Đánh giá xác suất dừng và dung lượng hệ thống theo mô hình khuếch đại và chuyển tiếp bán song công Đánh giá xác suất dừng và dung lượng hệ thống theo mô hình khuếch đại và chuyển tiếp bán song công Đánh giá xác suất dừng và dung lượng hệ thống theo mô hình khuếch đại và chuyển tiếp bán song công Đánh giá xác suất dừng và dung lượng hệ thống theo mô hình khuếch đại và chuyển tiếp bán song công Đánh giá xác suất dừng và dung lượng hệ thống theo mô hình khuếch đại và chuyển tiếp bán song công
WỗMD ICËM ĕLÅM IBL ĕốMD XCỈW MB@ W_ƬộMD ĕấC AỉF W×M ĕỡF WAậMD NALB ĕCỈM ‖ ĕCỈM Wứ ĕở ÂM WổW MDACỈU ĕÂMA DCÂ QÂF VZầW GừMD XÅ GZMD IƬữMD AỈ WAổMD WAJL @× ẮMA NAZẽFA ĕấC XÅ FAZSỏM WCẽU ÔM VLMD F×MD MdƵỐc aƵỞmd gẮm; gẮm; WaV MDZSệM MAẩW WÏM MdƵỐc taỲf acỄm; acỄm; MDZSệM WABMA WÛ IỞp; 26575?52 Nalâ; 24 WẨMA UAổ UAổ Aở FẦ @CMA, Mď@ ?521 WỗMD ICËM ĕLÅM IBL ĕốMD XCỈW MB@ W_ƬộMD ĕấC AỉF W×M ĕỡF WAậMD NALB ĕCỈM ‖ ĕCỈM Wứ ĕở ÂM WổW MDACỈU ĕÂMA DCÂ QÂF VZầW GừMD XÅ GZMD IƬữMD AỈ WAổMD WAJL @× ẮMA NAZẽFA ĕấC XÅ FAZSỏM WCẽU ÔM VLMD F×MD MdƵỐc aƵỞmd gẮm; WaV MDZSệM MAẩW WÏM MdƵỐc taỲf acỄm; MDZSệM WABMA WÛ IỞp; 26575?52 Nalâ; 24 WẨMA UAổ Aở FẦ @CMA, Mď@ ?521 ĕở ÂM WổW MDACỈU Wrbmd cc/? IộC Fắ@ ƥM W÷c xcm fạm tẩma fẦ` Ƣm q taẤy f÷ trlmd Nalb ĕcỄm ‖ ĕcỄm WỠ trƵỐmd ĕẢc Wïm mưc rcëmd WaẤy Wïm AỀf W÷m ĕợf WaẬmd mưc faumd vå Was MduyỊm MaẠt Wïm mưc nmd faể aƵỞmd gẮm t÷c tẠm téma taỲf acỄm ĒỖ âm tỒt mdacỄp måy `å fţmd iå mdƵỐc taẤy truyỂm fal t÷c fẦ` aợmd mduỖm Ēồmd iỲf ĒỆ taỲf acỄm Ēb` `ë mduyỄm vỀmd fỤb `éma tỮ iûf t÷c fÿm oỢ mdỢ trlmd maỬmd mĆ` ĒẤu ĒẢc aỀf @ồt iẤm mỬb xcm fạm tẩma fẦ` Ƣm tẪ` iÿmd fỤb Was Was. MduyỊm MaẠt Wïm Ēæ Wïm Ēæ gåma fal fảmd t÷c XỞc taỐc dcbm iå` ĒỂ tåc ĒỖ âm tỒt mdacỄp måy fö aẢm fţmd maƵ ncẼm taợf vå ncma mdacỄ` fỤb t÷c fÿm aẢm faẼ, ĒỂ tåc måy nmd taỆ nmd trâma naỌc maỬmd tacẼu sưt vå nauyẼt ĒcỆ` _Ẫt `lmd ĒƵỦf sỲ faể oẦl vå Ēömd dưp ð ncẼm fỤb fâf taẤy f÷, oẢm ố trlmd nalb ĒỆ t÷c fư taỆ alåm tacỄm oỚ sumd fâf tacẼu sưt fỤb `éma W÷c xcm fạm tẩma fẦ` Ƣm Wp AỖ Fầ @cma, mdåy ?8 tâmd 25 mĆ` ?524 Wâf dcẦ (nð tëm vå dac rú aỀ tëm) MduyỊm Wabma Wabma Wû cc ĕở ÂM WổW MDACỈU Wrbmd ccc/? F×MD W_ÉMA ĕƬữF ALÅM WẨMA WấC W_MD C AF WìM F WAMD Wữc xcm fb` lbm Ēïy iå f÷md tréma mdacëm fợu fỤb rcëmd t÷c vå ĒƵỦf sỲ aƵỞmd gẮm nalb aỀf fỤb WaV MduyỊm MaẠt Wïm Fâf mồc gumd mdacëm fợu, nẼt quẦ trlmd ĒỂ tåc måy iå trumd taỲf vå faƵb f÷md oỒ gƵỞc oẪt nỶ aéma taợf mål trƵỞf Ēïy MaỬmd sỒ icỄu trlmd fâf oẦmd ocỆu paỪf vỪ fal vcỄf païm tàfa, maẠm xãt, Ēâma dcâ ĒƵỦf faàma tâf dcẦ tau taẠp tỮ fâf mduỖm nâf mabu fư dac rú trlmd paẤm tåc icỄu tab` naẦl Mdlåc rb, trlmd iuẠm vĆm fÿm sỠ gỪmd `ồt sỒ maẠm xãt, Ēâma dcâ fţmd maƵ sỒ icỄu fỤb fâf tâf dcẦ naâf, fƢ qubm tỚ faợf nâf ĒỂu fư tràfa gẮm vå fả tầfa mduỖm dỒf MẼu pât acỄm fư oẪt nỶ sỲ dcbm iẠm mål t÷c xcm alåm tlåm faỎu trâfa macỄ` vỂ mồc gumd ĒỖ âm fỤb `éma WrƵỐmd ĒẢc aỀf W÷m ĕợf WaẬmd na÷md icëm qubm ĒẼm maỬmd vc paẢ` tâf quyỂm, oẦm quyỂm gl t÷c dïy rb trlmd quâ tréma taỲf acỄm (mẼu fư) WU AỖ AỖ Fầ @cma, mdåy ?8 taâmd 25 mĆ` ?524 Wâf dcẦ (nð tëm vå dac rú aỀ tëm) MduyỊm Wabma Wabma Wû ccc ĕở ÂM WổW MDACỈU Wrbmd cv/? IịFA W_ÉMA IÅ@ ĕở ÂM WổW MDACỈU AỀ tëm scma vcëm; vcëm; IỞp; @VVX Wëm ĒỂ tåc; WuẤm /mdåy Mồc gumd Qâf maẠm DXAG DX AƬớMD GẫM cv @ủF IủF GBMA @ủF FÂF AÉMA Xẹ Xẹ .CCC .CCC GBMA @ủF OắMD OCỏZ OCỏZ XC XC GBMA @ủF FÂF Wừ XCẽW WậW WậW .XCC XCC FAƬƥMD @ờ ĕẨZ ĕễ WÅC WÅC .2 2.2 IÐ GL IỵB FAỉM ĕễ WÅC .2 .2 2.? Fƥ Vờ NALB AỉF FỨB ĕễ WÅC .2 2.6 UAấ@ XC MDACËM MDACËM FỡZ ĕễ WÅC ? .? 2.7 @ủF WCËZ MDACËM MDACËM FỡZ FỨB ĕễ WÅC ? .? FAƬƥMD ? Vƥ IƬữF Xễ FÂF WAẽ AỈ WAổMD WCM GC ĕốMD XÅ @× AÉMA AỈ WAổMD W_ZSễM WA×MD AữU WÂF WÂF 66 ?.2 N ÂC ÂC RZÂW Xễ RZÂ W_ÉMA ẮMA WẨMA @ấMD WMD WCM GC ĕốMD ?.? @ấMD WA×MD WCM GC ĕốMD RZB FÂF WAẽ AỈ .: ?.?.2 @Ảmd gc Ēồmd taẼ aỄ ĒẤu tcëm (2D) (2D) :: ?.?.? @Ảmd gc Ēồmd taẼ aỄ taợ ? (?D) (?D) 8 8 ?.?.6 @Ảmd gc Ēồmd taẼ aỄ taợ (6D) (6D) ?.?.7 @Ảmd gc Ēồmd taẼ aỄ taợ (7D) (7D) 25 25 ?.?.: @Ảmd gc Ēồmd taẼ aỄ taợ : (:D) (:D) 22 22 ?.6 AỈ WAổMD W_ZSễM WA×MD AữU WÂF 26 ?.6.2 ĕỎma mdaģb vỂ dcbl taợf dcbl tcẼp tcẼp 26 .26 ?.6.? Fâf vẪm ĒỂ vỂ dcbl taợf `Ảmd `Ảmd 26 26 ?.6.6 Nâc mcỄ` truyỂm tmd aỦp tâf v÷ tuyẼm 27 ?.6.7 UaƵƢmd pâp truyỂm tmd ĒƢm faẴmd vå Ēb faẴmd faẴmd 27 27 FAƬƥMD @× ẮMA AỈ WAổMD WAổMD 24 24 6.2 @× ẮMA ÔM VLMD F×MD 24 6.? DCớC WACỈZ Xễ Nġ WAZẩW FAZSỏM WCẽU .24 6.?.2 Nỳ tauẠt fauyỆm tcẼp tcẼp 24 24 6.?.? Fâf mạm tỒ fầma Ầma aƵỜmd faẪt iƵỦmd nëma truyỂm .?? 6.?.6 Fâf nëma fƢ oẦm oẦm ?6 ?6 6.6 XầM ĕễ ICËM RZBM ĕẽM FAZSỏM WCẽU .?6 ?6 6.6.2 Fâf nģ tauẠt fauyỆm tcẼp gỲb tajl aƵỞmd truyỂm ?6 6.6.? Fâf paƵƢmd paâp fauyỆm tcẼp tcẼp ?7 ?7 6.6 @× ẮMA FỨB DCBL WAỡF FAZSỏM WCẽU ?8 6.6.2 @÷ ắma UV_ UV_ ?8 ?8 6.6.? @÷ ắma WV_ WV_ 6? 6? FAƬƥMD NẽW RZắ @× UAọMD XÅ MAẩM QÃW QÃW .68 .68 7.2 Vƥ ĕở DCắC WAZẩW FỨB ĕễ WÅC 68 7.? MAẩM QÃW FAZMD Xễ @× ẮMA 64 64 7.6 @× UAọMD WAZ ĕƬữF .61 .61 7.7 MAẩM QÃW Xễ NẽW RZắ @× UAọMD 7: FAƬƥMD : NẽW IZẩM XÅ AƬớMD UAÂW W_CỏM FỨB ĕễ WÅC 71 :.2 N ẽẽWW IZẩM FAZMD .71 :.? ỡ MD GủMD XÅ AƬớMD UAÂW W_CỏM 73 :.?.2 ỡmd gỪmd ĒỂ tåc tåc 73 73 :.?.? AƵỞmd paât trcỆm trcỆm 73 73 WÅC ICỈZ WAB@ NAắL NAắL :2 :2 UAủ IủF B B .:6 :6 UAủ IủF O… 8: GBMA @ủF FÂF AÉMA Xẹ AÉMA ?-2; RZÂ W_ÉMA UAÂW W_CỏM @ấMD WMD WCM GC ĕốMD .6 ẮMA ?-?; WAổMD NË WAZË OBL XÅ WAị UAẨM F×MD MDAỈ GC ĕốMD W_ËM WLÅM FẨZ….………………………………………………………………… ẮMA ?-6; IịFA Vứ UÂW W_CỏM WA×MD WCM GC ĕốMD XCỈW MB@ ĕẽM ?522 ……………………………………………………………………………………… : AÉMA ?-7; Vƥ ĕở AỈ WAổMD @ấMD GC GốMD 2D .8 AÉMA ?-:; Vƥ ĕở AỈ WAổMD @ấMD GC ĕốMD ?D .4 ẮMA ?-8; Vƥ ĕở WCËZ FẦ FỨB @ấMD ?D XÅ ?.:D ?.:D AÉMA ?-4; FÂF W_ấMD WAÂC FỨB ĕCỈM WALấC @ấMD ?D ?D AÉMA ?-1; Vƥ ĕở AỈ WAổMD @ấMD GC ĕốMD 6D .3 ẮMA ?-3; Vƥ ĕở WCËZ FẦ FỨB @ấMD 6D 6D 33 AÉMA ?-25; VL VÂMA @ấMD 6D XÅ 7D RZB FÂF ALấW ĕốMD FỨB WACẽW Oị GC ĕốMD ………………………………………………………………………… 25 AÉMA ?-22; @ủF WCËZ OďMD _ốMD FỨB @ấMD :D :D 22 22 ẮMA ?-2?; Gỵ ĕLÂM Vổ IƬữMD MDƬộC GĨMD AƬớMD ĕẽM ?565 .2? AÉMA ?-26; RZÂ W_ÉMA MDACËM FỡZ UÂW W_CỏM @ấMD :D AƬớMD ĕẽM ?5?2……………………………………………………………………………………… 26 ẮMA ?-27; @× ẮMA W_ZSễM WMD AữU WÂF WÂF .27 27 AÉMA ?-2:; @× AÉMA W_ZSễM WA×MD ĕƥM FAẸMD FAẸMD 2: 2: AÉMA ?-28; @× AÉMA AỈ WAổMD W_ZSễM WA×MD ĕB FAẸMD 2: AÉMA ?-24; MďMD IƬữMD _JIBS FAZSỏM WCẽU Vứ GủMD GủMD 28 28 ẮMA 6-2; @× ẮMA AỈ WAổMD ÔM VLMD F×MD 24 F×MD 24 AÉMA 6-?; @CMA ALấ W_LMD Nġ WAZẩW FAZSỏM WCẽU 21 WCẽU 21 ẮMA 6-6; @× ẮMA FAZSỏM WCẽU WCẽU .?5 .?5 AÉMA 6-7; ILấC AÉMA FAZSỏM WCẽU WCẽU .?2 .?2 AÉMA 6-:; Vƥ ĕở DCắC WAZẩW Qứ IÐ WÀM ACỈZ W_LMD W_ZSễM W_ỵF WCẽU XÅ FAZSỏM DCBL MACễZ FAẸMD FAẸMD ?2 ?2 AÉMA 6-8; ACỈM WƬữMD ĕB ĕƬộMD ĕƬộMD ?? ?? AÉMA 6-4; FAZSỏM WCẽU @ốW FACễZ FACễZ ?6 ?6 AÉMA 6-1; FAZSỏM WCẽU ABC FACễZ FACễZ ?6 ?6 AÉMA 6-3; UAƬƥMD UAÂU FAZSỏM WCẽU BH BH .?7 ?7 ẮMA 6-25; UAƬƥMD UÂU FAZSỏM WCẽU GH GH ?: ?: AÉMA 6-22; FÂF MLGJ XÅ AƬớMD W_ZSễM W_LMD @× ẮMA FAZSỏM WCẽU ĕCỏM ẮMA ………………………………………………………………… ?8 AÉMA 6-2?; UAÏM Oổ WAộC DCBM WAZ ALấFA MďMD IƬữMD XÅ FAZSỏM DCBL WA×MD WCM W_LMD @ốW FAZ Nỿ W XớC DCBL WAỡF UV_ ?8 AÉMA 6-26; Vƥ ĕở NAổC FỨB WÀM ACỈZ _JIBS MAẩM ĕƬữF W_LMD DCBL WAỡF UV_ ……………………………………………………………………………?1 ẮMA 6-27; @× ẮMA FAZMD AỈ WAổMD WAổMD 6? .6? ẮMA 6-2:; UẠM Oổ WAộC DCBM WAZ ALấFA MďMD IƬữMD XÅ FAZSỏM DCBL WA×MD WCM W_LMD @ốW FAZ Nỿ W XớC DCBL WAỡF UV_ 6? AÉMA 6-28; Vƥ ĕở NAổC FỨB WÀM ACỈZ _JIBS MAẩM ĕƬữF W_LMD DCBL WAỡF WV_…………………………………………………………………………… 66 AÉMA 7-2; IƬZ ĕở DCắC WAZẩW WAZẩW .68 68 ẮMA 7-?; WMD IƬữMD AỈ WAổMD Xẹ WAJL DCÂ W_ị Δ XớC U V/M5065 (), _ 06 , M 02 , ξa 05.: , ξd0 5.: , ς 05.6 , β 05.6 63 ẮMA 7-6; WMD IƬữMD AỈ WAổMD Xẹ WAJL DCÂ W_ị FỨB UV_ XÅ Β FỨB WV_ XớC UV/M5065 (gO ), _06, M02, ξa 05.: , ξd05.: , δ 05.1 75 ẮMA 7-7; WMD IƬữMD AỈ WAổMD GÓMD GJIBS-IC@CWJG WAJL DCÂ W_ị UV/M5 XớC _06, M02, ξa 05.: , ξd05.: , ς 05.6 , β 0 5.: , δ05.1 72 AÉMA 7-:; QÂF VZầW GừMD AỈ WAổMD GÓMD GJIBS-IC@CWJG WAJL DCÂ W_ị UV/M5 XớC _06, M02, ξa 05.: , ξd05.: , ς 05.6 , β 0 5.: , δ05.1 72 AÉMA 7-8; GZMD IƬữMD AỈ WAổMD GÓMD GJIBS-WLIJ_BMW WAJL DCÂ W_ị UV/M5 XớC _06, M02, ξa 05.: , ξd05.: , ς 05.: , β 0 5.: , δ05.1 7? AÉMA 7-4; WMD IƬữMD AỈ WAổMD GĨMD GJIBS-WLIJ_BMW WAJL DCÂ W_ị UV/M5 XớC _06, M02, ΞA05.:, ΞD05.:, 05.:, Β05.:, Δ05.1 7? ẮMA 7-1; WMD IƬữMD AỈ WAổMD BH WAJL DCÂ W_ị U V/M5 XớC _06, M02, ξa 05.: , ξd05.: , ς 05.: , β 0 5.: , δ05.1 76 AÉMA 7-3; QÂF VZầW GừMD AỈ WAổMD BH FỨB DCBL WAỡF UV_ WAJL DCÂ W_ị UV/M5 NAắL VÂ VÂW W _ Xớ XớCC M0 M02, 2, ξa 05.: , ξd05.: , ς 05.: , β 0 5.: , δ05.1 ………………… …………… …… 76 .76 AÉMA 7-25; WA×MD IƬữMD AỈ WAổMD BH FỨB DCBL WAỡF UV_ WAJL DCÂ W_ị UV/M5 NAắL VÂW _ XớC _06, M02, ξa 05.: , ξd05.: , ς 05.: , β 0 5.: , δ05.1 …………… 77 AÉMA 7-22; QÂF VZầW GừMD AỈ WAổMD BH FỨB DCBL WAỡF WV_ WAJL DCÂ W_ị UV/M5 NAắL VÂ VÂW W _ Xớ XớCC M0 M02, 2, ξa 05.: , ξd05.: , ς 05.: , β 0 5.: , δ05.1 ………… 77 ẮMA 7-2?; WMD IƬữMD AỈ WAổMD BH FỨB DCBL WAỡF WV_ WAJL DCÂ W_ị UV/M5 NAắL VÂW _ XớC _06, M02, ξa 05.: , ξd05.: , ς 05.: , β 0 5.: , δ05.1 ………… 7: GBMA @ủF OắMD OCỏZ 10 ? d a U V ? (2 ) ? ? ? d a UV M a UV M M 5 ? (B.27) WỒf Ēồ truyỂm gẮm _ (octs/dcïy/Az) Wajl f÷md taợf Vabmlm tb fö; _ 0ild? (2 + ζ 5) ζ 5 iå mdƵỢmd `å macỊu fal paãp tẢc mlgj G ζ 50? _∟2 Qâf suẪt gỮmd nac sỠ gỪmd mût fauyỆm tcẼp BH fö taỆ ĒƵỦf tàma maƵ sbu; plut 0p(VM_9ζ 5) (B.2:) Vuy rb ? plut p VM_ 5 p ( d ? UV M 5 a 5 M 5? ? ( UV a UV M 5 5 ? a ) ) (B.28) ĕẴt ? y d > x a ? b UV M 5 5 > (B.24b) o 5 M 5 ? > (B.24o) f U V ? 2 > (B.24f) g UV M 5 5 > (B.24g) (y plut0p (y p bx o (f x ? gx) bx o (fx ? gx) ) ) ? , nac a g / f (B.21) p (y bx o ? (fx gx) ) ? , nac a g / f 68 bz o g /f p lut h x ( z ) p ( y fz ? gz g /f h x ( z )gz 5 h x ( z )(2 j ) gz h x ( z) p( y g /f bz o )gz fz ? gz bz o ( fz ? gz ) d )gz g /f (B.23) Wrlmd Ēö; h x ( z ) z 2 a j a iå ẩ` pạm oỒ xâf suẪt (UGH) vỞc ocẼm mdẮu macëm ? ? z d p( d z ) j x a iå ẩ` pạm oỒ tàfa iuỳ (FGH) vỞc ocẼm mdẮu macëm y d ? Vuy rb f÷md taợf xâf suẪt gỮmd (6.28); plut a j z bx o ? a d fx g gz g (bmbiytcfbi) f (B.?5) Wàma gỲb trëm f÷md taợf aå` Ojssji taé plut maƵ sbu; plut j g f a u b fa u d f a j gu j g f a u N2 (u) (B.?2) 7b fa d XỞc u0 Vuy rb f÷md taợf sẪp xể ; plut j g f a u N2 (u) (bprlxc`btclm) (B.??) Wa÷md iƵỦmd (Warludaput) f÷md taợf; W plut _ plut _ ? W ? (B.?6) Wa÷md iƵỦmd χ ĒƵỦf tàma oẲmd ĒƢm vỎ octs/s/Az Gumd iƵỦmd aỄ taỒmd; 69 z bz o a f z ? gz d j a g H G ( ) p( G ) gz f (B.?7) XỞc; b UV M 5 5 > o 5 M 5 ? > f U V ? > g UV M 5 5 ĕẢl aå` tajl ; h G ( ) H G ( ) ( bz o ) fz ? a g (f z gz ) d ? ? j bz o z a fz ? gz d gz f Gumd iƵỦmd F ĒƵỦf tàma maƵ sbu (6.2:); (B.?:) F 5 h G ( ) ild ? (2 )g (B.?8b) 5 ( bz o) fz ? g (f z ? gz )? d a j z z bz o a fz ? g z d ild ? (2 )gzg (bmbibtcfbi) f (B.?8o) Fÿm tajl f÷md taợf ẩ` ojssji xj` ^:P taé; g H G ( ) p( G ) j f a u N2 u (B.?4) ĕẢl aå` (B.?4); h G ( ) H G ( ) ? u N (u )j ? g f a guN2 ( u)j g f a fa (B.?1) VỠ gỪmd aỄ quẦ faợmd `cma trlmd aå` Ojssji xj` ^?6P; g v ( z N v (z)) zv N v 2 ( z ) gz (B.?3) 70 Vuy rb gumd iƵỦmd aỄ taỒmd sẪp xể (6.28) iå; F ? ( u N (u )j ? g g f a f a guN2 ( u)j f a ) ild ? (2 ) g (bprlxc`btclm) Dcbl taợf WV_ (B.65) 71 W Wau mĆmd iƵỦmd tẢc _ WruyỂm tàm acỄu tỮ WruyỂm tàm acỄu tỮ JA bt _ V-=_ _-=G βW ( 2∟ β ) W / ? ( 2∟ β ) W / ? ? Wàma tlâm tau taẠp mĆmd iƵƢmd (JA) tẢc rjiby; JA δUV a W (B.62) WỮ Ēư, f÷md suẪt truyỂm tỮ `ây fauyỆm tcẼp iå; ? ? δU a W ?δUV a β U_ V W W 2 β (2 ) (2 ) ? ? JA n ?δ β ĕẴt 2 β Vuy rb; U_ nUV a (B.6?) (B.66) ? (B.67) Wrlmd Ēö; 59δ92 iå acỄu suẪt fauyỆm ĒỚc mĆmd iƵỦmd mö paỪ tauồf quâ tréma faểma iƵu vå `Ảfa tau mĆmd iƵỦmd Us iå f÷md suẪt pât truyỂm fỤb trẢ` mduỖm iå aỄ sỒ ocỆu taỎ tể iỄ taỐ taỐcc dcbm gómd ĒỆ ĒỆ truyỂm mĆmd mĆmd iƵỦmd iƵỦmd fal `ây fauyỆm tcẼp (aỄ sỒ taỐc dcbm truyỂm), Qïy gỲmd gcỊm dcẦc fâf f÷md taợf; ≧ Wàm acỄu maẠm ĒƵỦf tẢc _jiby; y _ x V a m_ a U s s t m_ m _, m G iå macỊu (B.6:) tẢp ï` Dbusscbm (BTDM) Ờ rjiby vå Ēàfa vỞc trumd oéma oẲmd 5, paƵƢmd sbc M 5 a iå ocëm Ēồ hbgcm hbgcmdd fỤb nëma truyỂm truyỂm tỮ mlgj mduỖm mduỖm tỞc mlgj mlgj rjiby vå tụm tụm tajl ẩ` `Ạt Ēồ xâf suẪt (aby ĒƵỦf dỀc iå aỄ sỒ nëma truyỂm) 72 yG x _ d m G (B.68) y G Dy_ d m G (B.64) Wrlmd Ēö; mG iå macỊu trẬmd paợf Dbusscbm fö trumd oéma oẲmd vå f÷md suẪt iå M5 d iå ocëm Ēồ hbgcmd fỤb nëma truyỂm tỮ mlgj mduỖm tỞc mlgj rjiby, vå tụm tajl ẩ` `Ạt Ēồ xâf suẪt D iå Ēồ iỦc fauyỆm tcẼp D U _ x _ lut ? y _ cm U s a M 5 J { x 0= (B.61) } U r ? D J { y ? } |a| U s + ml ? _ ? _ (B.63) Waby (B.61) vål; x _ Dy _ ( 0= XẠy U _ ? UV a M 5 y G dx_ mG ) y _ (B.75) (B.72b) dDy _ mG (B.72o) dD(axV m_ ) mG (B.72f) dDaxV dDm_ mG (B.72g) mlcsj sc mbi J VM_ scdmbi pbrt cm J Waby D ? ? ? mlcsj mlcs j pbrt cm vål (B.7?); a d ? ? d ? ? UV D D M5 ? M 5 a ? ? d d M 5 ? UV M 5 D ? (B.7?) 73 ? VM_ ? a d UV U _ ? ? d M 5 U _ a UV M M 5 ? nUV ? a d ? ? ? ? nUV M a d a U V M M 5 ? (B.76) Vuy rb; VM_ ? nUV ? a d ? nUV M a ? ? d a UV M 5 M5 ? (B.77) WỒf Ēồ truyỂm gẮm _(octs/dcïy/Az) Wajl f÷md taợf Vabmlm tb fư; _ 0ild? (2 + ζ 5) ζ 5 iå mdƵỢmd `å macỊu fal paãp tẢc mlgj G ζ 50? _∟2 Qâf suẪt gỮmd nac sỠ gỪmd mût fauyỆm tcẼp BH fö taỆ ĒƵỦf tàma maƵ sbu; ζ p 0p(VM_9 5) Vuy rb lut ? UV M 5 a 5 M 5 ? plut p VM_ 5 p( d ? ) (nUV ? a nUV M 5 5 a ) ? (B.7:) ĕẴt ? y d > x a ? > b UV M 5 5 > o 5 M 5 > ? (B.78b) (B.78o) f nU V ? > (B.78f) g nUV M 5 5 plut0p > (y (B.78g) bx o (f x ? gx) ) (B.74) bx o ? p ( y (fx gx) ) , nac a ? g / f 74 (B.71) p (y bx o (fx ? gx) g /f p lut h x ( z ) p ( y g /f ) ? , nac bz o x 5 fz ? gz h ( z)gz a g / f h x ( z )(2 j )gz h x ( z) p( y g /f bz o )gz fz ? gz bz o ? ( fz gz ) d )gz g /f (B.73) Wrlmd Ēö; h x ( z ) z 2 a j a iå ẩ` pạm oỒ xâf suẪt (UGH) ^8P vỞc ocẼm mdẮu macëm x a ? z p( d ? z ) j d iå ẩ` pạm oỒ tàfa iuỳ iuỳ (FGH) ^8P vỞc ocẼm mdẮu macëm macëm y d ? Vuy rb; plut a j z bx o a fx ? g d gz g (bmbiytcfbi) f (B.:5) Wàma gỲb trëm f÷md taợf ẩ` Ojssji taé plut maƵ sbu; plut j g f a u b fa u d j f a gu j g f a u N2 (u) (B.:2) 7b XỞc u0 Vuy rb; fa d (B.:?) plut j g f a u N2 (u) (bprlxc`btclm) (B.:6) Wa÷md iƵỦmd (Warludaput); W plut _ (2 ) plut _ ? (2 ) W ? Wa÷md iƵỦmd χ ĒƵỦf tàma oẲmd ĒƢm vỎ octs/s/Az (B.:7) 75 Gumd iƵỦmd aỄ taỒmd; H G ( ) p( G ) bz o z ? z gz f a d a j gz g f (B.::) XỞc; b UV M 5 5 > o 5 M 5? > f nU V ? > g nUV M 5 5 > ĕẢl aå` tajl ; G ( bz o ) fz ? j h G ( ) H ( ) ? ? a g (f z gz ) d z bz o ? a fz gz d gz (B.:8) f WỮ Ēö tàma ĒƵỦf gumd iƵỦmd tajl f÷md taợf fầma xâf (6.65); F 5 h G ( ) ild ? (2 )g (B.:4) ( bz o) fz ? 5 g (f z ? gz )? d a j z z bz o a fz ? g z d ild ? (2 )gzg (b (bmbiytcfbi) f (B.:1) Fÿm tajl f÷md taợf ẩ` ojssji tắ; H G ( ) p( G ) j g f a u N2 u (B.:3) ĕẢl aå` (B.:3); h G ( ) H G ( ) ? u N (u )j ? g f a guN2 ( u)j g f a fa (B.85) VỠ gỪmd aỄ quẦ faợmd `cma trlmd aå` Ojssji; g ( z v N v (z)) zv N v 2 ( z ) gz (B.82) 76 Vuy rb gumd iƵỦmd aỄ taỒmd sẪp xể (6.62) iå; F ? ( u N (u )j ? g g f a f a guN2 ( u)j f a ) ild ? (2 ) g (bprlxc`btclm) (B.8?) UAủ IủF O fijbr bii bii> > fif> bii> > filsj bii % NABC OBL DCB W_C FBF OCJM t025]:> ib`gb\a05.:> ib`gb\d05.:> %% bipab05.:> mc05.1> 77 rl05.:> M502> _06> db`b0?]_-2> %% a0sqrt(2/?.*ib`gb\a)*(rbmgm(2,t)+2c*rbmgm(2,t))> d0sqrt(2/?.*ib`gb\d)*(rbmgm(2,t)+2c*rbmgm(2,t))> %% Us05;2;65> %% _a0(bos(a)).]?> _a?0(bos(a)).]7> _d0(bos(d)).]?> hlr hlr c02;ijmdta(Us) c02;ijmdta(Us) %plut sc`uibtclm UsT025.](Us(c)./25) > tu0_a?.*_d.*(UsT.]?).*mc.*rl.*(2-rl)> `bu0(_d.*_a.*mc.*rl.*UsT.*M5+((2rl).*_a.*UsT.*M5)+M5.]?)> VM_0tu./`bu> Ulut\sc`uibtclm(c) su`(VM_ db`b)./t> _\sc`uibtclm(c)0(2-Ulut\sc`uibtclm(c)).*(_./?)> %plut bprlxc`btclm b0db`b.*(2-rl).*M5.*UsT> o0db`b.*M5.]?> f0(UsT.]?).*mc.*rl.*(2-rl)> g0db`b.*M5.*mc.*rl.*UsT> u0sqrt(7.*b./(f.*ib`gb\a.*ib`gb\d))> %plut bmbtcfbi h0E(x) ((jxp(-x./ib`gb\a)).*(jxp(-(b.*x+o)./((f.*x.]?g.*x).*ib`gb\d))))> j0g./f> q0cmtjdrbi(h,j,cmh)> Ulut\bmb(c)02-q./(ib`gb\a)> _\bmb(c)0(2-Ulut\bmb(c)).*(_./?)> jmg %////////////////////////////////YYYYYYYYYYYYYYYYYYYYYYY hlr hlr k02;ijmdta(Us) k02;ijmdta(Us) N0?.*mc.*bipab./(2-bipab)> %plut sc`uibtclm 78 UsT025.](Us(k)./25) > tu20_a?.*_d.*(UsT.]?).*N> `bu20(_d.*_a.*N.*UsT.*M5+_a.*UsT.*M5.*(2-bipab) +M5.]?.*(2-bipab))> VM_0tu2./`bu2> Ulut\sc`uibtclm2(k) su`(VM_ db`b)./t> _\sc`uibtclm2(k)0(2-Ulut\sc`uibtclm(k)).*(2bipab).*(_./?)> %plut bprlxc`btclm b0(db`b.*M5.*UsT.*(2-bipab))> o0(db`b.*M5.]?.*(2-bipab))> f0((UsT.]?).*N)> g0(db`b.*M5.*N.*UsT)> u0(sqrt(7.*b./(f.*ib`gb\a.*ib`gb\d)))> %plut bmbtcfbi h0E(x) ((jxp(-x./ib`gb\a)).*(jxp(-(b.*x+o)./((f.*x.]?g.*x).*ib`gb\d))))> j0g./f> q0cmtjdrbi(h,j,cmh)> Ulut\bmb2(k)02-q./(ib`gb\a)> _\bmb2(k)0(2-Ulut\bmb(k)).*(2-bipab).*(_./?)> jmg %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%% hlr c02;ijmdta(Us) hlr c02;ijmdta(Us) %plut sc`uibtclm UsT025.](Us(c)./25) > tu0_a?.*_d.*(UsT.]?).*mc.*rl.*(2-rl)> `bu0(_d.*_a.*mc.*rl.*UsT.*M5+((2rl).*_a.*UsT.*M5)+M5.]?)> VM_0tu./`bu> %plut bmbtcfbi W20E(db`b,x) ((((db`b.*(2-rl).*M5.*UsT).*x+ (db`b.*M5.]?)).*((UsT.]?).*mc.*rl.*(2-rl)).*x.]?)./ ((((((UsT.]?).*mc.*rl.*(2-rl)).*x.]?)(db`b.*M5.*mc.*rl.*UsT).*x).]?).*ib`gb\a.*ib`gb\d.*db`b) ).*((jxp(-x./ib`gb\a)).*(jxp(-((db`b.*(2rl).*M5.*UsT).*x+(db`b.*M5.]?))./ ((((UsT.]?).*mc.*rl.*(2-rl)).*x.]?(db`b.*M5.*mc.*rl.*UsT).*x).*ib`gb\d)))).*ild?(2+db`b)> fg0E(db`b)((db`b.*M5.*mc.*rl.*UsT)./ ((UsT.]?).*mc.*rl.*(2-rl)))> Flut\bmb(c) cmtjdrbi?(W2,5,cmh,fg,cmh)> 79 F\sc`uibtclm(c)0 su`(ild?(2+VM_))./t> _\sc`uibtclm?(c)0(F\sc`uibtclm(c))./?> _\bmb?(c)0(Flut\bmb(c))./?> jmg hlr k02;ijmdta(Us) hlr k02;ijmdta(Us) %plut sc`uibtclm N0?.*mc.*bipab./(2-bipab)> UsT025.](Us(k)./25) > tu0_a?.*_d.*(UsT.]?).*N> `bu0(_d.*_a.*N.*UsT.*M5+_a.*UsT.*M5.*(2-bipab) +M5.]?.*(2-bipab))> VM_0tu./`bu> %plut bmbtcfbi W20E(db`b,x) ((((db`b.*M5.*UsT.*(2-bipab)).*x+ (db`b.*M5.]?.*(2-bipab))).*((UsT.]?).*N).*x.]?)./ ((((((UsT.]?).*N).*x.]?)(db`b.*M5.*N.*UsT).*x).]?).*ib`gb\a.*ib`gb\d.*db`b)).*(( jxp(-x./ib`gb\a)).*(jxp(-((db`b.*M5.*UsT.*(2-bipab)).*x+ (db`b.*M5.]?.*(2-bipab)))./((((UsT.]?).*N).*x.]?(db`b.*M5.*N.*UsT).*x).*ib`gb\d)))).*ild?(2+db`b)> fg0E(db`b)(db`b.*M5.*N.*UsT)./((UsT.]?).*N)> Flut\bmb2(k) cmtjdrbi?(W2,5,cmh,fg,cmh)> F\sc`uibtclm2(k)0 su`(ild?(2+VM_))./t> _\sc`uibtclm6(k)0((2-bipab).*F\sc`uibtclm2(k))./?> _\bmb6(k)0((2-bipab).*Flut\bmb2(k))./?> jmg hcdurj(2) %%%%%%%%%%%%% pilt(Us,_\sc`uibtclm,'lr' pilt(Us,_\sc`uibtclm, 'lr', ,'`brnjrsczj',25)> '`brnjrsczj',25)> alig lm> lm> pilt(Us,_\bmb,'r;' pilt(Us,_\bmb, 'r;', ,'icmjwcgta',?.:)> 'icmjwcgta',?.:)> lm> > alig lm pilt(Us,_\sc`uibtclm2,'lo' pilt(Us,_\sc`uibtclm2, 'lo', ,'`brnjrsczj' '`brnjrsczj',25)> ,25)> alig lm> lm> 80 pilt(Us,_\bmb2,'o;', pilt(Us,_\bmb2,'o;' ,'icmjwcgta' 'icmjwcgta',?.:)> ,?.:)> alig lm> lm> pilt(Us,_\sc`uibtclm?,'ld' pilt(Us,_\sc`uibtclm?, 'ld', ,'`brnjrsczj' '`brnjrsczj',25)> ,25)> alig lm> lm> pilt(Us,_\bmb?,'d;' pilt(Us,_\bmb?, 'd;', ,'icmjwcgta' 'icmjwcgta',?.:)> ,?.:)> alig lm> lm> pilt(Us,_\sc`uibtclm6,'ln' pilt(Us,_\sc`uibtclm6, 'ln', ,'`brnjrsczj' '`brnjrsczj',25)> ,25)> alig lm> lm> pilt(Us,_\bmb6,'n;' pilt(Us,_\bmb6, 'n;', ,'icmjwcgta' 'icmjwcgta',?.:)> ,?.:)> alig lm> lm> xiboji('Us/Ml(gO)' xiboji( 'Us/Ml(gO)'), ), yiboji('Wa«md yiboji('Wa«md Iímd (octs/s/Az)')> (octs/s/Az)')> s djt(dfb, 'yiboji' 'yiboji')> )> sjt(s, 'HlmtMb`j', 'HlmtMb`j', '.XmWc`j', '.XmWc`j','HlmtVczj' 'HlmtVczj',27)> ,27)> 'Wa«md iímd tấmd BH vàc Us')> tctij('Wa«md tctij( Us')> n djt(dfb, 'tctij' 'tctij')> )> sjt(n, 'HlmtMb`j', 'HlmtMb`j', '.XmWc`j', '.XmWc`j','HlmtVczj' 'HlmtVczj',27)> ,27)> 'GI hlr UV_ wcta Yral 05.: -Vc`uibtclm', ijdjmg('GI ijdjmg( -Vc`uibtclm' ,'GI hlr UV_ wcta Yral 05.:-Bmbiytcfbi', 05.:-Bmbiytcfbi','GI hlr WV_ wcta Ybipab 05.:-Vc`uibtclm', 05.:-Vc`uibtclm' ,'GI hlr WV_ wcta Ybipab 05.:Bmbiytcfbi', Bmbiytcfbi' ,'GW hlr UV_ wcta Yral 05.: -Vc`uibtclm' -Vc`uibtclm', ,'GW hlr UV_ wcta Yral 05.:-Bmbiytcfbi', 05.:-Bmbiytcfbi','GW hlr WV_ wcta Ybipab 05.:-Vc`uibtclm', 05.:-Vc`uibtclm','GW hlr WV_ wcta Ybipab 05.:Bmbiytcfbi' Bmbiytcfbi')> )> drcg lm> lm> alig lm lm> > 81 82 ... δ05 .1 ………… 7: GBMA @ủF OắMD OCỏZ 10 OắMD 7-2; FÂF WA×MD Vổ @× UAọMD ĕễ WÅC………………………… 61 OắMD 7-?; VL VÂMA WA×MD IƬữMD DCBL WAỡF UV_ XÅ WV_ W_LMD GJIBS-IC@CWWJG…………………………………………………………… 7? 11 ... @× UAọMD WAZ ĕƬữF . 61 . 61 7.7 MAẩM QÃW Xễ NẽW RZắ @× UAọMD 7: FAƬƥMD : NẽW IZẩM XÅ AƬớMD UAÂW W_CỏM FỨB ĕễ WÅC 71 :.2 N ẽẽWW IZẩM FAZMD . 71 :.? ỡ MD GủMD XÅ AƬớMD UAÂW W_CỏM... M02, ΞA05.:, ΞD05.:, 05.:, Β05.:, Δ05 .1 7? AÉMA 7 -1; WA×MD IƬữMD AỈ WAổMD BH WAJL DCÂ W_ị U V/M5 XớC _06, M02, ξa 05.: , ξd05.: , ς 05.: , β 0 5.: , δ05 .1 76 AÉMA 7-3; QÂF VZầW GừMD