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(3.5)>5DVFVT=B :>@5;OFVW 4>@V2=NT 0,9 ?@8 n = 0, ”"A:=170,14 <:A/<. &N 25;8G8=C 28:>@8AB>2C20;8 2 @V2=O==V A5@54=L>3> G0AC. >?@02:0 70 3;8=8ABVABL C @V2=O==V V=B5@20;L=>3> G0AC =5 22>48;0AL, >A:V;L:8 ?>@>48 7 G8AB> 3;8=8AB8<, F5<5=BCNG8< <0B5@V0;>< 7CAB@VG0NBLAO @V4:>, 0 :0@1>=0B=V V :@5<=VT2V A:;04>2V F5<5=BC 70 A2>W<8 0:CAB8G=8<8 2;0AB82>ABO<8 1;87L:V 4> 2;0AB82>AB59 A:5;5BC.01>@0B>@=V 4>A;V465==O ?>:070;8, I> @V7=8FO 2 H284:>ABOE ?@C6=8E E28;L 2 ?>@>40E, =0A8G5=8E @V7=8<8 D;NW40<8 =V25;NTBLAO V7 71V;LH5==O< B8A:C =0 A:5;5B ?>@>48. /:I> C 28A>:>?>@8AB8E, 4>1@5 2V4A>@B>20=8E 307>=0A8G5=8E ?VA:>28:0E 7<5=H5==O H284:>ABV ?@C6=8E E28;L 2 0B<>AD5@=8E C<>20E 4>AO30T 26 %, B> ?@8 B8A:C =0 A:5;5B 40 0, FO @V7=8FO =5 ?5@528ICT 8 %, 0 4;O ?>@V4 7 =87L:>N AB8A;82VABN A:5;5B0 2AL>3> 3%. @8ACB=VABL =0DB8 B0:>6 A?@8G8=OT 4> 7=865==O H284:>ABV 2 0B<>AD5@=8E C<>20E =0 16 % V 2 ?>@>40E 7 =87L:>N AB8A;82VABN =0 10 %. 0 B8A:C 40 0 7<5=H5==O H284:>ABV =5 ?5@528ICT, 2V4?>2V4=>, 7 % V 3 % [17, 18]. @8 3;81>:><C ?@>=8:=5==V DV;LB@0BC 1C@>2>3> @>7G8=C ?>?@02:8 =0 70;8H:>2V =0DBC V 307 <>6CBL 1CB8 I5 =86GV.A:V;L:8 @04VCA 4>A;V465==O 0:CAB8G=8< <5B>4>< C 1V;LH>ABV A25@4;>28= =5 ?5@528ICT 10-20 A< V 7=0E>48BLAO 2 <560E 7>=8 ?@>=8:=5==O DV;LB@0BC, B> ?>?@02:0 70 70;8H:>2V =0DBC V 307 =5 22>48;0AL. 2@0EC20==O< ;01>@0B>@=8E 4>A;V465=L V @5:><5=40FV9 @>1>B8 [19] @V2=O==O A5@54=L>3> G0AC ?@89<0T 283;O4: EMBED Equation.3 ,(3.6) >7@0E>20=V 7=0G5==O :>5DVFVT=B0 ?>@8AB>ABV 70 @V2=O==O< V=B5@20;L=>3> G0AC B@>E8 28IV 2V4 7=0G5=L, 287=0G5=8E 70 70;56=VABN, 2AB0=>2;5=>N 70 40=8<8 ;01>@0B>@=8E 4>A;V465=L. A:V;L:8 >AB0==V ?@>2>48;8AL 2 C<>20E 1;87L:8E 4> ?;0AB>28E, B> 70 >A=>2C 1@0;8AL 7=0G5==O, @>7@0E>20=V 70 D>@<C;>N 5.5. 87=0G5==O ?>@8AB>ABV <5B>4>< 5;5:B@8G=8E >?>@V25B>4 5;5:B@8G=8E >?>@V2 107CTBLAO =0 70;56=>ABOE <V6 ?>@8ABVABN 2>4>=>A=8E ?;0ABV2 V WE 5;5:B@8G=8< >?>@><. >A=>2V <5B>4C ;568BL 70;56=VABL: n = f(n),(3.7)45 n ?0@0<5B@ ?>@8AB>ABV;n :>5DVFVT=B ?>@8AB>ABV.04 ?>1C4>2>N FVTW 70;56=>ABV 4;O @V7=8E @>4>28I ?@0FN20;8 #:@ , $"#, &. >1C4>20=V 70;56=>ABV VAB>B=> =5 2V4@V7=O;8AL V B><C .$.C18=N: [20] 70?@>?>=C202 C=V25@A0;L=V 70;56=>ABV 4;O :>;5:B>@V2 @>4>28I >@8A;02AL:>->:CBAL:>W 7>=8 0@?0B 2V4?>2V4=>: n = EMBED Equation.3 ,(3.8) n = EMBED Equation.3 . (3.9)&V 70;56=>ABV ?>1C4>20=V 4;O ?>25@E=528E C<>2. ;O 2@0EC20==O B5@<>10@8G=8E C<>2 28:>@8AB>2C20;0AL 5<?V@8G=0 70;56=VABL: n = EMBED Equation.3 ,(3.10)45 0 V m 7=0G5==O ?>ABV9=8E 2 107>2V9 70;56=>ABV 4;O C<>2 V 287=0G0;8AL 7 @V2=O=L:0 = 3-0,25 + 0,52,(3.11)m = 0,9( 30,08 ( +0,65.(3.12)45 3 3V@AL:89 B8A:, 0.V@AL:89 B8A: @>7@0E>2CTBLAO 70 D>@<C;>N: 3 = EMBED Equation.3 ,(3.13)45 3;818=0 70;O30==O, <.&V 70;56=>ABV ?>1C4>20=V ?@8 =0A8G5=>ABV :5@=C 28A>:><V=5@0;V7>20=>N 2>4>N (200 3/;) V =5 2@0E>2CNBL O28I ?>25@E=52>W ?@>2V4=>ABV. "><C, 2 @>1>BV (19( (5;5=:> .., ?@>2V2H8 ;01>@0B>@=V 4>A;V465==O 4;O DV:A>20=>3> 5D5:B82=>3> B8A:C ?@8 B5<?5@0BC@V 50 °! 4;O @V7=8E <V=5@0;V70FV9, ?@>?>=CT 70;56=>ABV 70 D>@<C;>N 3.9 7 2@0EC20==O< ?>25@E=52>W ?@>=8:=>ABV (B01;8FO 3.2)."01;8FO 3.2 - 0;56=VABL ?0@0<5B@C ?>@8AB>ABV 2V4 7<V=8 <V=5@0;V70FVW @>7G8=C?V@ @>7G8=C, <(<"8A:, 00;56=VABL1,440 n = 0,076n-1,60,340 n = 0,078n-1,720,0840 n = 0,078n-1,90,0540 n = 0,075n-1,950,0340 n = 0,072n-2,1;O 287=0G5==O ?>@8AB>ABV =0DB>307>=>A=8E ?;0ABV2 <5B>4>< >?>@V2 28:>@8AB>2C20;0AL 70;56=VABL: EMBED Equation.3 ,(3.14)45 n :>5DVFVT=B ?>@8AB>ABV;Б?7 ?8B><89 >?V@ ?@><8B>W 7>=8, <(<;Q ?>?@02>G=89 :>5DVFVT=B 70 70;8H:>2C =0DB>=0A8G5=VABL;0 V m - AB@C:BC@=V :>5DVFVT=B8, 287=0G5=V ;01>@0B>@=8<8 4>A;V465==O<8.8EV4=8<8 40=8<8 4;O 28G8A;5==O :>5DVFVT=BV2 ?>@8AB>ABV ?;0AB0 T >?>@8 ?@><8B>W 7>=8 Б?7, 287=0G5=V 70 40=8<8 , 01> 7>=8 ?@>=8:=5==O Б”.5 702648 704>2V;L=0 O:VABL 70?8AC :@828E , I> 2?;820T =0 4>AB>2V@=VABL 287=0G5==O >?>@C ?@><8B>W
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