Aeiiaanueea aea?aeaaia aeaaeai?y

aoae?aieoeoaa ? a?o?oaeoo?e

Aaicaeaoeueeee Ieaenaiae? Aaaeeiiae/

OAeE 697.34

IIOEIAEUeI? ?AAEEIE AENIEOAOAOe?? A?OIE IIAETHAAEUeIEO EIOAEAIUe C
??CIEIE OAOI?EI-AEIIII?*IEIE OA?AEOA?ENOEEAIE

05.23.03 — aaioeeyoe?y, ina?oeaiiy oa oaieiaaciiinoa/aiiy

Aaoi?aoa?ao

aeena?oaoe?? ia caeiaoooy iaoeiaiai nooiaiy

eaiaeeaeaoa oaoi?/ieo iaoe

Iae??aea –1999

Aeena?oaoe??th ? ?oeiien

?iaioa aeeiiaia o Oa?e?anueeiio aea?aeaaiiio oaoi?/iiio oi?aa?neoao?
aoae?aieoeoaa oa a?o?oaeoo?e I?i?noa?noaa ina?oe Oe?a?ie.

Iaoeiaee ea??aiee: aeieoi? oaoi?/ieo iaoe, i?ioani? ?aaeueei Ieaenaiae?
Oaaei?iae/, Oa?e?anueeee aea?aeaaiee oaoi?/iee oi?aa?neoao aoae?aieoeoaa
oa a?o?oaeoo?e, caa?aeoaa/ eaoaae?e.

Io?oe?ei? iiiiaioe: aeieoi? oaoi?/ieo iaoe, i?ioani? No?ie Aiaoie?e
Oaaei?iae/, Iieoaanueeee aea?aeaaiee oaoi?/iee oi?aa?neoao ?i. TH??y
Eiiae?aothea, caa?aeoaa/ eaoaae?e; aeieoi? oaoi?/ieo
iaoe, i?ioani?

Aoaa? Aaeaioei Oaaei?iae/, Aeiiaanueea aea?aeaaia
aeaaeai?y aoae?aieoeoaa ? a?o?oaeoo?e, caa?aeoaa/ eaoaae?e.

I?ia?aeia onoaiiaa: Oa?e?anueeee iie?oaoi?/iee oi?aa?neoao, I?i?noa?noai
ina?oe Oe?a?ie (i. Oa?e?a).

Caoeno aeena?oaoe?? a?aeaoaeaoueny “29” /a?aiy 1999 ?. i
13.00 aiaeei? ia can?aeaii? niaoe?ae?ciaaii? a/aii? ?aaee Ae 12.085.01 o
Aeiiaanuee?e aea?aeaai?e aeaaeai?? aoae?aieoeoaa ? a?o?oaeoo?e ca
aae?anith: 339023, Aeiiaoeueea iae., i. Iae??aea, aoe. Aea?aeaa?ia, 2,
Cae can?aeaiue (1 o/aiaee ei?ion).

C aeena?oaoe??th iiaeia iciaeiieoeny o a?ae?ioaoe? Aeiiaanueei?
aea?aeaaii? aeaaeai?? aoae?aieoeoaa oa a?o?oaeoo?e.

Aaoi?aoa?ao ?ic?neaiee “28” o?aaiy 1999 ?.

A/aiee nae?aoa?

niaoe?ae?ciaaii? a/aii? ?aaee,

e.o.i., aeioeaio A.I. THaia19

Aeooaeuei?noue ?iaioe. Ia no/aniee iiiaio aeey caaeiaieaiiy iio?aa
eiioiaeueii-iiaooiaeo niiaeeaa/?a ianaeaieo ioieo?a Oe?a?ie
ae?iaey?oueny a?eueo i?ae 250 iei. AAeae oaieiai? aia?a?? ia ??e. ??
ae?iaeythoue a?ey 4 oen. iiaethaaeueieo eioaeaiue, caaaeueia
oaieii?iaeoeoeai?noue yeeo neeaaea? 50000 IAo. Oaeei /eiii, i?aeaeuaiiy
aeiiii?/ii? aoaeoeaiino? iiaethaaeueieo nenoai (IN) ? aaaeeeaei oa
i??i?eoaoiei caaaeaiiyi, a iaoith eiai ?ica’ycaiiy aoaea aeiiii?y
iaeeaii-aia?aaoe/ieo ?ano?n?a. Aei neeaaeo ia?aiao??a oi?aae?iiy oe??th
nenoaiith aoaeooue aoiaeeoe aaee/eie oaieiaeo iaaaioaaeaiue ia ie?ai?
eioee ? eioaeuei? oa oaeoi?e, ui aecia/athoue noaio o?ainii?ooaaiiy
oaieiiin?y a?ae aeaea?aea oaieioe (eioaeueii?) aei niiaeeaa/?a.
?icaeyaeathoueny aeaa aa??ioa oe??? noaie.

I?eeiath/e oea aei oaaae, ?ica’ycaiiy caaea/? iioeiaeueiiai oi?aae?iiy
neeaaeiith IN o ?aaeei? ?aaeueiiai /ano aeiaaa? iia?aoeaii? ia?iaee
aaeeei? ?ioi?iaoe?? i?i iioi/iee noai oe??? nenoaie oa iaaeieeoiueiai
na?aaeiaeua oa iiaea aooe ?aae?ciaaii o?eueee c aeei?enoaiiyi
eiii’thoa?ieo oaoiieia?e.

O aeena?oaoe?ei?e ?iaio? i?iiiiothoueny i?aeoiaee aei ?ica’ycaiiy
caaea/? aeai?o eiioi?oiiai oaieiaiai iaaaioaaeaiiy (c o?aooaaiiyi
oaieiiinoa/aiiy oa aa?y/iai aiaeiiinoa/aiiy), iioeiaeueiiai ?iciiae?eo
oeueiai iaaaioaaeaiiy iii?ae iiaethaaeueieie eioaeueiyie oa ie?aieie
eioeaie. Oe? caaea/? noaaeyoueny oa ?aae?cothoueny ye caaea/?
iae?i?eiiai iaoaiaoe/iiai i?ia?aioaaiiy (III). Oe?eueia? ooieoe??
ioiieththoue ao?aoe oaieioe c aeo?aeieie aacaie, ia ?iaioo aeoooueiaeo
aaioeeyoi??a, ia ia?aea/oaaiiy oaieiiin?y /a?ac oaieiiai?ii? aia?aoe
eioe?a oa eiai o?ainii?o /a?ac iaa?no?aeuei? ia?aae?.

Aaciina?aaei? oi?aae?iiy IN a?aeaoaa?oueny ia aac? eiie?aoieo ??oaiue,
io?eiaieo c aeei?enoaiiyi eiii’thoa?ii? oaoi?ee aai niaoe?aeueieo
oaoiieia?/ieo ea?o oi?aae?iiy, ?ic?iaeaieo oeyoii iiia?aaeiueiai
aaeeeiai /enaeueiiai aenia?eiaioo.

Ona aeiaaaeaia aeua aecia/a? aeooaeuei?noue ?iaioe, yea ni?yiiaaia ia
aeiiii?th iaeeaii-aia?aaoe/ieo ?ano?n?a oa iie?ioaiiy aeieia?/ii?
neooaoe?? ca ?aooiie iioeiaeueiiai oi?aae?iiy IN.

Ca’ycie ?iaioe c iaoeiaeie i?ia?aiaie, ieaiaie, oaiaie. Aeena?oaoe?eia
?iaioa aeeiiaia ca?aeii c iaeacii I?i. Ina?oe Oe?a?ie i?i caoaa?aeaeaiiy
eii?aeeiaoe?eieo ieai?a iaoeiai-aeine?aeieo ?ia?o ia 1997 – 1998 ?.?.,
iaeac ? 37 a?ae 13.02.1997 ?. oa ca?aeii c aea?aeathaeaeaoiith oaiith ?
0045 “Aia?ai- oa ?ano?nicaa??aath/? oaoiieia?? oa ?aoe?iiaeueia
aeei?enoaiiy iaeeaa o aoae?aaeueiiio ae?iaieoeoa?” ? a?aeiia?aea?
iniiaiei iai?yieai iaoeiai? ?iaioe eaoaae?e OAA OAeOOA?A.

Iaoith aeine?aeaeaiiy ? cieaeaiiy aeo?ao iaeeaii-aia?aaoe/ieo ?ano?n?a o
IN oeyoii iioeiaeueiiai oeaio?aeueiiai ?aaoethaaiiy, yea ioiieth?:

— aea?? ?aoe?iiaeueiiai oaieiaiai iaaaioaaeaiiy ia iiaethaaeuei?
?aeiie;

— iioeiaeueiee ?iciiae?e oeueiai iaaaioaaeaiiy iii?ae iiaethaaeueieie
eioaeueiyie oa ie?aieie eioeaie c ??cieie aeiiii?/ieie oa?aeoa?enoeeaie;

— aea?? iioeiaeueieo ?icoiae?a oaieiiin?y o aeaiaioao IN;

Caaea/? aeine?aeaeaiue:

— oi?iae?caoe?y oa caaaeueia iaoaiaoe/ia iinoaiiaea caaea/?
iioeiaeueiiai oi?aae?iiy IN;

— aeaeiiiiceoe?y caaaeueii? caaea/? iioeiaeueiiai oi?aae?iiy oa ?ic?iaea
no?oeoo?e eieaeueieo aca?iiiia’ycaieo iioei?caoe?eieo caaea/;

— ?ic?iaea i?ia?aiiiai aenia?eiaioaeueii-ia/enethaaeueiiai eiiieaeno
(IAIE) aeey oi?aae?iiy IN o ?aaeei? ?aaeueiiai /ano oa aeey neeaaeaiiy
iaeaoo oaoiieia?/ieo ea?o aeey aiaeia?/iiai oi?aae?iiy o a?aenooiino?
eiii’thoa?iiai caaacia/aiiy;

— aeine?aeaeaiiy aieeao aaiiao?e/ieo oa ?aaeeiieo oa?aeoa?enoee IN ia
?acoeueoaoe ??oaiiy caaea/? iioeiaeueiiai oi?aae?iiy iath.

Iaoeiaa iiaecia io?eiaieo ?acoeueoao?a:

— ia canaaeao iaoaiaoe/ieo iaoiae?a ia?iaee ?acoeueoao?a

/enaeueiiai oa iaoo?iiai aenia?eiaio?a ?ic?iaeaii ?aeeio iaoaiaoe/io
iiaeaeue ooieoe?iioaaiiy a?oie iiaethaaeueieo eioaeueieo;

— oi?iae?ciaaii oa iinoaaeaii ye caaea/o III caaaeueio iioei?caoe?eio
caaea/o ?aoe?iiaeueiiai oi?aae?iiy a?oiith iiaethaaeueieo eioaeaiue;

— ia canaaeao iniiaieo iieiaeaiue oai??? neeaaeieo nenoai cae?eniaii
aeaeiiiiceoe?th caaaeueii? iioei?caoe?eii? caaea/?;

— io?eiai? ?acoeueoaoe aeine?ae?a aeicaieeee cai?iiiioaaoe iia?
i?aeoiaee aei oi?aae?iiy neeaaeieie IN.

I?aeoe/ia cia/aiiy io?eiaieo ?acoeueoao?a:

— ?ic?iaeaii oa ai?iaiaaii IAIE aeey iioeiaeueiiai oi?aae?iiy o ?aaeei?
?aaeueiiai /ano;

-?ic?iaeaii oa ai?iaiaaii ni?iuaiee IAIE aeey neeaaeaiiy
oaoiieia?/ieo ea?o aeey iioeiaeueiiai oi?aae?iiy a?oiith iiaethaaeueieo
eioaeueieo ca a?aenooiino? eiii’thoa?iiai caaacia/aiiy.

Iniaenoee aianie caeiaoaa/a. I?aaeiaoii caoenoo ? noai?ai? iniaenoi
aaoi?ii:

— iaoaiaoe/ia iiaeaeue IN oa IAIE aeey oi?aae?iiy oe??th IN;

— ?aeiiaiaeaoe?? uiaei iioeiaeueiiai oi?aae?iiy IN o ?aaeei? ?aaeueiiai
/ano.

Ai?iaaoe?y ?acoeueoao?a aeena?oaoe??. Iniiai? iieiaeaiiy aeena?oaoe?eii?
?iaioe aeiiia?aeaeenue ia 52 oa 53-e iaoeiai-oaoi?/i?e eiioa?aioe??
OAeOOA?A (i. Oa?e?a, ea?oaiue 1997 oa 1998 ?.?.), a oaeiae 1-e
I?aeia?iaei?e iaoeiai-i?aeoe/i?e eiioa?aioe?? “I?iaeaie aeiiii??
aia?a??”, aea?aeaaiee oi?aa?neoao “Euea?anueea iie?oaoi?ea” (i. Euea?a,
/a?aaiue 1998 ?.).

Ioae?eaoe??. Ca oaiith aeena?oaoe?eii? ?iaioe iaae?oeiaaii i’youe
iaoeiaeo ?ia?o o oaoiaeo aeaeaiiyo e?a?ie.

?ic?iaeaii aeai?eoie ?ica’ycaiiy caaea/? aeai?o iioeiaeueiiai
iaaaioaaeaiiy ia eioaeuei? aa?aaaoe.

No?oeoo?a e ianya aeena?oaoe??. Aeena?oaoe?y neeaaea?oueny c anooio,
i’yoe aeaa, aeniiae?a, nieneo aeei?enoaieo aeaea?ae c 62 iaeiaioaaiue oa
aeiaeaoe?a ia 2 noi??ieao. ?iaioa ai?uo? 126 noi??iie iaoeiiieniiai
oaenoo, 24 ?enoiee, 8 oaaeeoeue, anueiai 158 noi??iie.

Iniiaiee ci?no ?iaioe

O anooiia? iaa?oioiaaii aeooaeuei?noue oaie, aeiaaaeai? iaoa oa iniiai?
caaaeaiiy aeine?aeaeaiue, ioa?aeoa?eciaai? iiaecia, oai?aoe/ia oa
i?aeoe/ia oe?ii?noue io?eiaieo ?acoeueoao?a, aeiaaaeai? aeai? i?i
ai?iaaoe?th oa ioae?eaoe?th iniiaieo iaoeiaeo iieiaeaiue, ye? ai?uo?
aeena?oaoe?y.

O ia?o?e aeaa? ?icaeyioo? iniiai? iai?yiee no/anieo aeine?aeaeaiue
i?iaeai iioeiaeueiiai oi?aae?iiy nenoai oaieiiinoa/aiiy. Oe? ieoaiiy
?icaeyaeaeenue o ?iaioao Aiaoia A.A., Eaa?ia A.E., Eeoa?i/ueiaie I.I.,
?aaeueei I.O., Nieieiaa ?.ss., Noiyiiaa O.A. THoa O.?. oa ?i. I?ae /an
a?aeai?o oa e?eoe/iiai aiae?co oeeo ?ia?o aoei noi?iiaaii neeaae
caaaeaiue, ye? iaiao?aeii ?ica’ycaoe aeey ?ice?eooy oaie aeena?oaoe??,
oa i?iaaaeaii ?o iiia?aaeith iaoaiaoe/io iinoaiiaeo.

Ia ia?oiio aoai? ?icaeyaea?oueny caaaeueia iioei?caoe?eia caaea/a
oi?aae?iiy ae?iaieoeoaii oa a?aeioneii oaieioe o IN, noaia yei? iaaeaia
ia ?enoieo 1. Oea ? caaea/a oeaio?aeueiiai ?aaoethaaiiy, yea ia?aaeaa/a?
iaci?ii? ?icoiaee oaieiiin?y (G1? oa G2?) ia aoiae? o iiaethaaeuei?
?aeiie (I?) oa aeicaiey? ?o ci?io o ?ioeo aeaiaioao IN. Iioi/ia
noia?ia ?enoiie 1 — Noaia IN iaaaioaaeaiiy ia on? iiaethaaeuei?
eioaeuei? (IE) (Q, IAo) caeaaeeoue a?ae ?o e?eueeino? i =wmetafile8?
??¶???????????? ???????????yyy????.????1??????
??????? Aa???&??yyyy?????Ayyy±yyy ??q?? ???&?
?MathType??P?
???u?????????»????-?????W?@????W?†???u?th??????Naia oe?
aaee/eie (?, mi oa ji,mi) ? ? ia?aiao?aie oi?aae?iiy o caaaeuei?e
iioei?caoe?ei?e caaea/? ?aoe?iiaeueiiai oi?aae?iiy a?oiith
iiaethaaeueieo eioaeueieo. Aei ia?aiao??a oi?aae?iiy ne?ae oaeiae
a?aeianoe aaee/eie yz, z=wmetafile8? ??¶????????????
???????????yyy????.????1?????? ???????
aA???&??yyyy?????Ayyy?yyy???’?? ???&? ?MathType??`?
???u?????????»????-?????V?@????V?|???u?th??????Ca oe?eueiao
ooieoe?th o oe?e caaea/? i?eeiyoi noia?io oe?io ao?ao aia?a?? o IN ca
iaeeieoeth /ano S, a?eaaiue/n. Ooo S= wmetafile8? ??¦????????????
???????????yyy????.????1?????? ???????
?`???&??yyyy?????Ayyy±yyy ??1?? ???&? ?MathType??0?
???u?????????»????-?????W?@????W? ???u?th??????Oiae?
oi?iaeueia iinoaiiaea caaaeueii? iioei?caoe?eii? caaea/? oi?aae?iiy IN
iiaea aooe noi?ioeueiaaia ianooiiei /eiii. Iaiao?aeii aeey caaeaiiai
caaaeueiiai iaaaioaaeaiiy ciaeoe oae? aaee/eie ia?aiao??a oi?aae?iiy ?,
mi, ji,mi oa yz, ye? caaacia/aoue i?i?ioi oe?eueiai? ooieoe?? S= S(?,
mi, ji,mi, yz) ca oiia aeeiiaiiy iaiaaeaiue, ui aa?aiooaaoeiooue
aeio?eiaiiy iniiaieo o?ce/ieo caeii?a ooieoe?iioaaiiy IN oa ??
iaae?ei?noue.

?aae?caoe?y caaaeueii? iioei?caoe?eii? caaea/? c iaeii/aniei
aeine?aeaeaiiyi anueiai eiiieaeno ca’yce?a aeiaaa? aaaaoi /ano oa
i?aeoe/ii iaiiaeeeaa ca oiia oi?aae?iiy IN o ?aaeei? ?aaeueiiai /ano. O
ca’yceo c oeei aoei i?iaaaeaii aeaeiiiiceoe?th caaaeueii?
iioei?caoe?eii? caaea/? oi?aae?iiy ia ieceo aca?iiiia’ycaieo eieaeueieo
??aiaaeo caaea/.

I?ae /an ?ica’ycaiiy caaea/? ia?oiai ??aiy anoaiiaeth?oueny e?euee?noue
oaieioe wmetafile8? ??E????????????
???????????yyy????.????1?????? ???????
AA???&??yyyy?????Ayyy¤yyy???d?? ???&? ?MathType??`?
???u?????????»????-?????d?@????d?????u?th??????

wmetafile8? ??O????????????
???????????yyy????.????1?????? ???????
 `???&??yyyy?????AyyyYyyy ??E?? ???&? ?MathType??P?
???u?????????»????-?????c?@????c?????u?th??????

a yeui i?eeiyoe aei oaaae, ui tia= tia(t), oi

wmetafile8? ??O????????????
???????????yyy????.????1?????? ???????
 `???&??yyyy?????AyyyYyyy ??E?? ???&? ?MathType??P?
???u?????????»????-?????c?@????c?????u?th??????

Aiaeia?/ii anoaiiaeth?oueny aaee/eia wmetafile8? ??O????????????
???????????yyy????.????1?????? ???????
  ???&??yyyy?????Ayyy¤yyy`??D?? ???&? ?MathType??P?
???u?????????»????-?????d?@????d?????u?th??????

Uia caaacia/eoe eiioi?oi? oiiae o ?aeiiao ? 1 oa ? 2, iaiao?aeii, uia
iioi/ia noia?ia iiooaei?noue iiaethaaeueieo eioaeaiue ? 1, ? 2 oa ? 3 (Q
=wmetafile8? ?????????????
???????????yyy????.????1?????? ???????
@A???&??yyyy?????AyyyAyyy?????? ???&?
?MathType??P???uAue??????

Ia ae?oaiio ??ai? ?ica’yco?oueny caaea/a iioeiaeueiiai oi?aae?iiy
ie?aieie eioaeueieie ? 1, ? 2 oa ? 3. O ?acoeueoao? ?? ?ica’ycaiiy aeey
??cieo aaee/ei iaaaioaaeaiue ia eiaeio i- oo eioaeueio ciaoiaeeii
iioeiaeueio e?euee?noue i?aoethth/eo eioe?a miiio, iioeiaeuei?
iaaaioaaeaiiy ia oe? i?aoethth/? eioee Qm,iiio oa i?i?iaeuei? aaee/eie
noia?ieo ao?ao aia?a?? ia ?- o?e eioaeuei?e o oe?iia?e oi?i? Ii,
a?eaaiue/n, ui a?aeiia?aeathoue io?eiaiiio iioeiaeueiiio ??oaiith (?
=wmetafile8? ??¶????????????
???????????yyy????.????1?????? ???????
A????&??yyyy?????Ayyy±yyy@??q?? ???&? ?MathType??P?
???u?????????»????-?????W?@????W?*???u?th??????Ia o?aoueiio
??ai? ?ica’yco?oueny caaea/a aeai?o aaee/ei Qi, IAo oa Gi, ea/n, ?
=wmetafile8? ??¶????????????
???????????yyy????.????1?????? ???????
A????&??yyyy?????Ayyy±yyy@??q?? ???&? ?MathType??P?
???u?????????»????-?????W?@????W?*???u?th??????Ia
/aoaa?oiio ??ai? ?ica’yco?oueny caaea/a aeai?o ia?aiao??a oi?aae?iiy yz,
z=wmetafile8? ??¶????????????
???????????yyy????.????1?????? ???????
aA???&??yyyy?????Ayyy?yyy???’?? ???&? ?MathType??`?
???u?????????»????-?????V?@????V?|???u?th??????Aeae?
?aae?co?oueny iiaoi?ia ?oa?aoe?y caaea/? o?aoueiai ??aiy c cao?eniaaieie
aaee/eiaie G1=G1ae,iio, G2=G2ae,iio oa G3=G3ae,iio, iaeneiaeueii
iaaeeaeaieie aei iioeiaeueieo G1iio, G2iio oa G3iio. I?ney ?ica’ycaiiy
oe??? caaea/? io?eio?ii Qi = Qiae,iio, ? =wmetafile8?
??¶???????????? ???????????yyy????.????1??????
??????? A????&??yyyy?????Ayyy±yyy@??q?? ???&?
?MathType??P?
???u?????????»????-?????W?@????W?*???u?th???????,
iai?ee?ioe?, ia i’yoiio ??ai? aeey eiaeiiai m?- ai eioea ?-i?
eioaeueii? ?ica’yco?oueny caaea/a i?i aea?? iioeiaeueii? e?eueeino?
?iciaeaieo iaeueiee?a ji,mi, ui caaacia/eoue aeio?eiaiiy io?eiaieo aeua
iioeiaeueieo cia/aiue Qiae,iio, ? =wmetafile8? ??¶????????????
???????????yyy????.????1?????? ???????
A????&??yyyy?????Ayyy±yyy@??q?? ???&? ?MathType??P?
???u?????????»????-?????W?@????W?*???u?th??????Aeey
?ica’ycaiiy iioei?caoe?eii? caaea/? o?aoueiai ??aiy a ia?oo /a?ao
iaiao?aeii ?ic?iaeoe aeai?eoi ia/eneaiiy oe?eueiai? ooieoe?? S, yeee
aeicaieeoue anoaiiaeoe S o iaeneiaeueii noeneee oa?i?i. Oea ? ?aeeiee
oeyo c?iaeoe ?ica’ycaiiy caaea/? iioeiaeueiiai oi?aae?iiy aeinooiiei o
?aaeei? ?aaeueiiai /ano.

O ae?oa?e aeaa? i?iaiaeeoueny aaeeeee /enaeueiee aenia?eiaio, ia aac?
?acoeueoao?a yeiai neeaaea?oueny oe?eueiaa ooieoe?y S, ye?e i?eoaiaii?
iienai? aeua yeino?.

Aeey ia/eneaiiy S aeei?enoiao?oueny ni?aa?aeiioaiiy

S = wmetafile8? ??7???????????
???????????yyy????.????1?????? ???????
@ ???&??yyyy?????AyyyAyyy`????? ???&?
?MathType??P???uAue??????

aea Ho? g — , a?eaaiue/(n*i) — ao?aoe ia o?ainii?o oaieiiin?y ia iaeiiio
iao?? g- i? ae?eueieoe? oaieio?ane o oe?iia?e oi?i?;

lg, i- aeiaaeeia g- i? ae?eueieoe? oaieio?ane;

Gg, ea/n oa t1,g, N°- ?ico?ae ? oaiia?aoo?a oaieiiin?y o g-?e
ae?eueieoe? oaieio?ane;

d- e?euee?noue ae?eueieoeue oaieio?ane.

Aeey anoaiiaeaiiy ia?oi? a?oie eiiiiiaio Himin(Qi), ? =wmetafile8?
??¶???????????? ???????????yyy????.????1??????
??????? A????&??yyyy?????Ayyy±yyy@??q?? ???&?
?MathType??P?
???u?????????»????-?????W?@????W?*???u?th??????Iaiao?aeii
ca oiia caaeaiiai oaieiaiai iaaaioaaeaiiy ia eioaeueio Q1, IAo ciaeoe
oaieiaa iaaaioaaeaiiy ia eiaeiee ie?aiee m1 -e eioeiaa?aaao, yea
caaacia/eoue i?i?ioi I1. Iaoaiaoe/ia iinoaiiaea oe??? caaea/? aeaeyaea?
ianooiiei /eiii [2].

Ciaeoe

min H1(Q1). (4)

Q1 I W

aea iaeanoue W aecia/a?oueny ni?aa?aeiioaiiyi Q1 = wmetafile8?
??U??????????? ???????????yyy????.????1??????
??????? @A???&??yyyy?????AyyyAyyy?????? ???&?
?MathType??P???uAue??????Aaee/eia I1 aeey caaeaiiai iaaaioaaeaiiy Q1
iiaea aooe ia/eneaia ianooiiei /eiii.

I1 = wmetafile8? ??*???????????
???????????yyy????.????1?????? ??????? @
???&??yyyy?????AyyyAyyya????? ???&?
?MathType??P???u th??????

aea wmetafile8? ??o????????????
???????????yyy????.????1?????? ???????
 ????&??yyyy?????AyyyFyyyA??C?? ???&?
?MathType??@????u th??????Iniiai? ii/aoeia? aeai?, iaiao?aei? aeey
ia/eneaiiy wmetafile8? ??i????????????
???????????yyy????.????1?????? ???????
 a???&??yyyy?????AyyyFyyy ??C?? ???&?
?MathType??@????u th??????Oiae? aeey eioe?a A

wmetafile8? ?????????????
???????????yyy????.????1?????? ???????
?@???&??yyyy?????AyyyFyyy???#?? ???&?
?MathType??0????u?th??????

aeey eioea A

wmetafile8? ?????????????
???????????yyy????.????1?????? ??????? ?
???&??yyyy?????AyyyFyyya??#?? ???&?
?MathType??0????u?th??????

a oe?eueiaa ooieoe?y I1 iaoeia aeaeyae (aeeaenue (5, 6 oa 7))

I1 = Q1,1*wmetafile8? ??c????????????
???????????yyy????.????1?????? ???????
?A???&??yyyy?????AyyyFyyy???#?? ???&?
?MathType??0????u?th??????

Caaea/a iiooeo i?i?ioio I1 ?ica’ycoaaeanue iaoiaeii III c aeei?enoaiiyi
noaiaea?oiiai ia/enethaaeueiiai eiiieaeno, aaeaioiaaiiai aei eiie?aoii?
oiiieia?? iaeano? iiooeo. Aeey Q1 = 200 IAo oa r1 = 3 io?eiai? ianooii?
?acoeueoaoe: Q1,1iio = Q1,2iio = 76,6 IAo, Q1,3iio = 46,8 IAo, I1,min =
0,0796 a?eaaiue/n. Cae/aeii, a?eueo iecueea iioeiaeueia oaieiaa
iaaaioaaeaiiy i?eiaaea? ia eioae c a?eueo iecueeeie aeiiii?/ieie
oa?aeoa?enoeeaie.

Aiaeia?/i? ?ic?aooiee aoei i?iaaaeaii aeey ??cieo aaee/ei Q1 o
ae?aiacii? 33 ? 330 IAo c oaaii DQ1= 30 IAo. Ai?ieneiaoe?y io?eiaieo
?acoeueoao?a aeicaiey? iienaoe aiae?oe/io caeaaei?noue

I1min =H1min(Q1), (9)

oa aiaeia?/ii I2min =H2min(Q2), I3min =H3min(Q3).

Ianooiiei aoaiii ioe?iee oe?eueiai? ooieoe?? (aeeaenue oi?ioeo (3)) ?
?ic?iaea ai?ieneiaoe?eii?caeaaeiino? Io?,g(Gg,t1g), aea g = wmetafile8?
??¶???????????? ???????????yyy????.????1??????
??????? AA???&??yyyy?????Ayyy±yyy???q?? ???&?
?MathType??P?
???u?????????»????-?????W?@????W?y???u?th??????Aeey
i?enei?aiiy i?ioeano ioe?iee oe?eueiai? ooieoe?? S (3) iaiao?aeii
anoaiiaeoe aaee/eio Io?,g aeey ??cieo eiia?iaoe?e aaee/ei t1,g oa Gg (ca
oiia cao?eniaaieo o ia?oiio iaaeeaeaii? t2). ?acoeueoaoe ?ic?aooie?a
iaaaaeai? o oaaeeoe? 1 oa ai?ieneiiaai? iie?iiiii ae?oaiai ii?yaeeo [1]

Io?,g = Io?,g(Gg,t1,g). (10)

Caeaaei?noue Io?,g(Gg,t1,g) iaaeaia ia ?enoieo 2. Ooo oaeiae iaaaaeai?
aaee/eie oaieiaiai iaaaioaaeaiiy ia oaieii?ia?ae — Qo?, IAo. Aiae?c oeeo
caeaaeiinoae aeicaiey? c?iaeoe aeniiaie, ui ca caaeaiiai iaaaioaaeaiiy
o?ainii?ooaaiiy oaieiiin?y a?eueo aoaeoeaii c? cieaeaieie aaee/eiaie
?icoiae?a Gg oa i?aeaeuaiith oaiia?aoo?ith t1,g.

O?aaa i?aee?aneeoe, ui i?ae /an ?ic?iaee iaoaiaoe/ii? iiaeae?
ooieoe?iioaaiiy aeinoaoiuei ciioaieo o?oaii?iaiae?a oai?aoe/ia ioe?iea
Io?,g iiaea aeyaeoeny iaaaeaeaaoiith ?aaeueiiio noaio oaoi?/ii? nenoaie.
O oeueiio aeiaaeeo aei /a?oiie oaaeeoe? 1 o?aaa caiineoe a?aeiia?aei?
aenia?eiaioaeuei? aeai?.

Anoaiiaeaoe eiiiiiaioe oe?eueiai? ooieoe?? S iiaeia ia?aeoe aei
?ica’ycaiiy caaea/? o?aoueiai ??aiy.

O o?ao?e aeaa? ?icaeyaea?oueny ?ica’ycaiiy iioei?caoe?eii? caaea/?
o?aoueiai ??aiy. Iniiai? ii/aoeia? aeai?:

— Q1e, Q2e, IAo- oaieiaa iaaaioaaeaiiy ia ?aeii? ? 1 oa ? 2, ui aoei
anoaiiaeaii i?ney ?ica’ycaiiy caaea/? ia?oiai ??aiy;

?enoiie 2 — Caeaaeiino? ?enoiie
4 — Caeaaeiino?

Qo?g, IAo oa Io?g, ao?ao S, a?./n a?ae l, i:

(a?./(n*i)) a?ae t1g oa Gg 1 — Q1, G2, G3 =
var;

2 — Q1, G2, G3 = const;

?enoiie 3 — Caeaaeiino? Smin, Q1iio, Q2iio, Q3iio a?ae Q:

3/43/43/43/43/4 — c iaiaaeaiiyi Q1 < 320 IAo; 3/4 * 3/4 * 3/4 - aac iaiaaeaiiy Oaaeeoey 1 Caeaaei?noue o?ainii?oieo ao?ao o iaa?no?aeueiiio oaieii?iaiae? Io?g*wmetafile8? ??¶???????????? ???????????yyy????.????1?????? ??????? A????&??yyyy?????Ayyy?yyyA??j?? ???&? ?MathType??0????u?th??????wmetafile8? ?????-???????? ???????yyy???????????? -??? ????'yy??? ????'yy??? ??????? ????yyy???? ???????'yy??? ????yyy???? ???????-???????ue??AAA??????-????? AAA????AAA????????? ???u??????AAA?"????-?????????????- ???u??????????"????-? ???!????-???????-????????????????-? ???!???????????ue??yyy??????-????'yy??? ????-?????AAA???? AAA????-???????-????'yy??? ????-?????AAA???? AAA????-?????uay?????? - caeaaeiinoue ?I1min = H1min(Q1), I2min = H2min(Q2), I3min = H3min(Q3), Io?,g(Gg, t1,g), io?eiai? i?ney ?ica’ycaiiy caaea/? ae?oaiai ??aiy. Iaoaiaoe/ia iinoaiiaea caaea/? o?aoueiai ??aiy aeey nenoaie, noaia yei? iaaaaeaia ia ?enoieo 1, ia? aeaeyae: Ciaeoe min S (Q1, Q2, Q3, G1, G2, G3), (11) Q1, Q2, Q3, G1, G2, G3 I W aea iaeanoue W aecia/a?oueny iaiaaeaiiyie: G1p = G2 + Gan, G2p = G3 + Gae, Gan + Gae = G1, (12) wmetafile8? ??C??????????? ???????????yyy????.????1?????? ??????? ? ???&??yyyy?????Ayyy¦yyy`??¦?? ???&? ?MathType???? ???u?????????"????-????? @???? X???u?th?????? aea Gan oa Gaa - ?icoiaee oaieiiin?y ia a?ae??ceao ia?aae? AN oa AA (?enoiie 1). Oey caaea/a iiaea ?icaeyaeaoenue ye caaea/a Eaa?aiaea oa ?aae?ciaoaaoenue iaoiaeii cai?ie ia?ai?iieo. Oiae? ?ici??i?noue iioei?caoe?eii? caaea/? o?aoueiai ??aiy cieaea?oueny c 6 aei 3, a a?aeiia?aeia caaea/a iae?i?eiiai iaoaiaoe/iiai i?ia?aioaaiiy i?eeia aeaeyae [3]. Ciaeoe min S(Q1, G2, G3). (13) ?io? ia?aiao?e oi?aae?iiy (Q2, Q3, G1), a oaeiae Gan oa Gaa anoaiiaeththoueny oeyoii ?ica’ycaiiy nenoaie ??aiyiue (12). I?i?ioi ?icooeo?oueny iaoiaeii Iaeaea?a-I?aea. Aeey ?aae?caoe?? iioei?caoe?eii? caaea/? aoei ?ic?iaeaii IAIE, yeee iaaea? iiaio ?ioi?iaoe?th i?i iniiai? oa?aeoa?enoeee IN aeey iioeiaeueiiai aa??aioo ?? ooieoe?iioaaiiy. On? ii/aoeia? aeai? aeey ?iaioe ia/enethaaeueiiai eiiieaeno, ui oaeiae aeeth/athoue ?ioi?iaoe?th i?i ?aaeueiee noai aeiiii?/ieo oa?aeoa?enoee IN, iiaeia iia?aoeaii ci?ithaaoe oeyoii ?aaeaaoaaiiy a?aeiia?aeiiai oaeea ii/aoeiaeo aeaieo. O /aoaa?o?e aeaa? ca aeiiiiiaith ?ic?iaeaiiai IAIE aoei aeine?aeaeaii aieea aaiiao?e/ieo oa ?aaeeiieo oa?aeoa?enoee nenoaie oaieiiinoa/aiiy ia ?acoeueoaoe ?ica’ycaiiy iioei?caoe?eii? caaea/? iioeiaeueiiai oi?aae?iiy. Iaea?eueo aaaeeea? c ieo iaaeai? ieae/a. sse i?eeeaae, ?icaeyiaii ?acoeueoaoe ?ica’ycaiiy oe??? caaea/? aeey ianooiieo iniiaieo ii/aoeiaeo aeaieo: Q1e = 233 IAo, Q2e = 197 IAo. Aoei io?eiaii ?acoeueoaoe: G2iio = 843 ea/n; G3iio = 430 ea/n; Q1iio = 320 IAo; Smin = 0,126 a?eaaiue/n. Aiaeia?/i? ?acoeueoaoe aoei io?eiaii aeey ?ioeo aaee/ei iaaaioaaeaiue Q1e oa Q2e. Io?eiai? cia/aiiy G2iio oa G3iio aoee aeei?enoai? i?ae /an ?ica’ycaiiy caaea/? /aoaa?oiai ??aiy. A ?acoeueoao? aoei io?eiaii G2giio = 550 ea/n; G3giio =550 ea/n, ye? iaeneiaeueii iaaeeaeai? aei G2iio oa G3iio, aea i?eionoei? c oi/ee ci?o a?ae?aae?/ieo aeiia aei nenoaie. ?acoeueoaoe oeueiai ?ica’ycaiiy aeey ??cieo Q = Q1e + Q2e iaaaaeaii ia ?enoieo 3. Ia oeueiio a?ao?eo iiaeia iiaa/eoe, ui ca ca?eueoaiiy Q, ii/eiath/e c Q @ 348 IAo (e?aiea A), iiaeaeueoee ??no iioeiaeueiiai oaieiaiai iaaaioaaeaiiy ia eioaeueio ? 1(Q1) i?eieiy?oueny, ai “ni?aoeueiao?” iaiaaeaiiy Q1 F Q1max = 320 IAo. I?e oeueiio caaaeueia oaiaeaioe?y oa?aeoa?o e?eaeo na?ae/eoue, ui yeui i?aeaeueoe anoaiiaeaio iiooaei?noue ia eioaeuei?e ? 1, oi noia?i? ao?aoe Smin o iaeano?, i?aai?o/ a?ae e?aiee A ia ?enoieo 3 cieaeaoeiooueny ii??aiyii c aa??aioii iioei?caoe?? c aeacaiei aeua iaiaaeaiiyi. Oaeei /eiii, iiaeia c?iaeoe aeniiaie, ui iiaeaeueoa ca?eueoaiiy anoaiiaeaii? iiooaeiino? eioaeueii? ? 1 ?aoe?iiaeueii ia o?eueee c oi/ee ci?o aeieia?? (ai aiia i?noeoueny ca iaaeaie i?noa), aea e oi/ee ci?o i?aeaeuaiiy aeiiii?/ii? aoaeoeaiino? IN a oe?eiio. Oe?eaai a?aei?oeoe, ui o ae?aiacii? iaaaioaaeaiue aei naiiai Q = 348 IAo iioeiaeueia oaieiaa iaaaioaaeaiiy ia ae?oao eioaeueio aoaea aei??aithaaoe ioeth, ui iiynith?oueny ?? a?eueo iecueeeie aeiiii?/ieie oa?aeoa?enoeeaie ii??aiyii c ia?oith. Ui ae aei eioaeueii? ? 3, oi oi/ ?e e i?eoaiaii? iecuee? aeiiii?/i? oa?aeoa?enoeee, aea aiia ciaoiaeeoueny ii?o/ c iiaethaaeueiei ?aeiiii ? 2, oiio ao?aoe ia o?ainii?o oaieiiin?y o oeae ?aeii ia aaeee?. O ca’yceo c oeei iioeiaeueiiio aa??aioo a?aeiia?aea? noi?nia iiaeaiiy oaieiaiai ?aeiio ? 2 eioaeueieie ? 1 oa ? 3, aeiiii?/i? oa?aeoa?enoeee eio?eo c??aiththoueny ?c a?aooaaiiyi o?ainii?oieo ao?ao. Oaeiae ne?ae a?aei?oeoe, ui o iioeiaeueiiio ??oaii? ?ico?ae G2iio noaiiaea 550 ea/n ca oiiae Q2iio @ 0, oiaoi eioaeueia ? 2 i?aoethaaea o ?aaeei? ianinii? noaioe??. Oea iiynith?oueny oei, ui o?ainii?ooaaiiy oaieioe ia a?ae??ceo AA (?enoiie 1) aoaea aea?aei?oei ca iaeeo ?icoiae?a, eiiiainaoe?y yeeo ia aoiae? aei ?aeiio ? 1 a?aeaoaaoeiaoueny ca ?aooiie ianin?a eioaeueii? ? 2. Iiaeaeueo? aeine?aeaeaiiy e?eaeo ia ?enoieo 3 na?ae/aoue, ui ca aoaeue-yeeo cia/aiue Qe aaee/eie iioeiaeueieo iaaaioaaeaiue Q2iio oa Q3iio ia ia?aaeuothoue a?aeiia?aeii 110 IAo oa 100 IAo. Oea aeicaiey? c?iaeoe aeniiaie, ui iaeaaeiaiiy eioaeueieo ? 2 oa ? 3, yea caaacia/o? anoaiiaeai? iiooaeiino? ii-ca oeeie iaaeaie, iiaea aooe caeiina?aiaaia aaea ia iioi/iiio aoai? ?aeiino?oeoe?? IN. Oea aea?aeii ye c aeieia?/ii?, oae ? c aeiiii?/ii? oi/ie ci?o. Iiaeaeueo? aeine?aeaeaiiy noinothoueny aea/aiiy aieeao ??cieo aaiiao?e/ieo ia?aiao??a IN ia ?acoeueoaoe ?ica’ycaiiy iioei?caoe?eii? caaea/?. Oae, ye i?eeeaae, ia ?enoieo 4 iaaeai? caeaaeiino? Smin a?ae aeiaaeeie l iaa?no?aeueiiai oaieii?iaiaeo. Iieacaii, ui ia?iuoaaiiy oe??? aeiaaeeie ca oiia o?eniaaieo Q1, G2, G3 noi?iaiaeaeo?oueny nooo?ai a?eueoeie ao?aoaie, i?ae aeey aa??aioo, eiee Q1, G2, G3 ? ia?ai?ii? iioei?caoe??. O i’yo?e aeaa? ?icaeyaea?oueny ?ica’ycaiiy caaea/? iioeiaeueiiai oi?aae?iiy IN ca oiia a?aenooiino? eiii’thoa?iiai caaacia/aiiy ca aeiiiiiaith iaeao?a oaoiieia?/ieo ea?o. ?icaeyaeathoueny o?e ??ciiaeaee oaoiieia?/ieo ea?o: 1)Aeey ioe?iee wmetafile8? ??O???????????? ???????????yyy????.????1?????? ???????  `???&??yyyy?????Ayyy¤yyy ??D?? ???&? ?MathType??P? ???u?????????"????-?????d?@????d?????u?th??????2)Aeey ioe?iee Q1iio, Q2iio oa Q3iio. I?ae /an ?ic?aooie?a ?aae?co?oueny caaea/a 3-ai ??aiy aeey G2 = G2giio = 550 ea/n oa G3 = G3giio = 550 ea/n. ?acoeueoaoe ?ic?aooie?a iaaeai? o ea?o?, yea iaaaaeaia o oaaeeoe? 2. Aiaeia?/i? ea?oe ?ic?iaeaii aeey ?ioeo eiia?iaoe?e G2 oa G3, ye? i?eionoei? c iiceoe?e aeiia a?ae?aae?/ii? iaae?eiino?. 3)Aeey ioe?iee Qm1iio, Qm2iio oa Qm3iio. I?ae /an ?ic?aooie?a ?aae?ciaoaaeanue caaea/a ae?oaiai ??aiy. Iaaaaeaii i?eeeaae aeei?enoaiiy iaeiiai c aeae?a oaoiieia?/ieo ea?o. Iaoae Q = 400 IAo. Oiae? c oaaeeoe? 2 io?eio?ii iioeiaeuei? aaee/eie iaaaioaaeaiue ia eioaeuei? oa aaee/eio aeo?ao Q1iio = 320 IAo; Q2iio = 28,3 IAo; Q3iio = 50,6 IAo; Smin = 0,118 a?eaaiue/n. C iaoith ioe?ieoe aeiiii?/iee aoaeo a?ae aeei?enoaiiy cai?iiiiiaaii? eiii’thoa?ii? oaoiieia?? o ?aaeuei?e i?aeoeoe? aoee caaaeai? ao?aoe c iaiioeiaeueiei ?iciiae?eii oaieiaeo iaaaioaaeaiue iii?ae iiaethaaeueieie eioaeueieie oa ?o ie?aieie eioeaie. Caaaeueiee aeiiii?/iee aoaeo a?ae ai?iaaaeaeaiiy oe??? oaoiieia?? noaiiaeoeia 0,03 a?eaaiue ia 1 AAeae oaieiai? aia?a??, ui ae?iaey?oueny. Oaaeeoey 2 Oaoiieia?/ia ea?oa aeey ioe?iee Q1iio, Q2iio, Q3iio oa S wmetafile8? ??e??????????? ???????yyy???????????? O?|??? ????'yy??? ????'yy??? ??????? ????yyy???? ???????'yy??? ????yyy???? ???????O?|???????ue??AAA??????-????? AAA????AAA????????? ???u??????AAA?"????-?????????????| ???u??????????"????-? ???!????|???????-???????????O??????-? ???!???O?????????ue??yyy??????-????'yy??? ????-?????AAA???? AAA????O?|???????-????'yy??? ????-?????AAA???? AAA????O?|?????uay?????? Aeniiaee 1. I?iaaaeaii oi?iae?caoe?th oa iaoaiaoe/io iinoaiiaeo caaaeueii? iioei?caoe?eii? caaea/? oi?aae?iiy IN ye caaea/? III. I?iaaaeaii aeaeiiiiceoe?th caaaeueii? caaea/? iioeiaeueiiai oi?aae?iiy IN oa ?ic?iaeaii no?oeoo?o eieaeueieo aca?iiiia’ycaieo iioei?caoe?eieo caaea/. ?ic?iaeaii niaoe?aeueio no?oeoo?o iaoaiaoe/ieo iiaeaeae i?ioean?a, ui a?aeaoaathoueny o nenoai? oaieiiinoa/aiiy, yea aeicaiey? ooeaoe iioeiaeueia ??oaiiy ia c aeia?eueiiai iaai?o ia?ai?iieo, a c iiiaeeie iioeiaeueieo ??oaiue, ui aoee io?eiai? cacaeaeaa?aeue oeyoii ?ica’ycaiiy iioei?caoe?eieo caaea/ ia iiia?aaei?o ???a?o?/ieo ??aiyo. Oea aea? iiaeeea?noue ?aae?coaaoe caaea/o iioeiaeueiiai oi?aae?iiy IN o ?aaeei? ?aaeueiiai /ano. 2. ?ic?iaeaii IAIE aeey iioeiaeueiiai oi?aae?iiy IN o ?aaeei? ?aaeueiiai /ano, aaeaioiaaiee aei IBM PC/AT. Oeae eiiieaen aeicaiey? iioeiaeueii ?iciiae?eeoe iaaaioaaeaiiy iii?ae iiaethaaeueieie eioaeueieie; iioeiaeueii ?iciiae?eeoe ?icoiaee oaieiiin?y o aeaiaioao IN; anoaiiaeoe iioeiaeueiee neeaae i?aoethth/eo eioe?a o eiaei?e c iiaethaaeueieo eioaeueieo oa iioeiaeueiee ?iciiae?e iaaaioaaeaiiy iii?ae oeeie eioeaie. 3. Ie?aneaii oeyoe ?aoe?iiaeueii? eiina?aaoe?? iaaei??ieo anoaiiaeaieo iiooaeiinoae canoa??eeo eioaeueieo, ui i?noyoueny o iaaeao i?no, eiee oaiaeyoueny o ae?th iia? iiooaeiino? no/anii? iiooaeii? eioaeueii?, ui aoaeo?oueny ca iaaeaie i?noa. 4. Aecia/aii ?aoe?iiaeuei?noue o?ainii?ooaaiiy oaieiiin?y ca i?aeaeuaieo oaiia?aoo? oa a?aeiia?aeii cieaeaieo ?icoiae?a, eiee a?ae?aae?/i? ao?aoe i?aaaeththoue iaae oaieiaeie. 5. Iiaeaeueoa a?aeaeaeaiiy eioaeueii? ca iaaee i?noa c iaeii/aniith iioei?caoe??th iniiaieo ia?aiao??a oi?aae?iiy IN noi?iaiaeaeo?oueny nooo?ai iaioei ?inoii ao?ao, i?ae o aeiaaeeo, eiee oe? ia?aiao?e i?eeiyoi cao?eniaaieie. 6. ?ic?iaeaii iaeao oaoiieia?/ieo ea?o aeey iioeiaeueiiai oi?aae?iiy IN o a?aenooiino? eiii’thoa?iiai caaacia/aiiy. 7. ?acoeueoaoe aeine?aeaeaiue ca oaiith aeena?oaoe?? aoei ai?iaaaeaeaii o i?aeoeeo oi?aae?iiy IN, ui aeicaieeei cieceoe oe?io 1 Aaeae oaieiai? aia?a?? ia 0,03 a?eaaiue. Iniiaiee ci?no aeena?oaoe?eii? ?iaioe aeeeaaeaii a ianooiieo ioae?eaoe?yo: 1. Aaicaeaoeeee A.A. Enneaaeiaaiea aeeyiey oaiia?aoo?u e ?anoiaea oaieiiineoaey ia aaee/eio o?ainii?oiuo iioa?ue a iaaeno?aeueiii oaieii?iaiaea // Eiiioiaeueiia oicyenoai ai?iaeia: ?ani. iaaeaaae. iao/i.- oao. na.- E.: Oaoi?ea.- Aui. 13, 1998.- N. 66-69. 2. ?aaeueei A.O., Noiyiia E.O., Aaicaeaoeeee A.A. Enneaaeiaaiea aeeyiey yeiiiie/aneeo oa?aeoa?enoee ioiieoaeueiuo eioaeueiuo ia iioeiaeueiia ?ani?aaeaeaiea ioiieoaeueiuo iaa?ocie iaaeaeo ieie // Eiiioiaeueiia oicyenoai ai?iaeia: ?ani. iaaeaaae. iao/i.- oao. na.- E.: Oaoi?ea. -Aui. 14, 1998.- N. 100-102. 3. Aaicaeaoeeee A.A. ?aoaiea caaea/e iioeiaeueiiai oi?aaeaiey ioiieoaeueiie eioaeueiie n eniieueciaaieai noaiaea?oiuo i?ia?aiiiuo eiiieaenia // Iaoeiaee a?niee aoae?aieoeoaa.- Oa?e?a: OAeOOA?A OIOA AAO, 1998.- N. 125-129. 4. Noiyiia O.A., Noiyiia E.O., Aaicaeaoeeee A.A. Iioeiaeueiia oi?aaeaiea a?oiiie ioiieoaeueiuo eioaeueiuo // Eiiioiaeueiia oicyenoai ai?iaeia: ?ani. iaaeaaae. iao/i.- oao. na.- E.: Oaoi?ea. -Aui. 14, 1998.- N. 121-126. 5. ?aaeueei A.O., Noiyiia O.A., Noiyiia E.O., Aaicaeaoeeee A.A. Iioeiaeueiia oi?aaeaiea a?oiiie ioiieoaeueiuo eioaeueiuo n eniieueciaaieai oaoiieiae/aneeo ea?o // A?niee aea?aeaaiiai oi?aa?neoaoo “Euea?anueea iie?oaoi?ea”.- Euea?a: 1998.- N. 43-46. Aiioaoe?y Aaicaeaoeueeee I.A. Iioeiaeuei? ?aaeeie aenieoaoaoe?? a?oie iiaethaaeueieo eioaeueieo c ??cieie oaoi?ei-aeiiii?/ieie oa?aeoa?enoeeaie. Aeena?oaoe?y ? ?oeiienii ia caeiaoooy iaoeiaiai nooiaiy eaiaeeaeaoa oaoi?/ieo iaoe ca niaoe?aeuei?noth 05.23.03 - Aaioeeyoe?y, ina?oeaiiy oa oaieiaaciiinoa/aiiy. Aeiiaanueea aea?aeaaia aeaaeai?y aoae?aieoeoaa oa a?o?oaeoo?e, Iae??aea, 1999. O aeena?oaoe?? i?iiiiothoueny iia? ?ioi?iaoe?ei? oaoiieia?? oi?aae?iiy neeaaeieie IN ca oiia ci?iiiai niiaeeaaiiy oaieioe. ?ic?iaeaii niaoe?aeueio no?oeoo?o iaoaiaoe/ieo iiaeaeae i?ioean?a, ui a?aeaoaathoueny o nenoai? oaieiiinoa/aiiy. Caaea/a iioeiaeueiiai oi?aae?iiy IN ?aae?co?oueny o ?aaeei? ?aaeueiiai /ano, ui aeicaiey? iioeiaeueii ?iciiae?eeoe oaieiaa iaaaioaaeaiiy iii?ae iiaethaaeueieie eioaeueieie; iioeiaeueii ?iciiae?eeoe ?icoiaee oaieiiin?y o aeaiaioao IN; anoaiiaeoe iioeiaeueiee neeaae i?aoethth/eo eioe?a o eiaei?e c iiaethaaeueieo eioaeueieo oa iioeiaeueiee ?iciiae?e iaaaioaaeaiiy iii?ae oeeie eioeaie. Iioeiaeueia oi?aae?iiy IN o ?aaeei? ?aaeueiiai /ano a?aeaoaa?oueny ca aeiiiiiaith IAIE, aaeaioiaaiiai aei IBM PC/AT, a o a?aenooiino? eiii’thoa?iiai caaacia/aiiy - ca aeiiiiiaith niaoe?aeueii ?ic?iaeaiiai iaeaoo oaoiieia?/ieo ea?o. ?acoeueoaoe iaaaaeaieo aeine?aeaeaiue ai?iaaaeaeaii o ae?iaieoeoai. Eeth/ia? neiaa: nenoaia oaieiiinoa/aiiy, iioeiaeueia oi?aae?iiy, iae?i?eia iaoaiaoe/ia i?ia?aioaaiiy. Aiiioaoeey Aaicaeaoeeee A.A. Iioeiaeueiua ?aaeeiu yenieoaoaoeee a?oiiu ioiieoaeueiuo eioaeueiuo n ?acee/iuie oaoieei-yeiiiie/aneeie oa?aeoa?enoeeaie. Aeenna?oaoeey yaeyaony ?oeiienueth ia nieneaiea o/aiie noaiaie eaiaeeaeaoa oaoie/aneeo iaoe ii niaoeeaeueiinoe 05.23.03 - Aaioeeyoeey, inaauaiea e oaieiaaciniaaaeaiea. Aeiiaanneay ainoaea?noaaiiay aeaaeaiey no?ieoaeuenoaa e a?oeoaeoo?u, Iaeaaaea, 1999. A aeenna?oaoeee i?aaeeaaathony iiaua eioi?iaoeeiiiua oaoiieiaee oi?aaeaiey neiaeiuie IN a oneiaeyo ia?aiaiiiai iio?aaeaiey oaieiou. I?iaaaeaia oi?iaeecaoeey e iaoaiaoe/aneay iinoaiiaea iauae iioeiecaoeeiiiie caaea/e oi?aaeaiey IN eae caaea/e III. I?iaaaeaia aeaeiiiiceoeey iauae caaea/e iioeiaeueiiai oi?aaeaiey IN e ?ac?aaioaia no?oeoo?a eieaeueiuo acaeiinaycaiiuo iioeiecaoeeiiiuo caaea/. ?ac?aaioaia niaoeeaeueiay no?oeoo?a iaoaiaoe/aneeo iiaeaeae i?ioeannia, eioi?ua i?ienoiaeyo a nenoaia oaieiniaaaeaiey, /oi iicaieyao eneaoue iioeiaeueiia ?aoaiea ia ec i?iecaieueiiai iaai?a ia?aiaiiuo, a ec iiiaeanoaa iioeiaeueiuo ?aoaiee, eioi?ua auee iieo/aiu ca?aiaa iooai ?aoaiey iioeiecaoeeiiiuo caaea/ ia i?aaeuaeoueo ea?a?oe/aneeo o?iaiyo. Yoi aeaao aiciiaeiinoue ?aaeeciaaoue caaea/o iioeiaeueiiai oi?aaeaiey IN a ?aaeeia ?aaeueiiai a?aiaie. ?ac?aaioai IYAE aeey iioeiaeueiiai oi?aaeaiey IN a ?aaeeia ?aaeueiiai a?aiaie, aaeaioe?iaaiiue e IBM PC/AT. Yoio eiiieaen iicaieyao iioeiaeueii ?ani?aaeaeeoue iaa?ocee iaaeaeo ioiieoaeueiuie eioaeueiuie; iioeiaeueii ?ani?aaeaeeoue ?anoiaeu oaieiiineoaey a yeaiaioao IN; onoaiiaeoue iioeiaeueiue ninoaa ?aaioathueo eioeia a eaaeaeie ec ioiieoaeueiuo eioaeueiuo e iioeiaeueiia ?ani?aaeaeaiea iaa?ocee iaaeaeo yoeie eioeaie. Iaicia/aiu iooe ?aoeeiiaeueiie eiina?aaoeee /?acia?iuo onoaiiaeaiiuo iiuiinoae onoa?aaoeo eioaeueiuo, ?aniieiaeaiiuo a a?aieoeao ai?iaeia, eiaaea aiaeyony a aeaenoaea iiaua iiuiinoe nia?aiaiiie iiuiie eioaeueiie, eioi?ay no?ieony ca i?aaeaeaie ai?iaea. Ii?aaeaeaia ?aoeeiiaeueiinoue o?ainii?oe?iaaiey oaieiiineoaey i?e iiauoaiiuo oaiia?aoo?ao e niioaaonoaaiii nieaeaiiuo ?anoiaeao, eiaaea aeae?aaee/aneea iioa?e i?aaaee?otho iaae oaieiauie. Iieacaii, /oi aeaeueiaeoaa ioaeaeaiea eioaeueiie ca a?aieoeu ai?iaea n iaeiia?aiaiiie iioeiecaoeeae iniiaiuo ia?aiao?ia oi?aaeaiea IN nii?iaiaeaeaaony nouanoaaiii iaiueoei ?inoii iioa?ue, /ai a neo/aa, eiaaea yoe ia?aiao?u i?eiyou caoeene?iaaiiuie. ?ac?aaioai iaeao oaoiieiae/aneeo ea?o aeey iioeiaeueiiai oi?aaeaiey IN a ionoonoaey eiiiuethoa?iiai iaania/aiey. ?acoeueoaou enneaaeiaaiee ii oaia aeenna?oaoeee auee aiaae?aiu a i?aeoeeo oi?aaeaiey IN, /oi iicaieeei nieceoue oeaio 1 Aaeae oaieiaie yia?aee ia 0,03 a?eaai. Eeth/aaua neiaa: nenoaia oaieiniaaaeaiey, iioeiaeueiia oi?aaeaiea, iaeeiaeiia iaoaiaoe/aneia i?ia?aiie?iaaiea. Summary Gvozdetsky A. V. Optimum operation regimes of group of heating boiler plants with various technological performances. The present thesis is a manuscript to complete for earning a candidate of technical science, the specialty 05.23.03 - Air-conditioning, lighting, heat and gas supply. The Donbass State Academy of building and architecture, Makyiyvka, 1999. The thesis concerns the information technologies of control of complex heating systems on conditions that the heat consumption is widely varied. The special mathematical model of processes occurring in heating system is suggested. The real-time optimum control of heating system is carried out, allowing to distribute the heat load optimally between the boiler plants; to distribute the heat-carrier flow rate optimally between the heating system elements; to determine the optimum set of working boilers for each boiler plants and optimum heat load distribution between these working boilers. The real-time optimum control of heating system is carried out by the means of especially designed IBM PC/AT programs or, if computer is not available, by the flow chart complements. The results of these researches are introduced into production. Keywords: heating system, optimum control, non-linear mathematical programming.

Похожие записи