon?