The is defined ( I. t) I X UCI t)
vorticity as : =
,
px (Pl # te Ilt ) = -
IP thee -14 )
① ② ③ ④ ⑤
① px (E) =p Elixir ) =p # e
②I X (PHIL ) =P ( t.hu ) -
text) Ik HIHI -
)
xd
incontest
te te
µ
A- Ik
-
-
Peek I. e- o (
⇐÷÷÷÷÷÷÷÷÷
⑤ Extra ) 0
1=0
=
§ Idf →
[ ( Ixftnds
I XD
③ Ix (IP ) = 0
④ Extra ) =D (Ixus )
'
'
e
p 3¥ PEI =p ⇐ Ik twee
IE t
the =
elk twee
DIE =
E- Ik
Source
twee
(
term
/ mits =
diffusie constant
adrector of
vorticity
(
vorticity transported
with the flow)
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