Теория массового обслуживания. Сивохин А.В - 217 стр.

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217
p
2
t( ) = 0.193938197756060971, p
3
t( ) = 0.0767611166376077070, p
4
t( ) = 0.0214554636189992730,
p
5
t( ) = 0.00362142992589572100, p
6
t( ) = 0.00762992763168156545, p
7
t( ) = 0.00801257114931022349,
p
8
t( ) = 0.00885149465672318594, p
9
t( ) = 0.00960372737250885650, p
10
t( ) = 0.0103367721155086037,
p
11
t( ) = 0.0110473551204034737, p
12
t( ) = 0.0117384265968923340, p
13
t( ) = 0.0124120695863810267,
p
14
t( ) = 0.0130699345858812256, p
15
t( ) = 0.0137134470997712174, p
16
t( ) = 0.0143438239268334523]
> add(rhs(Lpi[4][i]), i=2..18);
0.9999999999
> Lpi[5]:=Runge_Kutt(5.0);
Lpi
5
:= [t = 5.0, p
0
t( ) = 0.247130783680776068, p
1
t( ) = 0.304456603249013136,
p
2
t( ) = 0.187438476122380154, p
3
t( ) = 0.0768287070080579810, p
4
t( ) = 0.0235260635149955808,
p
5
t( ) = 0.00568308730621739680, p
6
t( ) = 0.00993612383644102565, p
7
t( ) = 0.0105019650926381770,
p
8
t( ) = 0.0115179769516059044, p
9
t( ) = 0.0124363602063076451, p
10
t( ) = 0.0133269693967702757,
p
11
t( ) = 0.0141876006701798126, p
12
t( ) = 0.0150223990472524299, p
13
t( ) = 0.0158339879740472568,
p
14
t( ) = 0.0166247892366217474, p
15
t( ) = 0.0173967082637673937, p
16
t( ) = 0.0181513984429293902]
> add(rhs(Lpi[5][i]), i=2..18);
0.9999999999
> Lpi[6]:=Runge_Kutt(10.0);
Lpi
6
:= [t = 10.0, p
0
t( ) = 0.245939912633192926, p
1
t( ) = 0.303243162039364855,
p
2
t( ) = 0.186947713718024322, p
3
t( ) = 0.0768335722755819074, p
4
t( ) = 0.0236822325232051364,
p
5
t( ) = 0.00583863794303997840, p
6
t( ) = 0.0101101442850368099, p
7
t( ) = 0.0106897362516730054,
p
8
t( ) = 0.0117191984043930070, p
9
t( ) = 0.0126500628566685990, p
10
t( ) = 0.0135525254206395694,
p
11
t( ) = 0.0144245794582611338, p
12
t( ) = 0.0152701186238160970, p
13
t( ) = 0.0160921663308310134,
p
14
t( ) = 0.0168929875594847242, p
15
t( ) = 0.0176745891655096174, p
16
t( ) = 0.0184386605112796670]
> add(rhs(Lpi[6][i]), i=2..18);
1.000000000
> Lpi[7]:=Runge_Kutt(200.0);
Lpi
7
:= [t = 200.0, p
0
t( ) = 0.245925252968216268, p
1
t( ) = 0.303228224536199797,
p
2
t( ) = 0.186941672382945928, p
3
t( ) = 0.0768336324737090848, p
4
t( ) = 0.0236841533088042074,
p
5
t( ) = 0.00584055847701554516, p
6
t( ) = 0.0101122744680407165, p
7
t( ) = 0.0106920607136863372,
p
8
t( ) = 0.0117216772751894944, p
9
t( ) = 0.0126526643349029102, p
10
t( ) = 0.0135553489784877250,
p
11
t( ) = 0.0144274582009439895, p
12
t( ) = 0.0152731829452991304, p
13
t( ) = 0.0160953458287861132,
p
14
t( ) = 0.0168962851885516990, p
15
t( ) = 0.0176780113010825864, p
16
t( ) = 0.0184421966181850632]
     p2(t) = 0.193938197756060971, p3(t) = 0.0767611166376077070, p4(t) = 0.0214554636189992730,

     p5(t) = 0.00362142992589572100, p6(t) = 0.00762992763168156545, p7(t) = 0.00801257114931022349,

     p8(t) = 0.00885149465672318594, p9(t) = 0.00960372737250885650, p10(t) = 0.0103367721155086037,

     p11(t) = 0.0110473551204034737, p12(t) = 0.0117384265968923340, p13(t) = 0.0124120695863810267,

     p14(t) = 0.0130699345858812256, p15(t) = 0.0137134470997712174, p16(t) = 0.0143438239268334523]


>   add(rhs(Lpi[4][i]), i=2..18);
                                              0.9999999999

>   Lpi[5]:=Runge_Kutt(5.0);
Lpi5 := [t = 5.0, p0(t) = 0.247130783680776068, p1(t) = 0.304456603249013136,

     p2(t) = 0.187438476122380154, p3(t) = 0.0768287070080579810, p4(t) = 0.0235260635149955808,

     p5(t) = 0.00568308730621739680, p6(t) = 0.00993612383644102565, p7(t) = 0.0105019650926381770,

     p8(t) = 0.0115179769516059044, p9(t) = 0.0124363602063076451, p10(t) = 0.0133269693967702757,

     p11(t) = 0.0141876006701798126, p12(t) = 0.0150223990472524299, p13(t) = 0.0158339879740472568,

     p14(t) = 0.0166247892366217474, p15(t) = 0.0173967082637673937, p16(t) = 0.0181513984429293902]


>   add(rhs(Lpi[5][i]), i=2..18);
                                              0.9999999999

>   Lpi[6]:=Runge_Kutt(10.0);
Lpi6 := [t = 10.0, p0(t) = 0.245939912633192926, p1(t) = 0.303243162039364855,

     p2(t) = 0.186947713718024322, p3(t) = 0.0768335722755819074, p4(t) = 0.0236822325232051364,

     p5(t) = 0.00583863794303997840, p6(t) = 0.0101101442850368099, p7(t) = 0.0106897362516730054,

     p8(t) = 0.0117191984043930070, p9(t) = 0.0126500628566685990, p10(t) = 0.0135525254206395694,

     p11(t) = 0.0144245794582611338, p12(t) = 0.0152701186238160970, p13(t) = 0.0160921663308310134,

     p14(t) = 0.0168929875594847242, p15(t) = 0.0176745891655096174, p16(t) = 0.0184386605112796670]


>   add(rhs(Lpi[6][i]), i=2..18);
                                              1.000000000

>   Lpi[7]:=Runge_Kutt(200.0);
Lpi7 := [t = 200.0, p0(t) = 0.245925252968216268, p1(t) = 0.303228224536199797,

     p2(t) = 0.186941672382945928, p3(t) = 0.0768336324737090848, p4(t) = 0.0236841533088042074,

     p5(t) = 0.00584055847701554516, p6(t) = 0.0101122744680407165, p7(t) = 0.0106920607136863372,

     p8(t) = 0.0117216772751894944, p9(t) = 0.0126526643349029102, p10(t) = 0.0135553489784877250,

     p11(t) = 0.0144274582009439895, p12(t) = 0.0152731829452991304, p13(t) = 0.0160953458287861132,

     p14(t) = 0.0168962851885516990, p15(t) = 0.0176780113010825864, p16(t) = 0.0184421966181850632]


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