electromagpropaonde
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Catégorie :Category: mViewer GX Creator Lua TI-Nspire
Auteur Author: MatiMatiMati
Type : Classeur 3.6
Page(s) : 17
Taille Size: 1.07 Mo MB
Mis en ligne Uploaded: 18/04/2019 - 20:46:28
Mis à jour Updated: 18/04/2019 - 20:46:35
Uploadeur Uploader: MatiMatiMati (Profil)
Téléchargements Downloads: 13
Visibilité Visibility: Archive publique
Shortlink : https://tipla.net/a2035745
Type : Classeur 3.6
Page(s) : 17
Taille Size: 1.07 Mo MB
Mis en ligne Uploaded: 18/04/2019 - 20:46:28
Mis à jour Updated: 18/04/2019 - 20:46:35
Uploadeur Uploader: MatiMatiMati (Profil)
Téléchargements Downloads: 13
Visibilité Visibility: Archive publique
Shortlink : https://tipla.net/a2035745
Description
!" #
∂ ∂
∇⋅ = $ ∇⋅ =$ ∇∧ =− ∇∧ = µ $ε $
% !" &' ( !" & )
∂*
∂ *
∇ * − µ $ε $ = $ ∇* − µ $ε $ * = $
∂ *
∂
# =
ε $ µ$
+
∇* = ∇* ( ∇* ∇* )
, - .-
- . .
- . . .-
- . − / . + .
+
0 # # 1 #
#
. = + . − + − . +
'
. = 2.
∂ 2 ∂ − 2
- = × =
∂ ∂
∂ 2 ∂ 2
= × =
∂ ∂
∂ − ∂
∇ = 3 =
∂ ∂
− ∂
4 # ∇ ∇=
∂
* 4 #
• % !" &' ( !" & )
− ∂ ∂
5 ∧ =−
∂ ∂
∧ = + .
4 ∧ =
. . =$
− ∂ ∂
5 ∧ =
∂ *
∂
4 = ∧ 3
% 1 ) 3
• # .6
7 3
.% #
• !3
• - =
• # 1 1! 3
8
• #
*
- = ε$ *
+ *
= ε$ *
+ *
= ε$ *
=
* *µ$ * *µ $ *
µ$
• 9 (
- π= ∧ = *
µ$ µ$
• 9 #
- π=
= 3
: ;
π
- = = ε$ ∧
τ *
*
- < .- 4
6 1 '
• <
1 . ⋅ −ω 3
2
- . = 8
3 ω . ω
:π *
• !
2
- = 3
<
=+ ( 3 . ⋅ −ω 3
)
+
. ω . =
. 3
• -
∂
↔−ω ∇↔
∂
* 4 # <
• !" !
!" &> ⋅ =$
!" &' ! ⋅ =$
!" &' ( ∧ =+ω
ω
!" & ) ∧ =− *
• 6
%# !" &> 3
%# !" &' ! 3
3
+
0 <
. ?
@ . 1 ρ =$
• +
%# !" &' (
= ∧
ω
@ # !" & )
ω
∧ ∧ =−
ω *
*
ω
⋅ =$ − =−
ω *
8
ω*
# A *
= *
• !
5 . 1 ) 3
5 =
5 B A
=
$ $
−ϕ −ϕ
- $ − $
−ϕ $ −ϕ
$
•
- =+ ( . −ω 3
)
$ $
$ .ω3 − +ϕ − $
.ω3 − +ϕ
$ .ω3 − +ϕ $
.ω3 − +ϕ
8
- ϕ = ϕ −ϕ ) 1C 7 #
1
$
= $ .ω3 −
...
∂ ∂
∇⋅ = $ ∇⋅ =$ ∇∧ =− ∇∧ = µ $ε $
% !" &' ( !" & )
∂*
∂ *
∇ * − µ $ε $ = $ ∇* − µ $ε $ * = $
∂ *
∂
# =
ε $ µ$
+
∇* = ∇* ( ∇* ∇* )
, - .-
- . .
- . . .-
- . − / . + .
+
0 # # 1 #
#
. = + . − + − . +
'
. = 2.
∂ 2 ∂ − 2
- = × =
∂ ∂
∂ 2 ∂ 2
= × =
∂ ∂
∂ − ∂
∇ = 3 =
∂ ∂
− ∂
4 # ∇ ∇=
∂
* 4 #
• % !" &' ( !" & )
− ∂ ∂
5 ∧ =−
∂ ∂
∧ = + .
4 ∧ =
. . =$
− ∂ ∂
5 ∧ =
∂ *
∂
4 = ∧ 3
% 1 ) 3
• # .6
7 3
.% #
• !3
• - =
• # 1 1! 3
8
• #
*
- = ε$ *
+ *
= ε$ *
+ *
= ε$ *
=
* *µ$ * *µ $ *
µ$
• 9 (
- π= ∧ = *
µ$ µ$
• 9 #
- π=
= 3
: ;
π
- = = ε$ ∧
τ *
*
- < .- 4
6 1 '
• <
1 . ⋅ −ω 3
2
- . = 8
3 ω . ω
:π *
• !
2
- = 3
<
=+ ( 3 . ⋅ −ω 3
)
+
. ω . =
. 3
• -
∂
↔−ω ∇↔
∂
* 4 # <
• !" !
!" &> ⋅ =$
!" &' ! ⋅ =$
!" &' ( ∧ =+ω
ω
!" & ) ∧ =− *
• 6
%# !" &> 3
%# !" &' ! 3
3
+
0 <
. ?
@ . 1 ρ =$
• +
%# !" &' (
= ∧
ω
@ # !" & )
ω
∧ ∧ =−
ω *
*
ω
⋅ =$ − =−
ω *
8
ω*
# A *
= *
• !
5 . 1 ) 3
5 =
5 B A
=
$ $
−ϕ −ϕ
- $ − $
−ϕ $ −ϕ
$
•
- =+ ( . −ω 3
)
$ $
$ .ω3 − +ϕ − $
.ω3 − +ϕ
$ .ω3 − +ϕ $
.ω3 − +ϕ
8
- ϕ = ϕ −ϕ ) 1C 7 #
1
$
= $ .ω3 −
...
