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Fluid mechanics persian
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1 ....................................................................................................... 2 .......................................................................................................................................... 1-1 4 ............................................................................................................................... 2-1 4 ................................................................................................................. 3-1 5 ................................................................................................................................ 4-1 11 ............................................................................................................................... 5-1 11 ..............................................................................................( ) 6-1 21 ................................................................................................................... 7-1 31 ................................................................................... 8-1 31 ......................................................................................................... 9-1 51 ..................................................................... 01-1
61 .................................................................................. 1-01-1 71 ............................................................................... 2-01-1 91 ............................................................................................................. 3-01-1 12 ............................. ( ) 4-01-1
42 .......................................................................................................................... 11-1 42 .......................................................................................................... 1-11-1 42 ............................................................................................ () 2-11-1
42 ......................................................................................................................... ( 52 ....................................................................................................................... ( 72 ...................................................................................................................................... 21-1 82 ............................................................................... 31-1
82 ................................................................................................ 41-1 92 ................................................................................. ( S) 51-1 03 ..................................................................................................................... 61-1 03 ....................................................................................................................................... 71-1 13 ........................................................................................................ 81-1 13 .................................. ( ) 91-1 33 ................................................................................................................... (PV) 02-1 33 ........................................................................................................................ 12-1 53 .............................................................................................................. 22-1
53 .............................. 1-22-1 63 ................................................................................................................... 2-22-1
93 .......................................................................................... 42-1 04 .....................................................................................................
94 ....................................................................................................
94 ........................................................................................................................................ 1-2 94 ......................................................................................................................................... 2-2 15 ............................................................................................... 3-2 15 ........................................................................................................... 4-2 45 ........................................................................................................... 5-2 55 .................................................................................................................... 6-2 85 ................................................................................. 7-2 06 .......................................................................................................... 8-2
06 ........................................................................................................... 1-8-2 16 ............................................................................. ) 2-8-2 26 ......................................................................................................................... 3-8-2 26 ...................................................................................................................... 4-8-2 46 .......................................................................... ( ) 5-8-2 56 .................................................................................................. () 6-8-2
07 ...................................................................................... 9-2 07 ........................................................................... 01-2 07 .......................................................................................................... . 1 17 ........................................................................ ( )( ) . 2 37 ........................................................................................................... . 3 28 .................................. 11-2 48 .......................................................................... 21-2
19 ................................................................ 31-2 19 ......................................................................................................... 1-31-2 39 ..................................................................................................... 2-31-2 39 ......................................................................................................... 3-31-2
79 ................................................................................................ 41-2 89 ....................................................................................... 51-2 99 ..................................................................................................... 61-2 101 .......................................................................................................................... 71-2
201 ............................................................................................
: . . 1 . . 2 . . 3 . . 4 . . 5 . . 6 . ( ) . 7 . . 8 . . 9
) . 01 (
. . 11 . . 21
2
1-1 .
. .
. .
1-1
:
. (. . . ) )
(.782212 CCB)
( 18751638)
( 07171387)
(76611847)
( 64611761)
(24611727)
(91811093)
(24811219)
(57811593)
(68819175)
3
. ( .. . :
.
.
.
(2-1) .
. .
.
2-1
1
3 2 ) 4 .
scitatS diulF .1 cimanyD diulF .2 cinahceM diulF .3 scitamuenP .4
4
. ( )1 ( . .
2 2-1
) . . (
) .(
. .
. .
.
.
3-1 .
.
.
sciluardyH .1 diulF .2
5
.
.
.
. . .
1 .
. . ( ) .( ) 2 4-1
.
. .
.
(M) : ( ) seunitnoC .1 noisnemiD .2
6
.() (T) (L) . ( TL1) ( L2)
FT L . T L M . F
. .FTLM =2
.
. VD D =+ VVta a V
TLTLTL =+ 111 . t . . (IS) .
. ][ 1 1- 4- 1
. (IS) (gk) (s) ( m)
. (DC) . IS
.
IS .
:
stinU fo metsyS lanoitanretnI .1
7
1 gk2
1s . m
(1-1)2
111
s =. NgKm
. (W) . ( m)
:( g) = Wgm (2-1)
. s 96082
01 =/ gm
9086
01
/ .
2
97s : =/ gm
N sm
sm
979298 WN9860
012
2
///
=
=
IS . 2
9608s . /m
1-1
IS ( ( )SGC) (gk) (rg) (m) (mc) (s) (s) (N) (enyd) (K) (K)
4DC
. 067gHmm ( m) (rh) IS
. ( s)
8
. (j)
(W) . (m .N) (IS) . (s/j)
. (2-1)
IS 2-1
m 013G 019 016M 016 n 019k 013 p 0121c 012
1 () 2- 4- 1
(s) (tf) (GB) . ( R) ( fbl)
.
(3-1)tf
1=. 12 fbls
3-1
metsys )GB( lanoitivarG hsitirB
(guls) (tf) (s) (fbl) (R)
)GB( metsys lanoitivarG hsitirB .1
9
.
g :
=. Wfblmgulsgtfs2) ( ) ( ) ( . /tfs 2322 g
1 3- 4- 1
. ) EE ( ) tf ( ) mbl ( ) fbl (
. (R) ( s) .
(4-1)gc
= Fam
4-1
gnireenignE hsilgnE( EE) (mbl) (tf) (s) (fbl) (R)
(1mbl) (1fbl)
2
232s ( 4-1) . /tf
.) (
s fbl) (mbltf
cg1
2 1232
=
/
metsys)EE(gnireenignE hsilgnE .1
01
1mbl 1fbl 2
232s /tf
2
232s fbl . /tf
21
s tf
: 1=/232mbl
0001fbl :1-1
2232
s . /tf
:
) (
mguls
sfblmgulstf
wmg
1380232
0001
00012322
//
./
.
==
==
. /419395gkguls :
) ( ) ( mgk
mgulSgKguls35464
13804195
///
= =
:2s/m 56608/9=2s/tf 471/23 :2mm 2546=2ni1, 2m9290/0=2tf1
:3m/gk4515=3tf/guls1 :ttaW 653/1 = m-N 653/1 = J 653/1 = bl-tf 1
h/utB5452=w647=ph1, j5501=utB 1 :s/til8/34=s/3m8340/0=sfc55/1=dgm1, s/til 23/82=s/3m23820/0=s/3tf1 :aP5986=2ni/fbl1, N844/4=bl1
(: :)zH1=elcyc1 :s .m/gk1/0=esiop1,s/2m1000/0=sekots1, 2tf/s .bl 1=s .tf/guls1
:sesekots929=s/2m9290/0=2tf1 :mk906/1=elim1, 84030/0=tf1, mm4/52=ni1
11
:gk6354/0=mbl1, gk5/41=guls1 : h/utB5452=W 647 = s/bl-tf 055 = ph 1 : 2m/N6833=gHmm 4/52 , isp 4-0154/1=2tf/bl 9020/0= 2m/N 1 = aP 1
1 bm8874 .0=aP88/74=2m/N88/74=2tf/bl1 2m/N1/942: 1:2m/Nk523/101=gHmm067=gH .ni29/92=isp7/41
:kgk/m .N2761/0=Rguls/bl .tf1 :, 3m/N1/751=3tf/bl1 :3m/gk 4/515 = 3tf/guls 1
:R8/1=F8/1=K1 :s/m 0744/0 = rh/mk 906/1 = s/tf 764/1 = rh/im 1
3ni132=til 587/3=3m58730/0=3tf7331/0: :3m 5-01936/1= 3mm 093,61 = 3ni 1 ,til0001=3m1, 3m23820/0=3tf1
5-1
. .
.
. .
.
( ) 1 6-1
.
ytisocsiV .1
21
.
. ( ) 1
. ( ) 2 .
.
.
. .
3 7-1
( )
: (5-1)
yd = Vd
( ) yd Vd
. () ()
yd Vd
.
evisnehoC .1 secrof ralucelomretnI .2 ytisocsiV waL s" notweN .3
31
1 8-1
( ) . .
:
(6-1)LFT
LTLLF
ydVd
2
1
2
===
F . . 2 LFT LMT 11 TLM
) IS m2 .Ns
msgk
.) (
tf2 .bls
tfsguls
. SGC . (
(esiop)2
01m
. /.Ns IS
. esiopitneCesiop :
.aPs ms
gkmcs
esioPrg.
/.
== 101 ==013. pcesiopitnecaPs
esiop
msgk
msgk
tfsguls
110
1749
=
=
.
./
.
2 9-1
ytisocsiV cimanyD .1 ytisocsiV citameniK .2
41
: ()
(7-1) =
IS ()
s
2m
) s . . LT 21 (2 tf
SGC s
(1 )2mcs
0142m
s2mc
. 1 :
2 2 2
2 24
tS 929 9290 / 0 929m mc tfs s s
1 01 tS1mc ms s
= = = = =
:
.
02 :2-1 . 80010/0
tf2. .bls
899/0 02
s 2tf
:mc2 : .enyds
== ,/ 100844410384 blenydtfmc
sekotS .1
51
:
tS
tftSbls
esiopmc
enydstf
bls
0100899
080010
0108747
080010
87470384
0084441
2
2
///
/./
/
//
..
===
==
==
:
s
tftf
gulsg
2
//
/
//
//
55
3
1190101439
21101
1943232
0899264
===
===
41/51 :3-1 /0469
s 2 tf
: :
stf
tfguls
g
ftesiobls
esioptf
s.bl
2
3
2
2
1868
06130
1868232
0469264
001368444
4141514
18444
===
===
===
=
//
//
//
/.//p/
/
01-1
.
61
. 1-01-1
( 3-1) . V .
. ( )
3-1
:
hV
hV
yV
ydVd
FA
==
===
0
0
h = FAV
yd Vd
yV
V .
/0520mm :4-1 .
(8-1)
y=D
V = yh
V=0
F
71
sm
2aP 6
sm gk
( ) : . 6ms .
:
4-1
: .
==
=
=
=
=
ms
aPsgk
hVAF
hV
AF
hV
./.
/
6
3
83310
052001
6
2
2-01-1
A . hh21 21
=/0520 hmm
u
aPAF
s =2=6 Vm
81
5-1
:
=+
===+=+
2
2
1
1
2
22
1
11
1212
hhFVA
hV
hV
FFFAA
,
== 12
(: )
(21-1)
=+
12
11
hh FVA
/m 032 :5-1 . 01mc
1 h
V
2
1
2 h
F
/ 25mc
/ 75mc
=06 // Vms
(9-1)
91
1-6
sm
/062
073m
( ) . /.Ns /25mc , tt 12 :
:.
2
t 2V
yd == ud
2
t 1V
yd == Vd
F .
()()()
1212
12
11
ttAAV
tV
t ==+=+=+ FAAV
== /,/ 12 00570205 tmtm :
355 FN 0057
1
0520
1/ 0730306
//= ///
=+
3-01-1
W .
. y
V
W
Ff
y
z
02
7-1
:
: y
. .
nisnis
nisnis
WAWyAV
yV
AyAV
ydFAud
FFWFW
f
zff
==
===00 ===
=51D 81 :6-1
2
841012m
/. Ns /m 032 .
8-1:
:
(01-1)
D=51
=3 ydmm
=/ 18918 WN
VT
Wnis
=. fFA
12
: . (Vs)
ydVV TT ud
2710300
/ 2 84101/
= /
==
nisnis FWfwA === 000 s
: Wnis D == (/)nis/// 8191851271030526 TT VVm
( ) 4-01-1
. (11-1)
.
.
9-1
f
L
b
a
R
T
wnis
22
: : (
) ( ) (
bTRL
LRRb
LRRRyTRFRAV
3
1
1
2
22
=
====
: (
) ( ) (
ardR
aTdFdrTr
ardrrrd
ardrV
ydFdAdVd
R
2
2
222
4
0
3
2
2
===
====
=+ TTT 12 :
. 03mc :7-1 . 02/2 mc02mc . 0/31 .Nm 004
0/56100.aPs( 1 0/5800 .aPs( 2 0/5610 .aPs( 3 0/2580 .aPs( 4
mpr() :s
dar
06
. 2
(11-1)
(21-1)
32
aPs
bmcdar
RLbT
bTRL
/.///
//
//,/ces
01006520103149
0310110
00441906
20110101
2
2
3
2
3
3
==
====
==
. ( 1)
. L d
V . y .
:
00 Zff FFWFW === :
01-1
: . == Wgmg
yL
z
d
V
42
) (
) (
2
f
2
g L g gm Wd4
Ld A A FV udy yd
V Ld g Lygd V d4 y 4
= = = = = =
= =
11-1 . 1-11-1 .
=0 (11-1) . . = .
.
() 2-11-1
. . :
( (
(
() .
(31-1)
52
()
.
.
.
(
)
. (
:
11-1
yd (Vd
yd= Vd
.
ydVd
V)
. )
yV
(
( 1
ydud
62
. 1. 1
0 n
yd Vd
yd . n,,D D =+
Vd n=1 .
. 2 0
( ) 3 . 2 . ( )
... 4 . 3 ) (
. (2
.
citcalP .1 mahgniB .2 citsalp oduesP .3 tnataliD .4
72
1 . 1
. :. 2 . 2
. :
10
10
10
10
====
=+
D
D
D
D
D
nnnn
ydud
n
3 21-1 . ( ) 4
.
.
( L) ciportoxhT .1 citsaleocsiV .2 emuloV .3 evisehoC .4
(41-1)
82
. 1 31-1
:
= (51-1) M
. LF4 LM3 4
IS 3
0001m =gk
3149
tf . =/guls
. .
2 41-1
: g (61-1)
V == W
. LMT 22 LF3 g = g
. (//) .
22233719870
sm
s . == gtf
4 067 IS
3918
m /Nk
30189
m N
3264
tf . /bl
ytisned .1 thgiew cificepS .2
92
( S) 1 51-1
( ) . GSS .
(71-1)
S
==
.
.
S
S
=
=
.
/ 22gk :8-1 .
m3 not
ytisneD evitaleR .1
03mc
02mc
(91-1)
(81-1)
03
21-1
:
051421710 2233 ) ( 4
02
4== Vdhm
/// =
:
3
333
06649608475
06640001
66498
664980664421701
22
mSNk
S
mnot
mgk
Vm
W
w
///
//
///
/
===
===
====
1 61-1
.
(12-1) VS=1
() IS gk 3 m
. .
2 71-1 .
IS m2
. (aP) N
(22-1)A = PF
emulov cificepS .1 erusserp .2
13
=013 apKaP () . =016 apMaP
: ( h) = ph (32-1)
: ( aP) :P
m3
. m() :h N 1 81-1
. .
.
: TRm P , TR P , TR VPs= = = (42)
Vs ap) ( P
gK R m
gKkmN.
m) (Dk) ( T . .
2( ) 91-1
. .
.
saG tcefreP .1 yticitsale sludom kluB .2
23
P V . Vd Pd :
(52-1)Pd
VVd
= . FL12
K .
. (62-1)
=
=V
VdPd
dKPd
K Pd V Vd K. LF2 .
( )
.
. K : 9-1
2
1
mmc00013 NM
2
2
m . mc 5993 NM
aPM ) (
VV002 kP
0001
5990010
= 21=
=
33
(PV) 1 02-1
.
. .
.
.
2 12-1
.
. ()
(72-1)L =F
.
IS
m N
tf fbl
. LF1 erusserP ropaV .1 noisneT ecafruS .2
.
oisehoC .1oisehdA .2
P
)
.
L r .
.
( ) (
no no
D
W
Pmta
h
Pmta
(2
)
h
D
A
)
(
31-1
(
r
C
B
(
) (
)
(1
=2 FL
. f
. )
(
r
ABh
43
()
=4 fr
.
(
h
53
22-1 1-22-1
. ( )
:
. R R /01mm : 01-1
mN
/015
apapK d
00201102 p0101
220153
//
== / ==
R :11-1 2R
P R
P . .
dRRp
dRRp
4
2
88
2
2
44
===
===2
=1PP
(82-1)
(03-1)
(92-1)
R p
Rp
RP
=
=
=
:
:
:
4
2
. (
rallipaC .1
02-1
ytir
()
2R
h
(
)
=
hR
02-1
(
41-1
:
()
2R
2Rh
(
.
.
)
02-1)
( .
Fy0 =
R
1 )
()
)
()
h
63
2-22-1
)
73
Rd
h
RRh
soc
soc
soc24
2 2
==
(m) ) :h (m) d :R) :
m3 (N
:) :
m (N
: . " "
. 09D ) ( "
. 09D ) ( " . "
h) ( . .
51-1
d
(13-1)
-
r2 r1
- )
h
h
= h d
mm
1
rg == soc 2
d
soC
=2
21) ( 2
= rr
0001918
208270
//
=
22-1
.
01010100
/ 0/
= socD
(23-
(33-
. d
: 21-1=0D =0
:
84m
83
: -1)
:
-1)
(
mN
/8270
93
itativaC .1
noi
.
.
.
61-1
.
r
(
h
1
) (
.
32-1
)
42-1
04
. (43-1):
T= T ( ) () V= V ( ) ()
. ( ) . .
() .
:
.
.
. ( )
) . . (V0V=0
. .................................... .1 ( 2 ( 1 ( 4 ( 3
.................................... .2 . ( 1
14
. ( 2 . ( ) ( 3 . ( 4
.3 ( 1 ( 2 ( 3 ( 4
: .4 ( 1 ( 2 ( 3 ( 4
.................................... .5 . ( 1 . ( 2 . ( 3 . ( 4
.................................... .6 . ( 1 . ( 2 . ( 3 . ( 4
.7yd ud
n
yd kud
=
: n>1 (2 (1 )citsalp mahgniB) (4 (3
24
: : .8 (2 (1 (4 (3
: .9 (1 (2 (3 (4
:k ( ) .01 . (1 . (2 . (3 . (4
.112
12m . 1% NM
( ) m2
: NM 012( 2 2/1( 1 0/12( 4 0012( 3
.21 . 01( 1 . 001( 2 . 0001( 3 . 001(4
. 31
( 1 ( 2
34
( 3 ( 4
: .41 (1 . (2 (3 (4 331/01( 2 631( 1 9/97( 4 31/06( 3
7/5 mm 4mm .51 3 mm .................................... .
11/55( 2 31/33( 1 5/7mm( 4 01mm( 3
. 05mm .61
m /070N
: apK 5/6( 2 2/8( 1 22/4( 4 11/2( 3
/070Nm .71 1mc/059mc : 2/51mm(2 1/55mm( 1 6mm( 4 3mm( 3
. 02mc 5mc .81 . ...............................
272mc( 2 001mc( 1
44
631mc( 4 04mc( 3030 W .91
. V . t
: 2( 1
tw( 2 V
tw V
tw2( 3( 4 V
tw4 V
.022
002mc . 01/% N
: ( ) 0022( 1
NGmc
022( 2 NGmc
22( 3NGmc
2 02(4 /NGmc
m 0859002 .12
01mc =/.Ns .
=
2
0731021R / Vr
. R r ms V m2
N 0/1310( 2 0/625000( 1 0/131( 4 0/6250( 3
. 1mm .22
30001
m . gk
4ap 0/01ms ms V
2
/ 040013( 2 015( 1 /04( 4 / 020013( 3
54
.322
09m
=/.Ns y ms U. / = Uyy 0862
: =/071 ym . 216 02( 1
/Nm
043 02( 2 /Nm
603 02( 3/Nm
351 02( 4 /Nm
: ( ) .42
( 2 ( 1 ( 4 ( 3
: .52 (1 (2 (3 (4 631( 2 321( 1 632( 4 532( 3
.62 noisehdA(2 noisehoC(1 ( 4 ( 3
.72 . ( 1 . ( 2 . ( 3 . ( 4
(0001 mc3) 1 .822
1m
. MN
mc 59932
2m
. . MN
64
IS . 92
esiop /18 9(2 esiop 01(1 esiop (4 /esiop 18 91( 3
.................................... .03 ( 2 ( 1 ( 4 ( 3
. .................. .13 ( 2 ( 1 ( 4 ( 3
ms .23m 0583 / 5880162
gk :
s . gk /m 500 0(2 s.m\ /gk 01 65 4416 (1 s . gk /m 01 65 4416 ( 4 s.m /gk 500 0( 3
/ 72fgK .33 1ms . 54D
1mm
: IS .43 . MN(2 .mcN(1( 3
mc( 4 N
M N
0979 02D .53 . 0/80010 s( 1
2mms( 2 /01000
2 /010100
/ 15015( 4 / 110106( 3
74
.63 ( 1 ( 2 ( 3 ( 4
: 001 () .73 . ( 1 . ( 2 . 05 ( 3 . ( 4
. .................... .83 ( 2 ( 1 ( 4 ( 3
.......................... .93 . ( 1 . ( 2 . ( 3 . ( 4
: . 04 . ( 1 . ( 2 . ( 3 . ( 4
.14 ( 1
. ( 2
84
. . ( 3 ( 4
. .24
( 2 ( 1 ( 4 ( 3
.34 ( 1 ( 2 ( 3 ( 4
1-2
.
. ( )
. ( ) ( )
.
.
2-2
. == (1-2)
A () PF
( )
05
(2m/N) IS aP
tf2 )fsp( bl
. )isp(
aP === mrabN
mcispgk
nibl
222 ,,
: (
.
. . . (
.
. .
.
. .
. .
.
.
15
:
. : (
: === xyz PPPP (2-2) (
. =++ pppp xyz) ( (3-2)
3
1
( .
3-2
. .
. 4-2
. . .
.
25
1-2
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: :
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.
( )
1
1 ()
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2
2
)
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D =+ PPh
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2-2
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.
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(
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P
45
5-2 :
3-2 y zx
=
y P
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yd Pd
( )
PD . PD yD Pmta) (
: P y DD PdydPdyd PPyy ==
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=
=
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x
z
h
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DD ==+=+ PPhPPhPpP sbamtaegag (8-2)
m3 P N
= m2
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6-2
.
) (
(4-2 ). h
65
Phgh
hgAPF
FWVgAh
====
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4-2
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.
( 9-2) ( .
:
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F
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h
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85
:
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d c b a
CB A . D
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7-2 .
(01-2)
TR ==
gyyP
yy
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DD
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( 8-2) :2-2 . . 01apK 52apK
1
2
a
A
b
B
c
C
d
D
95
8-2
:
PapaPk
Phg== ///()/ 09000191825221
= / =+= 2122122 PPaPkaPK P= 10 ( =+=+= /// 2122152221471 PPaPkaPk = 152 PaPk( =+=+= /// 2122101221121 pPaPkaPk = 101 PaPk(
ap 6m :3-2 6 m 67gHmc
= ==== // 00019186638858538 gPhhgaPaPk === (//)// 3175000191806713110142 gghgaP
= + += // 638851311014217699542aP
05 apk :4-2 :
m
mN
mN
h
ph
5109086
050001
3
2
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=
=
2p
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/ 25m
06
m m
Nm
N
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wgH0573
98601357
00005
3
2
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====
3 :5-2 . GS=037 (/)
. /11aPk
9-2
+ + = + + ==
1
2 2 2
2
2 6089 3 6089 37 0 0001 1 1
41 78124
2 w G C
C
C
h h P P) ( ) ( / ) ( / PN N N
m m m) ( / PN
m
D
8-2
. . . : .
1-8-2
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2 hm2=
B
C
16
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g gH PV PD .
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(31-2)g
hPgH =D
:
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331
10133
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h
PV
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hh
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.
.
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51
057
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m
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egag
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a
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=
31
36 5 211
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Pg
/
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11-2
:
= APh
A
54
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5 73
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h
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m / 65 211 =
.
(41-
.
26
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3-8-2
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4-8-2
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. .
21-2
: ( ) :1
. .
. :2
() ()
P P
.
A
+ AP
:
11
11
PhPh
A
A
+
()
.
.
A :
+= APh = hh 1122
2233
2233
hhhh
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0 == mtaP= mtaPP 0
(
( 31-2)
PPPPP
BA
BA
1
(21-2= APh
= APh22
) .
33
11
PhPh
B
B
=+=+
3-2 ()
:
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( 31
2211
2233
hhhh
46
.
)()
( 5-8-2
3-2)
B A
() ()
56
.
B=03D
P
A = 3001 hm
= APRnis
41-2
mm 2 h
51-2
:
()
.
2
=003mm
B A
(51-
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:
6-8-2
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mm
PP
PPP
A
A
A
+
0001
(2)
.
.
P
PLhL
B
B
==
=
91802
11001
22
1122
///
nisnis
/ 8
aP
hhP
=+=
09180
331
33
/(/
n
3
26m/Nk
A
PP
A
A
501
021
//
= +
1 GS=
(1)
A
hBP
303+11
D nis())
. .
61-2
9apk // 826053
/105 /086
(2)
21mc
/ 0001918
(1)
35175
m ./Nk
= / 157501
53mc
// 01316
:8-2
3
N
101/5
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(1)
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m
66
(
76
(2)
(1)
3m
17m
71-2
: (
:
aP ) (
PGShPPhP
BHO
B
0860010981710404311
12
1
=+==+
=+
//D
D
PD=0 ( )
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H =/794 BA PPapk :01-2
86
81-2
h () A : : B
+ + = = = +
3 3 38 9 6 31 18 9 728 0 8 971 43 71
001 001 00152 4 79 35 66 432 1
A
A B
m / / m / / m ) ( / PNk Nk H Nkm m m
mc H / P P / H /
. GS=057 (/) :11-2 h 02isP( A)
91-2
(SgH=/ 316)
A
/ 257tf
hC B
D
71mc
H
43mc
A
B
GS=/0728
96
(-
A+
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P
357 htf024412
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= +
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)
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=
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h
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l
h
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A
.
B
y
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0
264
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: B
)+(
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B
07
2 24616
21
4019624
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4019264316624
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4
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h A .
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( 22-2) .
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retnec erusserP .1
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22-2
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.
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O
27
PG
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(
x .
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37
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21
y . = GIyb3 .
(4)
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.
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. =09D . :
09D nis, === hyhyFyA (91-2) :
=
=
I
I
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2
a
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a
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===
4
4
2
074610
088450
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4
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21
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===
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2
1
IR
I
AR
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32-2:
42-2
3
+ bdG
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d
a
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3
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abbd
ba
47
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3
a
===
IR
IAR
G
yx
4
1
2
D
57
.(2
:
52-3 . )
.
y
y
py
yyP
Ay
=+ pG yyI
:
Ay
= pG yyI
52-2
:
221
2
hpyh
=
m1
pG
b
b
( )
6
2
h= h
6
1
.pch
:31-2.
:
21
hb3
:22-2( .
2
s 1
/ 1
FhA
A
hm
4
1
15
2
===
=()
/()
: y=
p y
(hP)
nis06D
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mN
m
m
9800
0785
062
1
3
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+
()
/
D )nis(
O
nis062D =+
hD
yAI
=+= G y
hc
33-2
m
mm
1339
1339
=
/()
)/
06
15
nis 2D =+ /
D
2322232
/+ /
1m
/() 2 04587m
2232 2
=/ 1
) (2
230458
46
14
/=
06D
(
(:
=14860N
(
:
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:51-2
yc
ypc
o
67
(
(
77
FhANk
hm
960822561234
151503252
///
//nis/
====+=
D
h y : : ( hP)
nis
nis nisnis
nis
+ = + =
+ =
G Gp P
Gp
y y y yI IyA yA
h hIhA
2
2
:
233 Phm 6252
230321
1
252
32
//
nis= /
=+
: 61-2
.
= 3
9608m/Nk
nis
(02-2)
=03D
39608
m=/nk
/15m
3m
hp=?
72-2
2m
phh
h
F
= P
=
ph
h
AhhI
hA
G
98
nis2
/
=+
==
Fh
4 h
=
=
Ahnis =+ pG hI
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3m
82-2
3
6083
2
=+
9608 A
3
4
3
1
= /
=
h3
3
4 2
n=+
= hp mhh
/15m
:
3
34
15
46
15
254
15
2
4
2
/
/
/
=
=
81043
=/ 4
3
48
4463
3 1
ph :
4
(
m
Nk
305
2
/
: (
6Nk
2m 1
=
:h h . (12-
m
87
(
hp
-2)
4m
97
:71-2 m4 DC 36 BA
. (92- 2 ) m6
92-2
: ( : =/ gkm 00013 :
/ ==+= 000198143631263600 FhAN ) ( ) ( ) ( :
yAm ) ( 743 pG yyI
736
21
36
7
3
=/
=+=+
: (
) (= + =
= + = =
328 5 6 54 322 344 221686 6 4 6 54 3 18 9 00011 2
/ nis h
N / nis / Ah F
D
D
:
B
C A
D
3m54D
6m
4mo1o2
6m
08
myA
848 pG yyI54
538
462
1
54
53863
46
54
538
3
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/
nisnis/
= /
+
+
D =+=
DD
E DCBA :81-2 . (03-2 ) BA :
8 :
03-2
51 E BA ( : :.
) () (
ym ) (
FhAN
511520 P5168
21
86
0100918213687060230
3
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+=
=
==+=
: CB (
/ ==== 00019181802800825282 FAPhAN ) (
o
12m= Am12
E
D
C
6m
A
o
02mB
18
(13-2) :91-2
: :
3293240 FhAN 2
12
3
2= 1111000918
/ ==
:
m Ay
I15 pG yy
23
232
2
1
3263
1
3
22
3
1
11
1=/
+
=+=
13-2
:
m
AyI
yy
FhAN
G3174 p
335
21
3
35
3230390152
11000918
2
4
22
2
2222
2
2/
//
/
=+=+=
=
==+
: =+=+= 1204293309015552843 FFFN
2m
3m
3m
28
.
:
ym
y
yFFyFy
P
P
PPP
374
55284329304153090153174
12 12
///
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=+
11-2
.
= ph : F .
FAh == (12-2) F
.
: , 11 PP xdxydy == (22-2)
23-2
h1
h2h
h2hh1
Ad
38
3
1
(
=
3
1
=) :
A
=/ 452 h
F=
h
33-2
BA
A
m
B
C
.
B
O54D
=/ 452 h
:02-2.
5m
.
.
= BAnis
A
hBA54
,D n
== F
.
(
654
== 452nis
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hBAt ) (2
=
)
(43-2)
(43-2)
mCA3
,=1
: 89604
2
/ 1
.
). == Hc FPA
.
FV=
B
F FH
C
BACA ) (
= 256121
hA :(
.
43-2
F
FV
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/62055N
:
(32-
)
(42- (
48
21-2
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58
.
= FF nat
( 53-2)
B A
+ FF HV 22
H
V
F=F
.
.
(
.
53-2
Fx
)
:
BA
Fy
A
B
:
( 52- (62-
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B
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.
)
5
= nat=
==
V
H
F
F
Fh
= xF
/15
2m
k
) () (
00051604
0001
0001
22
==+
==
H
V
x
y
FF
FF
hA
=== HFhA
A5m
m
fg A BA
63-2
( ) (
1320005
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114
2
1512
2
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/
==+
+
fgk
73-2
= / 96081( ) (
B
B
A
: BA
)
059D
5216
10500
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=
=
=
f
gk
BA
= 12119 ) ( )
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fgk 041
fg
: 22-2 .
/ 96Nk
68
(
78
BA : .
= ) (
FFNk ==
41038 yV
29608
2
// :
F=+= /// 22 916038635 :
175575D 916
// 038/ ===== nat/
H
V
x
y
FF
F F
2 ( ) :32-2
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.
93-2
B
A
B
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3m
=2 rm
X
VF
o
.
h
F
p
H
(
ii x
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==
==
MO =
(
AhhI
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9 H
=+=
==
.
)( ) (
3
1322
08632
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x
( )
444
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2
4
6083
4
/
=
+
+
)
4
122
3
422
24
12
+
+
+
F0 0= =
A
) ( )
380m
12215
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=
:
22
24
1
22971
2
2
/ 2
=
0
B
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m
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98
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. 2
04-2
===
=
+
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FNk
yV
V
01316
2122111364
32 9608
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//
CD CB
BA . :
=== // 9086121196 HFhANk ) ( ) ( ) (
:
A
B
C
D
FV2FV1
09
=====/ 0196 xHH FFRRRFNk
: .
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83-2
=== // 90862847266 HFhANk ) ( ) ( ) ( :
R R FH
19
82947 VFNk 2
296082
2
=== /()()/ :
// =+= 22 72662947897 FNk 1 31-2
. .
.
s .
. 1-31-2
.
: (
:
ecrof ycnayuoB .1
29
Ws. = (72-2)
14-2
. s
. (
: . Fx =0 =+= FVDCBAGFAGECDCBAFE ) ( ) (
. CBAFE FB FV d
: = FBd (82-2)
d FB . ( FB) .
. :
.
A
D E G
C
Ws. = F
. = FBd
B
39
B
C
D
FE
A
W
FB
:
D
BF
= BW : .
D
FW
B
057
3719
//==
==
(
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0 FW y>
. 1/52 .
F
tfD
5
75
0
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==
GS=/08: ) .
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FBs >
0/6
34-2
FB
264152
62641
//
/(
=
:
.
5tf
W
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:
.. ss >
5152D3 2537
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/)/
==
D=
52tf
s >
:62-2 .
: W()
D
bl795
1
/
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=
:72-2
(
?
49
.
59
.
xF
W=
== 0 xx FR
9806
1
/
= HFhA
Fy0=
+
082
12
1
/ 2
44-2
= /089 xR
WFB =
896082
2
/
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: / 960812
FB 112 =+
+
222
2
2
(
(
=/ 1157Nk
. (
2
=
k
11764
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2
1
((
(
mNk
69
059 (9608
2
71162
//
/
=
==
w
Ss
. 0/56 /m 013 :82-2 .
352
m . NK
:
54-2
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gmgmgk
m
yBW FWF
57629086
520100226
06220
098060650125980601
3
3
//
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==
==
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(64-2) : :
64-2
12
3
12
s
m 013 /()
Vm3 ()
79
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% 04 :92-2 GSgH=/316) (. .
. :
74-2
:
3 122
5923
960806136908604
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s
Bs
/
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41-2
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. . 1 . .2 . .3
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:
74-2 51-2
B B ( B)
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( ( 84-2
G) ( M) ( :
B
W
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B
M
B
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( (
( ( (
99
= GMBMBG (03-2) BG
: BM
(13-2)d
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= W = d
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61-2
. .
.
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001
:
: ( )
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007m gk
94-2
:
) ( Vhhm
m
FFWV
d
dd
yBfds
6414
0001918007918462336
0
3
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====
===
1/2 3 5 :13-2
2m
6m
h
GM>D
GM
101
M
BG
I
GM
d
=
.
0/6
GM
B
BGI
G
d
d
21
1152
0604
0835
5312
3 1
/
//
/
=
==
=
=
.
m
m
m
m
02047
02
521
1125
3
4
//
/
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=
===
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2
== /14
0/8
m
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)
05-2
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.
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18 apk ()( 2 11/613 () (1 211/4 ()( 4 111 apk ()( 3
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711 ( ) 1-8-3 711 ( ) 2-8-3
811 9-3 911 01-3
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641 2-81-3 941 4-81-3 461
171
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271 3-4 671 4-4 771 5-4 771 6-4 871 7-4 971 8-4 281 9-4 481 01-4 681 ( ) f 11-4 291 21-4
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(21-3) mQ
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:
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721
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t
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:
y
=== QAV= = mQ
= AVA 112
mVVV20601
2106
===
Y
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V2 2V
c82405477
0051405
==
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12-3
032 mV) (
4 == 7502121
=003 // msmc
:
xV1
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) (15 V) (
4
034
2
2
2
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177392
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= 30012122507/ rgs
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V2
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2125072124495
1202758816681106168
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03021288
35430707212212
//
//
soc////
=======
====
=====
.
:
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3-01-3
:
(71-3)
++ =
VCSCdepeVAd Hs
ttw
t. Q
.
. .
11-3
as
). .(
131
(3) ( 2) (1) :
PdzdgVVd ++=0 (81-3)
21-3
. . 8371
( 4) (3) (2) (1)
:
++= PVzgetc (91-3) 2
2
-
(etc). .
:
++= PVzgetc (02-3) 2
2
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.
z.
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gV2
2
.
231
:
212 (12-6) 22
21
21
122
PHHg
pZVg
++=++= ZV (m)
.
.
.
sessolhl =) ( sessolhl =) ( : . . .
(22-3) lfe
l
hhh
zhg
zpVg
pV
=+++=+++
11212222
22
. he hf 2 1 H
. . H
1 . .
l
h .
enilretneC .1
331
1+ p
Z1
, PV 11
.
.
(
zHg
1 ++ V21
2
hl
.
22-3
)
.
g P=+ HpV
222
2
Z2
, PV 22
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l2 ++ zh H
Z1
Z2
, PV 11
)
:
l (32-
Hp .
, PV 22
31-3
-3)
431
HT) (
:.
gzhH lT (42-3) zpV
g11212222 ++=++++ pV
22 41-3
. ( )
. === PmHgHQgHQ (52-3) : . : P
m3 : () IS N
tf3 bl
.
s : Q ) 3m
s . ( 3 tf
H ( tf)m :H