الذوبان في الماء La dissolution dans l’eau المادة : العلوم الفيزيائية المستوى : الأولى ثانوي إعدادي.
الامتحان التجريبي مع الحل لمادة العلوم الفيزيائية/...
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Transcript of الامتحان التجريبي مع الحل لمادة العلوم الفيزيائية/...
1
23 2009
:!" #$
%& '( :3h )$ 7
$*& + * , - .
/ #(0 " / 12 3 / 1 45 67 89 6 : ;&"<
1 =>14 : ?67 @ .
B&
/5 %7 2C / )$ > %3D (: $ %31 %C E ;FD ).
GH& IH JKL M($ ;0 J N> ) :
I : %O 2P /$ J Q2 )K"
II : 2 )F "M"
III : ;ST (
IV : ;!J U GJ* =K '!V +2
2
23 2009
– òîöbíŒîÐÛa@âìÜÈÛa@ñ…bß@¿@†yì½a@íŠvnÛa@æbznßüa@@@< <
!"# $ % & :($)* +, -& '( 3;K*
V )$ :7
I : %O 2P /$ J Q2 )K" Le Réacteur nucléaire naturel d’Oklo au Gabon
! !W /$ J #2P %3 )3 Y E :( 238U ) ': 99,2745 %(
235U ) ' : 0,7200 %( ) 234U ' : 0,0055 % (
W 2 ;[K" / )$ 23592U J\M:]#2P )H1 /3 /$ J #2P EH^1 E 6 235
92U
3 %24 %. #2P 235 #2P 2 238 / =K @"H K 8"V /K$S> _\ @7002 * %4,47 * '2 " 72 / C +2P `01 % aP %31 62U(235) ( #2P '2 %L bc $ 2C ]235
%d -K /7 C ` (: /$ J #2P /. $ J ' (01 ) * Q ) : U(235) 01 3,5 %.
e / %C , 2C #2P (01 %O 235 f 0,440 % +( % 072. '2 /(1 " U(235) 5" %O e $ J , : Q2 )K" MF2" /$ V "/ )O\ g: 67 .
)K" 2 H$ 2 ;[K" 22 *(@ ; 0 "/$ J " MF2 hU[ %O+ $"1 '2U(235) / e J* ' g 0 g: E:0,44 % 6 )$ Q2 )K" MF2 ` 72 1,7* !
%31 U )$1 / /7 ? iJ J\[ ;21 U .+ '2 ;j kV MF2 "U(235) $"1 l* K +&1U(238) #1 => %21 -"01 ($ 239 => ?2( +& Q62U(235)] /7 m" ;&/
2 ;[K" / n(&1#1 oD H$ .
;J$ :JeVmolgUMsanmolN A
1912357123 10.6,11;.235)(;10.31;10.6 −−− ====
M($ 1 2 3 4 5 6 7 8 9
e,
Q (Ln)
0 0,7 1,1 1,4 1,6 1,8 1,9 2,1 2,2
1. e@ p
1.1 /$ V Q2 )K" K ' K %O e / n(& K 3 Q6 SY M(U.
1.2 (K> q0 U(238) 2 ;[K" /J$ %C 3 %21:
(4) ... (3) ....u
(2) e p )1(
235
92
239
94
239
94
239
93
0
1-
239
93
239
92
239
92
238
92
+→+→
+→→+
UPuPNp
NUUnU
;[K" )$1 %2( %N2(3)2 (4)/K$SD _\ 4 => \ k!:(2 )K" 6@ EUH
1.3 W %C +0" EHb " JS W -K (1 j> )K"1 Q2(U2 C 2C . %C U(238) EHb .
2. p: /K$SD
12 (1K J/K$SD _\ %0 gr^ $\ :N = N0 e-λt sU λ K$SD . l1 / :[$ ` Cλ 8H $ t1/2
22 (MK (U2 $ e: M(U p 'M ;$ =K #2t K$SD 235) K $t1/2 QM($ k J 67 /
(an) .(
3
32 ( #2P '2 p:1 %C ) 0235 3,5% => 0,72% #2P u M($ p:1 @0 235 )$8 . '( M(U∆t /
;J$ k1 ?67 )7 ] p: 67 @ Jv
3( :J U qV )K" Q2
;[K"1 J\ 3 / n(&1 / )K" Q2
n3SrXenU 10
9438
13954
10
23592
++→+
Xe : 2 %3Sr )K" 67 K 1 :J #12* Q=120MeV
13 ( k!:( K $ f 2 " /MeV/c2 . Q21 )1 MeV/c2 Q21 :V 7Y311 MeV . O1 lKC∆m
-: EU e ] Q2 )K" +[b K.
23 ( Q2 M: @ Q2 )K" /m1 = 2350 kg U(235) '( +[b ∆t1 = 3 ans +OS .
123 ( u M(K M(UN1 '( ?67 +[b J\ .
223 ( 1 :J EUEf MeV + e .[K" ) %C ) 0; :J m" 01 w1 Q.
323 ()K" 6@ & J* '(0 w* .
II : """" 2 )F 2 )F 2 )F 2 )F " " " " M M M M L’eau de Javel et l’eau de Dakin
;J$:
2P N, eU )@ / :5
1
;F2M: ClO (aq)− /Cl(aq)
−2 O2(g)/H2O(l).
3 ;NO :R=8,314u.S.I
(K /P 6 25°C : Ke = 1,00.10-14
$* P !3 M )F ($] =K Q& /! -& `3 `&1 ;CClO (aq)−
C2 23 ;Cl(aq)−
;C2Na(aq)+
(2(@ ;C2 HO(aq)−
. )F q$ `3 `&1 %P )r" e0$ (Y2 Q(K: gV 2j %d m" /
24 V^ P2 ( @J )O ] ;(H / e* `&1"M +&"liqueur de Dakin
+2P : 3 &Q )F 3"12 ! .
/!3 +& k2 `3 `&1 ;P '(C kV K )F 3"xJ xJ xJ xJ 2 /3/3/3/3 -M$ :
)(2)()( 22gaqaq OClClO +→ −−
8"^ 3" 6@ / J g 5 ; & Q +(S0)r& s(U eU =K )H& V = 250ml +& (S1).
EH e y [<C 76^ W& (K 0 )O\
V1= 20,0ml+& (S1) FU / g51 /2
/ -1U FM > /
T = 300 K (K m0 E* N@F J*2
"^ ;W&t F& / NO lO5 P(t)0 )
@.
;NO ) $ . eU =0 - +& +[b
/ F&V0 . (K /!( lOr t = 0
min f P0 :
1.1 ( E +b2 '(t 23D M$
)F 3"1 )K" 0 .
12 (/J$ U 2( /!3 +& /"< s 010203 ,, nnn !( 'M ; / =KClO (aq)
−2Cl(aq)
−2O2(g)
4
t (min)20 40 60 80 100 120
x (mmol)
0.2
0.4
0.6
0.8
1
112 (j n022 n03, ($ .
212 ( K Kn0 !( 'M ( NO 3 K K e ;J$ n03 ( n0
312( /!@ #(0 K Kxf e )K" 6@ !@ & ((&1 g k +2( e1C.
13 ( #(0 @00& / :[$ ` C /"< +2( +$*x(t) / )3\ =K E31 /2 :
( )TR
VPtPtx
.
.)()( 00−
=
14 (#(0 fU z3 K J1 +[b lOr : x(t) )3\ =& lb -2 1) F-(
114 ( & K qK v(t) W& (K 7 $1 lK2t
214 ( J 67 K +2Y /& )$ M(U ] +[b )K" K* J1 8.
314( Q )F 0H =K C0 (S0) `3 `&1 ;P / :0
2 1
( ) 5,0.10 .aqS
ClO mol L− − − = . M(U :
n01 . j )K v 1 @ k0& o =K 'SD )7 .
2. / : +& *M""M "
f - Q62 8"^ )F => 5> Q& Q62 @J 67 *M .0(S2) #MH ;F2(7 +&
3NaHCO ;F2(7 ;C 1 s&
/ =K - ;3 ;C23,00.10-1 mol.L-
1 2 3,00.10-2 mol.L-1.
12( `&1 %P k & FD OH EC
`3ClO (aq)−
. r& qKKA1
7 $1 lKC e F2M .
22 ( %C KpH +& (S2) Q210,3 pH1=
%C2pKA1 = 7,3 . K K[ ][ ]HA
ClO−
sU[ ]HA
+ k & 1ClO(aq)−
.jv w1
32 ( F2M U 7 ;F2(7 %P
HCO3(aq)− /CO3(aq)
2− @rU KA2 sU
pKA2 = 10,3 . . )K"1 n(& /!
HCO3(aq)−
;C2HO(aq)−
+& (S2).
132 ( )<& )K" M$ ECHCO3(aq)−
2 HO(aq)−
.
232 ( k %N K KK ( KA2 2 Ke 7(: 1 M(U2 .
42(
142 ( %C f& ` CpH M +& -: pH2 = 9,3.
242 ( j pH O<C 8W 67 pH +& (S2).
342( '(( EUC [ ][ ]HA
ClO−
.
442 ( )F +( V^ P2 .2 @J2 8W M +& +$* GF (U2 $0 * lKC.
5
1111 III : @3 @3 @3 @3 : : : : ;SD ( ;SD ( ;SD ( ;SD (Un générateur de signaux
*M .0O1 3 N@F 2M 'SL O< ;H 3 6 . =1 23> =K N@ 67 ($« trigger de
Schmidt » 83 / =K E1 K ' K /72 N@ 6@ J 1 - F )3\ ) ] *( ?67 / M2 , @OS C(
202R = 10,0 kΩ 23D 2
83 /V 1 (K 0uc = 15,0 V (KH1
)'(K< 11 1 ( -V 1 %3 )< 23D qH1U = 0,0 V 83 /V 1 (K2
0
uc = 5,0 V N1 ) N 11 1 ( qH1 &@3 -1: ( 23D E =20,0V . /V / )3\ )
23D u(t) 832 uc(t)
1 ( E +OS C(
11 ( 1 =K q$1u(t)2 uc(t) F [$ .
21 ( ?6b91 Q6 =& )Kuc(t)2 u(t)
2 ( 83 &S *M.
W& (Kt = 0 s 83 %3 y [<C 76^
23D /V 1 %32 %&\ , u = E
= 20,0 V . )3\ =K '( k E o6
- F
12 ( 1 @00& / 5" M$ ` Cuc(t)
22 (%C k0&1:( ) ( )τ/1 t
c eEtu −−= 5" M$ )U
0 $1 M(& τ ( ;J$
32 (+ ) =& =K MKuc(t) %C | ms10=τ ) ((& $ 0J )1τ (
42( w* : $* 83 C
3 (3D 2M 2« trigger de Schmidt »
13 ( (K )< qH1 23D %P " 83 00& /
G H : : : : 3
15,04
cu E V= = 0 0 M(U
W&t1 / 23D 7(K GF9 . V2t1 + ) )3\ =K uc(t)
23 (&\ e :[J t =0 s %P
:[J > ( qH1 23D
15,0
4cu E V= = W& K K t2 GF91 /
$1 :[J @uc(t) M$ )U
0 5" . V2t2 =K )3\.
33 ( + '( M(U /1 %C k0&12T
=22ms
43 ( 2( "^1 (T 1 uc(t) +( *
O<C #C C $* +$* E )7 83
)K v 0 $.
Trigger de Schmidt
u
uC
uR
10,0
kΩ
t (ms)10 20 30 40 50 60 70 80
Uc
5
10
15
20
6
1 IV3 :1 : : Etude d’un appontage
1( & @B =K '!J +2 U *M:
!V + 0* U )$2 ;!J U @B =K ;
'!J U G 3 + UC #(^1 (F 'O< 8:
qJ (O.
)@ 0 UN> K ' K '!J U %C $
'0 9 e1 8: U %C $2 ;3U ) @[b
F
/2 '!J =K + UP 91 +[b @1(S $.
W& 6^ qJ => '!J +bMO o( J0 (K y [<C r" e$ [<C 76^ (O,X) . '!J m =
1,2.104Kg .
W& (K ,0 s t = 2 0 N M( +[b '!J < 6b9 ∆t = 0,10 s . & k2 '!J 7(< e1 '(U2 J0
(O,X) / +2( /J$ ] W& ( J0 ?67 )<Ct =2,0s .
t (s) 2,0 2,1 2,2 2,3 2,4 2,5 2,6 2,7 2,8
x (m) 70 74 78 81,4 84,1 87,0 89,2 90,8 92,3
v (m.s-1
)
1 ( K EUC :2 =K -0 e +2( / @2M2 W&
2 (- F =& ) ))3\2( / + / '!J U $ V M(U ] ;K lJ^ [2,1 ; 2,8 s] رع a د ات ا
.
3 (" د ات ا!ة او !ن !ت$ ا# ة +. ا-,+*() '/ ل 012 ا*)
4 ( )3\ )2 J0 => @<2 W& '!J K* ;O1 Ol: g52 kV K @":1 W& => (capteurs) o( +V
_ @.
14( W& '(2 + UP _ 1 ) : '!J U $ V M(U + UP _ 1 W&2 o( m
24 ( / -K )H& lJ^ )7) )3\3 ( +Y w! k2 ( / + /[2,1 ; 2,8 s]. f )K
34 ( W& (K '!J =K + UP 9 20 '0 '(\ 0 0 M(Ut = 1,5s . $ 0J ~.
!" #$ 3 / -U %2(1*V
www.bibliophy.sup.fr
7
8
9
1 ( +2P :Q )F 3"12 !3 & .
1.10 +b2 '(t 23D M$
2 2
/
/
ClO Cl
O H O
− −
2
2 2
2 2
2 4 4
إ555555555555555555555555555556ال
أآ55555555555555555555555555ة
ClO H e Cl H O
H O O H e
− + − −
+ −
+ + → +
→ + +
12(
112 ( n022 n03($ , :
3" %CClO-MF2 M ? -C 2 / " " !( 'M ; %L -2 n[ 4P W& QC / er l^ %L )F
)3O22 Cl- 3*%($ , !3 K J1 *( [<C 76^ W& QC / .
212(
K $n0 'M !( 3
NO)K / MF @(:
;J$ EUO2 /7 @ / 1/5 -2 :
0 0 003
5 5 .
n PVn
R T= =
13 ( /"< +2( E3NO 'M 3 :
0 0
0 00 0
0
0 0
( ) ( ) ( ) ( )
( )( ) ( ), ( )
( ( ) )( )
T Tn t n x t x t n t n
PVP t Vx t Tو T و V V
RT RT
P t P Vx t و>55555555555555555555555;
RT
= + ⇒ = −
= − = =
−=
14 ( fU z3 K J1 +[b lOr : #(0x(t)
)3\ =& lb -21
114 (& K
:[$ )K" K* q$1:
214 (J 67 K +2Y /& )$ 2] +[b )K" K* J1.
0J 0 =& ;* -F )$1 K %L -2 +[b p: p:
+[b .
NO lO5 7 /!3 J 67 K +2Y /& )$ .
314 ( Q )F 0H =K C0(S0) `3 `&1 ;P / :
0
2 1
( ) 5,0.10 .aqS
ClO mol L− − − =
• :
0 00 0 0 0
.
.
PVPV n RT n
R T= ⇒ =
10
n0 = 0,2 mmol =2.10-4
mol
• ;J$ :
0
1
2( )
3 4
0 ( ) 0 0
5,0.10. . .20.10 2.10
5 5
aqS
aqS
ClOn ClO V V mol
−−
− − −
= = = =
2 . / : +& *M""M " 12 ( `3 `&1 %P k & FD OHClO(aq)
− '(K0 /7
& 0HClO
2 3
3
1
.aq aqéq éq
A
aq éq
HClO H O H O ClO
H O ClOK
HClO
+ −
+ −
→+ +←
=
22 ( ( :
( )
( )
1
( ) ( )
1 1
( ) ( )
( )
( )
( )10,3 7,3 3 3
( ) ( )
( )
log log
10
10 10 10 .
A
aq aqéq éq
A A
aq aqéq éq
aqéq pH pK
aq éq
aqéq
aq aq éqéqaq éq
ClO ClOpH pK pH pK
HClO HClO
ClO
HClO
ClOClO HClO
HClO
− −
−
−
−
− −
= + ⇔ = −
⇒ =
= = ⇔ =
'J /7 '(K0 ) 4@(
32(
132 ( )<& )K" M$HCO3(aq)−
2 HO(aq)−
: :2
3 ( ) ( ) 2 ( ) 3 ( )aq aq aq aqHCO HO H O CO− − −→+ +←
232 k %N K ( KA2 2 Ke 2
7(: 1
42(
142 ( fUpH M +&
242 ( %C j pH8W 67 ) M +&(O<C
pH +& (S2)))F (.
2
3
3 ( )
2
3 3 ( )
2
23 3 ( ) 3
14 10,3 24,3 25
2
.
.
1
. 1 1.
1
. 10 .10 10 5.10
aq éq
aq aqéq éq
aq aq aqéq éq éq
A
Aaq aq aq aqéq éq éq éq
A e
COK
HCO HO
H O CO HOKK
KHCO H O HO H O
K K K
−
− −
+ − −
− + − +
− − − −
=
= ⇒ = =
⇒ = = = =
2
3 ( )
2 2
3 ( )
2 1 2 1
3 ( ) 3 ( )
2 1
log
0, 3 . ; 3.10 .
0, 310, 3 log 10, 3 1 9, 3 10, 3
0, 03
aqéq
A
aqéq
aq aqéq éq
COpH pK
HCO
CO mol L HCO mol L
pH pH
−
−
− − − − −
= +
= =
⇒ = + = − = ⟨ =
11
'(K: F2M =K -!U M +&/ U/ :HClO ClO− ;C2 F2M ?67 U )K"1 n(& HO
-(aq)
p:1 E pH%C QC pH ?(U )F O<C M +& .
342( E& '(( [ ][ ]HA
ClO−
.
( )
( )
2 1
( ) ( )
2 1 2 1
( ) ( )
( )
( )
( ) ( )9,3 7,3 2 2
( ) ( )
log log
10
10 10 10 .
A
aq aqéq éq
A A
aq aqéq éq
aqéq pH pK
aq éq
aq aqéq éq
aq aqéq éq
ClO ClOpH pK pH pK
HClO HClO
ClO
HClO
ClO ClO
HClO HClO
− −
−
−
− −
−
= + ⇔ = −
⇒ =
= = ⇔ =
442 ( E g0 Q6)F +( V^ P2 .2 @J2 8W M +& +$* GF : 7 PH (
V^ P 2C ( =K Y1 %C @ 3 /2.
1( +OS C(
11 (23 qH1 ;J$ « trigger de Schmidt » 1 '( M2 (
11 l r :E = 20V 2E =0
I"2 &\ 83 gr^ @[b &\ (1 *C M K ' K 1 %32
N12 I" . %j>
21 ( %& )$1
/ +1
%31 (K 0 ( ) 5CU t V≤ ≤ qH1 ( ?11 E = 20V -2
&S U / 83 %3.
/ +2
%31 (K15 ( ) 20CV U t V≤ ≤ qH1 )< E 20V -2
3i3 '( %312 I"1 U / 83 % ) - F )3\(
2 ( 83 &S *M.
12 ( 1 @00& / 5" M$uc(t)
- F '( :
1
c R
c
c
c cc c
u u E
u Ri E
dudqi C
dt dt
du du Eu RC E u
dt dt RC RC
+ =
+ =
= =
⇒ + = ⇔ + =
22 ( )& k0&( ) ( )τ/1 t
c eEtu−−= ((&12 τ .
12
32 (
42 (: $* 83 C
:[$ RC τ= %C w
3 ( 23D 2M« trigger de Schmidt »
13 ( W& M(& t1 I" ) =&
( )1 1
1
/ /
/
11
2 3
1
1515 20 1 1
20
15 51
20 20
5 5ln
20 20
10 ( 1,39) 13,910 14
t RC t RC
t
e e
e
tt
t s ms
τ
ττ
− −
−
− −
= − ⇒ − =
⇒ = − =
−= ⇔ = −
= − − = ≈
23 (
U :[$: ( ) ( )τ/1 t
c eEtu−−=
( )1 1
1
/ /
/
11
2 3
1
11 1
4 4
1 31
4 4
3 3ln
4 4
10 ( 0,29) 2,910 3
t RC t RC
t
EE e e
e
tt
t s ms
τ
ττ
− −
−
− −
= − ⇒ − =
⇒ = − =
−= ⇔ = −
= − − = ≈
: - F )3\ WC
36
3
10.1010
10.10
RC CR
C F
ττ
−−
= ⇔ =
= =
/
/ /
*
1. (1 )
1 1 1 1( ) 0
tc
t t
du Ee
dt
E Ee E e
RC RC
E EE RC
RC RC RC RC
τ
τ τ
τ
τ
ττ τ
−
− −
=
+ − =
− + = ⇔ − = ⇔ =
13
33 ( f / ) =& 13 (
%C w 14 3 11t ms∆ = − =
-2 w %C2 11 22T ms ms= × =
43 ( :[KT 83 $
+ ) =& uC 2u :1 hU[p 2( T `H:1 RCτ =
p:1 w -2T $ p:1 => QMY
2( q$5DT $ q$5> %j> E
0* `$* / O<C $* 2j 83 +$* -2
1 3 :1 : : Etude d’un appontage
1 (K fU : v(t = 2,1 s) = (78 - 70)
(2,2 - 2,0) = 40 m.s
-1 +2( t 0J m"
t (s) 2,0 2,1 2,2 2,3 2,4 2,5 2,6 2,7 2,8
x (m) 70 74 78 81,4 84,1 87,0 89,2 90,8 92,3
v (m.s-1
) 40 37 30,5 28 25,5 19 15,5
1( 0 & %L -2 H:1 "1 M K ' K K ( #W iV .
4 @ ;:
• &(O,X).
• & =& m$ =&.
• a = ∆v
∆t =
(12 - 36)
(2,8 - 2,2) = - 40 m.s
-2
3 (1 / %0 :R P F ma+ + =
& =K _0*D(O,x):
4 5
5
0 0 1,2.10 ( 40) 4,8.10
4,8.10
x x x x
x x x
F R P ma
F ma F
F N
+ + =
+ + = ⇒ = − = −
=
'0F
& g 0 (O,X) @W2 & =& m$ =&2 54,8.10F N=
4 (
14 ( + UP _ 1 W&2 o( m W& '(2 + UP _ 1 ) : '!J U $ V.
14
K e1 W 0 & %L -2 & QN + UP _ 1 ) : K lJ^:170 .V m s−= . )H"1 / '(
/7 + UP _ 12 '!J m W&1t s∆ = . . 70 1 70d V t m= ∆ = × =
24 (
/ + / K ;O ) =&[2,1 ; 2,8 s] H:1 "1 M K ' K
-F )$ m" @ :a =
∆v
∆t =
(12 - 36)
(2,8 - 2,2) = - 40
m.s-2
)3WU[ /23 ( 2C g: m" K +H1 F 45 67 =K k$1 2C
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