PDF 33 Ciclo Brayton Con Regeneracion 36 Eficiencia Compress
PDF 33 Ciclo Brayton Con Regeneracion 36 Eficiencia Compress
PDF 33 Ciclo Brayton Con Regeneracion 36 Eficiencia Compress
; Cìhlrl ik
9 Cdhmusteóg
9
= = 3
0 C Y
< s
Y
Y<( = <)
(Y Y< ) Y<
t < = <
(Y3 Y9 ) Y9
Y3(< )
Y3
t <
a <
p9 a
Y3 <
p3
a <
a <
p= a
p= a
Y< Y<
p< < p< <
t < <
a <
a <
a <
p p
<
a a p a
Y3 < <
Y3 =
=
p= p< p<
@egljhkgtk2
a <
Y< p= a
Y< a <
t < Y3 p< p a
< Y3 r
Kbkhpjd ?2 [g cecjd ik lerk kstìgilr ik Mrlytdg cdg rkokgkrlceóg pkr`kctl, dpkrl kgtrk jds jèhetks ik
d
tkhpkrlturl ik <066 y >6 @. Cljcòjksk jk k`ecekgcel tårhecl ikj cecjd plrl jls seouekgtks rlzdgks ik prk-
seóg2 =, 9, 0, >, <6, y <=. Orl`èquksk jl k`ecekgcel tårhecl cdgtrl jl rlzóg ik prksedgks2
]KSDJ[CEÓG
Cdg jl kculceóg ikiuceil lgtkredrhkgtk
a <
Y<
t < r
p
a
Y3
Cljcujlhdsy orì`ecd
guhårecds kj rkgiehekgtd tårhecd
sk rksuhkg plrl clil rkjlceóg ik prkseóg y cuyds rksujtlids
l cdgtegulceóg.
rkjlceóg ik prks
prkseóg
eóg
Y ]kcupkrlidr
>
3
?
? ; Cìhlrl ik
9 Cdhmusteóg
9
= = 3
>
0 C Y
< s
n? n=
rkc
n9 n=
Cdhd Ɨrkc 8 <, kgtdgcks, egiuilmjkhkgtk, sk trltl ik ug cecjd eiklj Mrlytdg cdg rkokgkrlceóg
Y ]kcupkrlidr
0
3
;
;
9 Cìhlrl ik
Cdhmusteóg
= < 9
0 = 3
C Y
< s
cp ctk
wgktd (n3 n9 ) (n= n< ) cp(Y3 Y9 ) (Y= Y< )
wgktd wgktd
cecjd
qL c p (Y3 Y; )
rkokgkrlidr eiklj Y; Y9
366.>
cecjd 6.;<?;
<.66;(<=66 0=<.;5)
cecjd ;<.?;%
Kbkhpjd 5
[g cecjd Mrlytdg eiklj cdg rkokgkrlceóg quk khpjkl lerk cdhd `jueid ik trlmlbd tekgk ugl rkjlceóg ik
prksedgks ik ?. Jls tkhpkrlturls hègehl y hìxehl ikj cecjd sdg 3<6 y <=66 A. Supdgol ugl k`ecekgcel
eskgtrópecl ik ?;% plrl kj cdhprksdr y >=% plrl jl turmegl, lsè cdhd ugl k`eclcel ik 0;% plrl kj rkok-
gkrlidr, iktkrhegk l) jl tkhpkrlturl ikj lerk l jl sljeil ik jl turmegl m) jl sljeil gktl ik trlmlbd c) jl
k`ecekgcel tårhecl.
Y ]kcuu kr
]kc krli
lidr
dr
3 >
?
r
; 9
?
r
9 Cìhlrl ik
= > Cdhmusteóg
< 9
= 0 3
=
C Y
< s
n3 n9 r
turm n9 n3 turm n3 n9 <=<5.=; 6.>=(<=<5.=; ?<<.>) >63.<9aB / ao
r
n3 n9
kg-
tdgcks Y9r 8?>=.> A
wgktd <6>.<aB / ao
c)
wgktd wgktd
cecjd
qL n3 n?
n? n= r
rko n? n= rko n9 n= 0<>.=0 6.0;(>63.<9 0<>.=0) ?3>.93aB / ao
r r
n9 n= r
qL 3
r
r
9
r
=
= 9
q]
<
S
c pY<
wC
C
r
p
( a <) / a
<
r r
Jl rkjlceóg ik prksedgks kg jl turmegl, p 3 /p9 , ikgdheglil tlhmeåg cdhd rlzóg ik kxplgseóg sk pukik
kxprkslr kg tårhegds ik jl rlzóg ik cdhprkseóg r p. y ik jls clèils ik prkseóg quk dcurrkg kg clil ugd
ik jds prdcksds ik egtkrclhmed ik cljdr. Jls prksedgks ik kgtrlil y sljeil ik clil egtkrclhmelidr sk
pukikg rkjlcedglr l trlvås ikj jjlhlid `lctdr ik clèil ik prkseóg (quk gd ks hìs quk jl rlzóg kgtrk
lhmls prksedgks), lsè cdg rk`krkgcel l jl `eourl sk tekgk2
Vlrl kj egtkrclhmelidr kg kj sk lülik cljdr lj ols, prdcksd =-3.
p3r8=3p=r
y plrl kj egtkrclhmelidr ik cljdr kg kj quk sk rkljezl kj rkcnlzd ik cljdr.
p<r89<p9r
Cdhmeglgid kstls kculcedgks sk tekgk quk jl rkjlceóg ik kxplgseóg, kstl ilil
ilil pdr2
<
Kj prdcksd ik cdhprkseóg plrl kjkvlr jl prkseóg kg kj cecjd Mrlytdg rkquekrk ug hlydr cdgsuhd ik kgkroèl y orlg plrtk ikj trlmlbd prdiuceid
pdr jl turmegl ks cdgsuheid pdr kj cdhprksdr, kg ug pdrckgtlbk quk pukik kstlr kgtrk 96% y >6%. Kstl iksvkgtlbl nlck gkckslred prkstlr ugl
hlydr ltkgceóg kg kj iesküd ik turmegls ik ols yl quk culjquekr pårieil ik prkseóg kg jl cìhlrl ik cdhmusteóg y ikhìs cdhpdgkgtks kgtrk
kj cdhprksdr y jl turmegl ikmk cdhpkgslrsk cdg hlydr trlmlbd kg kj cdhprksdr. Liecedgljhkgtk, jl k`ecekgcel ikj cdhprksdr y jl turmegl bukolg
ug plpkj huy ehpdrtlgtk, ikmeid l quk k`ecekgcels ckrclgls lj 06% kg kstds cdhpdgkgtks dclsedglrèlg quk tdid kj trlmlbd prdiuceid pdr jl
turmegl skl cdgsuheid pdr kj cdhprksdr y pdr tlgtd jl k`ecekgcel ojdmlj skrèl ckrd
p 9r p<
Kgtdgcks kj trlmlbd ik jl turmegl kstlrì ilid pdr2
_Y c p (Y3r Y9 r )
U rkcdrilgid quk kj rkgiehekgtd ik jl turmegl ks2
Y3r Y9r
Y
Y3r Y9
Sk tekgk
Y9
_Y c p Y (Y3r Y9 ) c p Y Y3r <
Y3
r
r
Cdhd kj prdcksd 3 -9 ks eskgtrópecd2
a /(a <)
Y3r p
3
r
Y9 p9
Likhìs p98p9r, kgtdgcks2
a /(a <)
Y3r p
3 =3 9<rp
r a /( a <
Y9 p 9 r
@egljhkgtk
<
wY Y c pY3 <
=3 9<rp
r
(a <)/ a
Kj trlmlbd gktd sk pukik cljcujlr kgtdgcks cdg jl seouekgtk rkjlceóg2
Cljdr lorkolid
Kj cljdr lorkolid lj ols iurlgtk kj cecjd vekgk ilid pdr jl kculceóg2
qkgt8q=r3r 8cp(Y3r-Y=r)
K`ecekgcel tårhecl
Cdhd sk slmk jl k`ecekgcel tårhecl ikj cecjd, kstl ilil pdr2
_gktd
t
\kgt
kg jl quk sustetuykgid jls kxprksedgks plrl kj trlmlbd gktd, _g y cljdr kgtrkolid, \kgt, sk dmtekgk2
Y3r < < (a <)/ a
Y < rp <
Y<
=3 9<rp C
(a <) / a
t (a <)/ a
Y3 < rp <
r
Y< C
=
l(rp) - mrp + c 8 6 a
m m = 9lc (a <)
rp dp t. =l
Y3 Y Y3 / Y< <
l
Y< C C
a <
=Y Y3 < a
m
C Y< =3 9<
Y Y3 Y3r <
c a <
<
=3 9< a Y< Y< C
Ylgtd kj trlmlbd gktd ik jl turmegl lsè cdhd jl k`ecekgcel ikj cecjd, ljclgzlg ug vljdr hìxehd plrl ugl
iktkrheglil rkjlceóg ik prkseóg r p,dpt, Lndrl jl rkjlceóg ik prksedgks dptehl ie`ekrk ik kg clil clsd.
Kg kj ielorlhl sk hukstrl jl kvdjuceóg tlgtd ikj trlmlbd gktd cdhd ik jl k`ecekgcel ikj cecjd lj luhkgtlr
jl rkjlceóg ik prkseóg. Kg kstk clsd kj trlmlbd gktd ljclgzl ug vljdr hìxehd plrl rp dpt. ik ? hekgtrls quk
plrl hlxehezlr jl k`ecekgcel sk rkquekrk ugl rpdpt. ik <;.
Dtrd lspkctd l rksljtlr kg kstk ielorlhl ks quk jl vlrelceóg ikj trlmlbd gktd ks hìs skgsemjk l ugl vl-
relceóg ik jl rkjlceóg ik prkseóg.
Yheg 363 A
Yhlx <<=3 A
rp <;.;
rkgi. Yurm 56% 6.5
rkgi. cdhp 56% 6.5
cleil prkseóg 3% 6.63
ν<= 6.5?
ν9< 6.5?
cp <.69;6 aB/ao-A
a <.9
rpdpt Yrlmlbd Cdhprksdr Yrlmlbd Yurmegl Yrlmlbd gktd Cljdr kgtrlil Ɨ Cecjd _c/_t
<;.;6 96?.=> ;;>.=3 <;6.50 995.0= 33.;?% 6.?3
9
?
=r
= >
q]
<
S
Kg kstl skcceóg sk kstuiel jl setulceóg kg jl quk prkskgtlg sehujtìgklhkgtk jls ids k`kctds kstuielids
kg jls cjlsks lgtkredrks, ks ikcer ks ikcer kj k`kctd ik ug rkokgkrlidr, jls errkvkrsemejeiliks kg kj cdh-
prksdr, turmegl y rkokgkrlidr, lsè cdhd jl clèil ik prkseóg kg jds egtkrclhmelidrks ik cljdr, sdmrk jl
k`ecekgcel tårhecl ikj cecjd. Kj ielorlhl Ys ik kstk sestkhl sk hukstrl kg jl `eourl.
[g lgìjeses sehejlr lj rkljezlid kg jl skcceóg lgtkredr gds pkrhetk rksuher jls seouekgtks kculcedgks plrl
kj cljcujd ik jds trlmlbds ikj cdhprksdr y jl turmegl, kj trlmlbd gktd y kj cljdr lülieid kg jl cìhlrl ik
cdhmusteóg, kg mlsk l cuyds vljdrks sk pukik kstehlr jl k`ecekgcel tårhecl ikj cecjd.
Yrlmlbd ikj cdhprksdr2
c pY<
wC
C
r
p
( a <) / a
<
Yrlmlbd ik jl turmegl2
<
wY Y c pY3 < (a <)/ a
r
r
=? ?3 9> p
Idgik2
=?1 ks kj `lctdr ik clèil ik prkseóg kg kj jlid `reó ikj rkokgkrlidr,
Yrlmlbd Gktd
< c pY< (a <)/ a
wgktd Y c pY3 < rp <
=? ?3 9> rp
r
(a <)/ a
C
Yrlmlbd kspkcè`ecd2
Yr
wgktd Y 3 < < (a <)/ a < r ( a <)/ a
<
c pY< Y<
=? ?3 9> rp
C
p
Cecjds ik Yurmegls l Ols Vìoegl | 36
Lpugtks ik Cjlsk
Idckgtk2 Khejed ]evkrl Cnìvkz
< Y3
r =( a <)
rp dp t. Y C
=? ?3 9> Y<
Cljdr lorkolid
rp ( a <) / a <
qkgt c p Y3 Y< <
C
rp ( a <) / a <
<
rkc c pY3 < Y < c pY< <
=? ?3 9> rp ( a <) / a
C
Vlrl vljdrks ilids ik tkhpkrlturls hègehl y hìxehl y rkgiehekgtds ik jl turmegl y ikj cdhprksdr y
`lctdrks ik clèil ik prkseóg, kxesterì ug vljdr óptehd plrl jl rlzóg ik prksedgks, quk pkrhetl dmtkgkr ugl
hìxehl k`ecekgcel tårhecl ikj cecjd. Kxprkseóg quk sk pukik dmtkgkr l plrter ik jl kculceóg ik rkgiehekg-
td, ik jl quk sk dmtekgk pdr ikrevlceóg jl seouekgtk kxprkseóg2
a
m m 9lc = ( a <)
rp dp t.
= l
Idgik2
Y3' Y3'
< rkc < Y = rkc <
l
Y< Y
<
r ( a <) / a
C C
=? ?3 9> p
Y3'
= Y < = rkc
Y
<
m
C
Y3'
Y = rkc <
Y 3' Y 3' Y<
c Y < = rkc <
Y
< Y< C
Yheg 366 A
Yhlx <<36 A
Ɨ rko 56% 6.5
ƗYurm 56% 6.5
Ɨ cdhp 56% 6.5
cleil prkseóg 3% 6.63
cp <.69; aB/ao-A
a <.35
Kbkhpjd <6.
Sk ikskl ieskülr ugl ckgtrlj tkrhdkjåctrecl ik turmegl ik ols cdg rkcupkrlceóg, ik lcukrid l jls se-
d d
ouekgtks kspkce`eclcedgks2 Y hlx8>;? C, Yheg8=? C, k`ecekgcel lielmìtecl ikj cdhprksdr 56%, k`ecekgcel
lielmìtecl ik jl turmegl 56%, k`ecekgcel ikj rkcupkrlidr 56%, clèil ik prkseóg kg clil cercuetd ik trlgs-
`krkgcel ik cljdr 3%. Supdgekgid quk kj lerk ks ug ols eiklj cdg cljdrks kspkcè`ecds cdgstlgtks ik
<.69;6 aB/ao A y a8<.35, cljcòjksk jl k`ecekgcel tårhecl ikj cecjd plrl rlzdgks ik prkseóg =, 9, 0, > y <6
´Cuìj ks jl rlzóg ik prksedgks plrl hìxehl k`ecekgcel tårhecl4
Y
3r
qL ]kcu
]kcu krl
krlidr
idr
>
9
?
9
? C. C.
=r
>
=
< 9r
q] r 3
=
C Y
S
Jl k`ecekgcel tårhecl ikj cecjd, kstì ilil pdr2
wgktd wturm wcdhp
cecjd (<)
y kj trlmlbd ikj cdhprksdr
cd hprksdr q L
q L
cp ctk.
wcdhp n= r n< wcdhp c p (Y= r Y< ) (=)
jl tkhpkrlturl rklj
rklj l jl sljeil ikj cdhprksdr, sk pukik iktkrheglr l plrter ik rkgiehekgtd ikj cdhprksdr,
366r Y Yr
= (9)
< p p
n3 n9 r cp ctk. Y3 Y9 r
turm turm Y9 Y3 turm Y3 Y9 Y9 <<36 6.5(<<36 Y 9)
n3 n9 Y3 Y9
r r
(0)
Y3
Jl tkhpkrlturl eskgtrópecl Y9 Y9 ( a <) / a
p3
p9
Cljcujlhds lndrl, jl rkjlceóg ik prksedgks p3/p9, kg `ugceóg ik p=/p<,
p3 p? 6.63 p? 6.5? p? 6.5?( p= 6.63 p= ) 6.5?= p= 1
y
p< p9 6.63 p9 6.5? p9
`egljhkgtk, p3 p=
6.5?3
p9 p< <<36
Y9 6.35 / <.35
p
6.5?3 = (?)
p<
cp ctk.
q L n3 n? q L c p (Y3 Y? )
Kj cljdr lülieid, sk cljcujl (>)
Jl tkhpkrlturl Y?, l plrter ik jl k`ecekgcel ikj rkokgkrlidr,
n? n= r cp ctk. Y? Y= r
rko rko Y? Y= rko Y9 Y=
r r r (5)
n9 r n= r Y9 r Y= r
Lpjeclgid kstls gukvk kculcedgks, sucksevlhkgtk, plrl jls 0 rkjlcedgks ik prkseóg p=/p< ilils, sk dmtek-
gkg jds seouekgtks rksujtlids2
rp _t _c _gktd qK Ȧcecjd _c/_t
= <0;.<< ?9.?> 56.33 ==?.>; 35.09% 6.9;
9 3=3.?0 <0;.0< <;>.<9 30<.;0 93.?9% 6.;<
0 963.== ==?.;9 <?;.05 9=0.>> 9<.<0% 6.;0
> 9;9.3? =?;.5; <?>.9= 90>.6? 3>.<=% 6.0<
<6 95<.=5 3<0.=> <?;.6< 95?.=? 3;.<5% 6.09
Y
hcdhm
\kgt 3 = 3
c-cdhm859%
hlerk hprdi.
= h pr di hlerk hcdhm
qe ccdhm rc / l (< rc / l )c p 3Y3 c p =Y=
Ik idgik sk tekgk ugl rkjlceóg hltkhìtecl quk pkrhetk cljcujlr jl rkjlceóg ik `jubd ik cdhmustemjk
– lerk2
c p 3Y3 c p =Y=
rl / c
qe ccdhm c p 3Y3 =
kj cljdr kspkcè`ecd ikj lerk sk dmtekgk ik tlmjls y plrl cljcujlr kj cljdr kspkcè`ecd ik jds olsks prdiuctd
ik jl cdhmusteóg sk pukik uslr jl seouekgtk rkjlceóg tkrhdiegìhecl2
a]
cp 1 idgik ]8][/Hp
a <
ILYDS2 ( Hltncli )
c > ;%
V ; <; 6 Aw pro =. ;% =? < pro = ? 6 .5
.5? ;
t >>%
Y
<
< ; = ?3 A pcc 3% ?3 < pcc ? 3 6. 5?
5?
cc 5 0%
Y
3
5;;
5;; =?
=?3
3 A pksc =. ;% 9> < pksc 9 > 6 .5
.5? ;
hkc
hkc 5>
5>%
%
rp > aB aB
q e 9 =6
=6 6 6 a < . 9 cp <
ao aoC
<
wY Y c pY3 <
r
(a <)/ a
r
=? ?3 9> p
- Cljcuj
Cljcuj lhd s prehkrd jl i dse`eclceóg cdh mus
mustemj
temj k le rk, l plr
plrter
ter ikj clj dr lüliei d kg kj cdhm us
ustdr,
tdr,
uetjezlgid jl kculceóg
kculceóg plr
plrl
l kj ccls
lsd
d ik ugl ttur
urmegl
megl cdg u ug
g cec
cecjd
jd cdg rkokgkr
kokgkrlceóg
lceóg y cleils ik pr
prk
k
jds egtkrclhm elid rks (gd sk
sk tdhl rì kg ccukgtl
ukgtl kj k `kct
`kctdd iej uykgtk ik j cdh mus
mustemj
temj k)22
(a <)/ a (a <)/ a
qkgt c p
Y r Y< < <
c pY <Y < c pY< < <
rp < rp
r
(a <)/ a
=??39>rp
rko
3
C
3
C
supdgekgid ug rkgiehe kgtd tårhecd ikj rkokgkrlidr
rkokgkrlidr ik 2
rko <66
<66% , sk tekgk2
aB
qk 9?
9?6.6
6.65
5;
ao
likhls, kj cljdr lülieid
likhls, lülieid s
sk
k pukik cljcujlr l plr
plrter
ter ikj pdikr c
cljdr
ljdre`ec
e`ecd
d ikj cdhmus
cdhmustemjk
temjk y ikj ol
cdhmustemjk2
q kgt h lerk cdhm qe hcdhm cc
q kgt (< rc / l ) q e rc / l cc
a <
cp Y
< a
_c rp <
c
_c =?
=?9.
9.53
53?
?
Cìjcujd ikj trlmlbd ikslrrdjjlid pdr jl turmegl2
_t 9?
9?6.
6.65
65;
;
V
h lerk
w gktd hkc
V ao lerk
hlerk =0.5=>
_gktd hkc s
=0.5=>6.6<=
6.3=3
hcdhm
V V V
sest khl sest khl
hm qe
hcdhm
hcd
6.3>0 ( 3>.0%)
\lülieid hcdhm qe
´Se
´Se sk tdhl kg c
cukgtl
ukgtl kj k`kc
k`kctd
td ik iejuceóg ikj cdhmustemjk,
cdhmustemjk, cdhd y kg quk h loegtui l`kc
l`kctlr
tlrì
ìl
rkgiehekgtd ikj sestkhl4
Y[]MDV]DV[JSD]KS
Y[]MDV]DV[JSD]KS (Y[]MEGLS) PS. Y[]MD]]KL
Y[]MD]]KLCYD]KS
CYD]KS (HDYD]KS L ]KLCCEDG)
Gd kxestk hlydr ie`krkgcel kgtrk jds ids clsds, kg kj cecjd tkrhdiegìhecd, pdr jd quk kg lhmds clsds jds ielorlhls
V-v y Y-s, sdg eiågtecds.
Ielorlhl ik Mjdquks2
SÈGYKSES
Kj cecjd Mrlytdg ks ug cecjd ik pdtkgcel ik ols y ks jl mlsk ik jls turmegls ik ols. Yekgk cdhd `ugceóg
trlgs`drhlr kgkroèl quèhecl ik ug cdhmustemjk kg kgkroèl hkcìgecl, tekgk vlrels lpjeclcedgks, pregceplj-
hkgtk kg prdpujseóg ik lvedgks, y jl okgkrlceóg ik kgkroèl kjåctrecl, lugquk sk nl utejezlid tlhmeåg kg
dtrls lpjeclcedgks.
Kstk pukik skr dpkrlid ik vlrels hlgkrls, yl skl kg cecjd lmekrtd d cecjd ckrrlid, kxestkg `drhls ik
dptehezlr su rkgiehekgtd, pkrd nly quk tkgkr hucnd cueilid kg kxlheglr se vljk jl pkgl nlckr clhmeds
(iksik kj pugtd ik vestl kcdgóhecd pdr kbkhpjd). [gl hlgkrl ik hkbdrlr ug cecjd ckrrlid ks jl rkokgk-
rlceóg khpjklgid plrtk ik jl kgkroèl ikskcnlil plrl cljkgtlr jds olsks quk ikblg kj cdhprksdr y, pdr
kgik, rkiucer jl trlgs`krkgcel ik cljdr rkqukreil pdr kj cecjd.
Jl k`ecekgcel tårhecl ikj cecjd Mrlytdg tlhmeåg sk egcrkhkgtl lj utejezlr cdhprkseóg ik ktlpls hòjtepjks
cdg egtkrkg`relhekgtd,
egtkrkg`relhekgtd, y kxplgseóg ikik ktlpls hòjtepjks cdg rkcljkgtlhekgtd.
Vlrl kj hkbdr kstuied ik jds cecjds ik pdtkgcel sk utejezl ugl hlgkrl eikljezlil ik jds heshds kg jl quk
sk kjeheglg cekrtds pugtds plrl gd cdhpjeclr su rlzdglhekgtd, kg kstls `drhls ik lgìjeses tdids jds prd-
cksds, sdg rkvkrsemjks.
Lugquk kxestkg `drhujls plrl kj cìjcujd ik jds ie`krkgtks plrìhktrds tkrhdiegìhecds ikj cecjd, ks mukgl
eikl rksdjvkr jds prdmjkhls plrtekgid ik cdgckptds mlslids kg jds pregcepeds tkrhdiegìhecds y jls kcul-
cedgks ik kstlid.
Jls ids pregcepljks ìrkls ik lpjeclceóg ik jls turmegls ik ols sdg jl prdpujseóg ik lvedgks y jl okgkrlceóg
ik kgkroèl kjåctrecl. Culgid sk khpjkl kg prdpujseóg ik lvedgks, jl turmegl ik ols prdiuck jl pdtkgcel
su`ecekgtk plrl lccedglr tlgtd kj cdhprksdr cdhd l ug pkquküd okgkrlidr. Jds olsks ik ksclpk ik ljtl
vkjdceili sdg jds rkspdgslmjks ik prdiucer kj khpubk plrl ehpujslr jl lkrdglvk.
Mejedorl`èl
Egokgekrèl tkrhdieglhecl, @rlgces @. Nulgo, CKCSL, =663
Ykrhdieglhecl, Uugus L. Ckgokj, Hecnlkj l. Mdjks, HcOrlw-Nejj, P kieceóg.
www.mrlytdgkgkroy.gkt/lmdut/