数学建模中的整规划问题(3)

X511 0.000000 0.000000 X68 10000.00 0.000000 X69 0.000000 30.00000 X610 10000.00 0.000000 X611 20000.00 0.000000 X76 0.000000 220.0000 X77 0.000000 160.0000 X78 0.000000 40.00000 X710 0.000000 0.000000 X711 0.000000 180.0000 X87 0.000000 190.0000 X89 25000.00 0.000000 X810 0.000000 80.00000 X811 0.000000 240.0000 B3 0.000000 -0.4390000E+08 B4 1.000000 50000.00 B5 0.000000 -0.3880000E+08 B6 1.000000 400000.0 X17 0.000000 0.000000 X110 0.000000 0.000000 X59 0.000000 50.00000 B1 1.000000 0.000000 B2 1.000000 0.000000

Row Slack or Surplus Dual Price 1 0.2280000E+08 -1.000000 2 10000.00 0.000000 3 125000.0 0.000000 4 30000.00 0.000000 5 0.000000 70.00000

6 100000.0 0.000000 7 0.000000 60.00000 8 30000.00 0.000000 9 0.000000 120.0000 10 0.000000 50.00000 11 0.000000 100.0000 12 0.000000 50.00000 13 0.000000 80.00000 14 0.000000 100.0000 15 0.000000 150.0000 16 0.000000 -100.0000 17 0.000000 -200.0000 18 0.000000 -100.0000 19 0.000000 -200.0000 20 0.000000 -150.0000 21 0.000000 -230.0000 22 0.000000 -130.0000 23 0.000000 0.000000 24 360000.0 0.000000 25 400000.0 0.000000 26 350000.0 0.000000 27 0.000000 0.000000 28 0.000000 0.000000 29 360000.0 0.000000 30 400000.0 0.000000 31 0.000000 40.00000 32 0.000000 60.00000 33 400000.0 0.000000 34 375000.0 0.000000 35 390000.0 0.000000

36 370000.0 0.000000 37 400000.0 0.000000 38 400000.0 0.000000 39 400000.0 0.000000 40 400000.0 0.000000 41 400000.0 0.000000 42 400000.0 0.000000 43 350000.0 0.000000 44 0.000000 0.000000 45 0.000000 0.000000 46 0.000000 80.00000 47 0.000000 30.00000 48 390000.0 0.000000 49 400000.0 0.000000 50 390000.0 0.000000 51 380000.0 0.000000 52 0.000000 0.000000 53 0.000000 0.000000 54 0.000000 0.000000 55 0.000000 0.000000 56 0.000000 0.000000 57 400000.0 0.000000 58 375000.0 0.000000 59 400000.0 0.000000 60 400000.0 0.000000

假设B2扩建：

min=50*X10+50*X11+100*X12+20*X13+60*X14+40*X15+100*X16+150*X18+200*X19+100*X111+30*X21+50*X22+20*X23+40*X24+30*X25+200*X26+150*X37+50*X38+

150*X39+100*X311+100*X46+50*X47+50*X48+100*X49+50*X410+150*X57+200*X58+50*X510+150*X511+20*X68+150*X69+50*X610+150*X611+120*X76+60*X77+40*X78+30*X710+80*X711+40*X87+50*X89+60*X810+90*X811+100000*(B3-1)+50000*(B4-1)+1200000*B5+400000*B6+300000;

x10+x11+x12+x13+x14+x15+x16+x17+x18+x19+x110+x111<150000; x21+x22+x23+x24+x25+x26<200000; x10<70000; x11+x21<70000; x12+x22<100000; x13+x23<40000; x14+x24<30000; x15+x25<25000;

x37+x38+x39+x311

x46+x47+x48+x49+x410

x16>50000; x37>10000;

x18+x38+x48+x58+x68+x78>40000; x19+x39+x49+x69+x89>35000; x410>60000; x511+x611>20000;

B1+B2+B3+B4+B5+B6<4; X10<400000*B1;

X11<400000*B2; X21<400000*B2; X12<400000*B3; X22<400000*B3; X13<400000*B4; X23<400000*B4; X14<400000*B5; X24<400000*B5; X15<400000*B6; X25<400000*B6; X37<400000*B1; X38<400000*B1; X39<400000*B1; X311<400000*B1; X46<400000*B2; X47<400000*B2; X48<400000*B2; X49<400000*B2; X410<400000*B2; X57<400000*B3; X58<400000*B3; X510<400000*B3; X511<400000*B3; X68<400000*B4; X69<400000*B4; X610<400000*B4; X611<400000*B4; X76<400000*B5; X77<400000*B5; X78<400000*B5;