Эффективность координированного управления
Дипломная работа - Разное
Другие дипломы по предмету Разное
14--15--16--17--18--19--20--21--22--23--24--25--26--27--28--29--30--31--32--33--34--35--Табл.П.1.2
Табл.П.1.3
РаботаМесяцы (ti)Млн. руб. (Ci)Ki=(Ci-Ci)/(ti-ti)A25.8B21.9CГ3.5D36.4E24.5F27.2G37.8H24.7I39.9J22.0K25.9L38.2M38.8N27.1O38.5P23.4Q22.5
Приложение 2
Data file: var. 22
Linear Programming Data Screen
Number of constraints (2-99) 32 Number of variables (2-99) 26 minimize
minimize + 2.6yl + 2.3y4 + 3.2y5 + 3y6 + .6y7 + 3.7y8 + 2.4yl0 + 3.2yll + 1.8yl2 + 2.8yl3 + 1.5yl4
const 1 + 1x1 = 0const 2 - 1x1 + 1x2 + lyl > 3const 3 - 1x1 + 1x3 + ly2 > 2const 4 - 1x1 + 1x4 + ly3 > 4const 5 - 1x3 + 1x5 + ly5 > 3const 6 - 1x2 + 1x6 + ly4 > 4const 7 - 1x5 + 1x6 + ly9 > 2const 8 - 1x3 + 1x7 + ly7 > 3const 9 - 1x4 + 1x7 + ly8 > 4const 10 - 1x3 -+- 1x8 + ly6 > 4const 11 - 1x5 + 1x8 + lylO > 3const 12 - 1x7 + 1x8 + lyll > 4const 13 - 1x8 + 1x9 + lyl3 > 3const 14 - 1x7 + 1x10 + lyl2 > 5const 15 - 1x9 + 1x10 + lyl4 > 3const 16 - 1x10 + 1x11 + lyl5 > 2const 17 + 1x11 < 19const 18 + lyl < 1const 19 + ly2 < 0const 20 + ly3 < 0const 21 + ly4 < 1const 22 + ly5 < 1const 23 + ly6 < 1const 24 + ly7 < 1const 25 + ly8 < 1const 26 + ly9 < 0const 27 + lylO < 1const 28 + lyll < 1const 29 + lyl2 < 2const 30 + lyl3 < 1const 31 + lyl4 < 1const 32 + lyl5 < 0
Приложение 3
Data file:var.22 Linear Programming Data Screen
Number of constraints (2-99) 32 Number of variables (2-99) 26
minimize
minimize + 2.6yl + 2.3y4 + 3,2y5 + 3y6 + .6y7 + 3.7y8 + 2.4yl0 + 3.2yll+ 1.8yl2 + 2.8yl3 + 1.5yl4const 1: + 1x1 = 0const 2: - 1x1 + 1x2 + lyl > 3const 3: - 1x1 + 1x3 + ly2 > 2const 4: - 1x1 + 1x4 + ly3 > 4const 5: - 1x3 + 1x5 + ly5 > 3const 6: - 1x2 + 1x6 + ly4 > 4const 7: - 1x5 + 1x6 + ly9 > 2const 8: - 1x3 + 1x7 + ly7 > 3const 9: - 1x4 + 1x7 + ly8 > 4const10: - 1x3 + 1x8 + ly6 > 4const11: - 1x5 + 1x8 + lylO > 3const12: - 1x7 + 1x8 + lyll > 4const13: - 1x8 + 1x9 + lyl3 > 3const14: - 1x7 + 1x10 + lyl2 > 5const15: - 1x9 + 1x10 + lyl4 > 3const16: - 1x10 + 1x11 + lyl5 > 2const17: + 1x11 < 18const18: + lyl < 1const19: + ly2 < 0const20: + ly3 < 0const21: + ly4 < 1const22: + ly5 < 1const23: + ly6 < 1const24: + ly7 < 1const25: + ly8 < 1const26: + ly9 < 0const27: + lylO < 1const28: + lyll < 1const29: + lyl2 < 2const30: + lyl3 < 1const31: + lyl4 < 1const32: + lyl5 < 0
Приложение 3.1.
Data file:anna Linear Programming Solution
Number of constraints (2-99) 32 Number of variables (2-99) 26
minimize
Solution value = 4.3Multiple Optimal Solutions Exist
OptimalReducedOriginalLowerUpper
ValueCostCoeficntLimitLimitxl0.000.000.000.000.00x26.000.000.000.000.00x35.000.000.000.000.00x44.000.000.000.000.00x58.000.000.000.000.00x610.000.000.000.000.00x78.000.000.00-2.80.9000001x812.000.000.00-2.80.4000001x914.000.000.00-Infinity1.30xlO16.000.000.00-Infinity2.80xll18.000.000.00-Infinity2.80y10.002.602.600.00Infinityy20.000.000.000.000.00y30.000.000.00-Infinity2.80y40.002.302.300.00Infinityy50.003.203.200.^)0Infinityy60.003.003.000.00Infinityy70.000.600.600.00Infinityy80.000.903.702.80infinityy90.000.000.000.000.00yl00.002.402.400.00Infinityyll0.000.403.202.80Infinityyl20.001.801.800.00Infinityyl31.000.002.801.503.20yl41.000.001.50-Infinity2.80yl50.000.000.00-Infinity2.80
Приложение 4.
Data file:var.22 Linear Programming Data Screen
Number of constraints (2-99) 32 Number of variables (2-99) 26
minimize
minimize + 2.6yl + 2.3y4 + 3.2y5 + 3y6 + .6y7 + 3.7y8 + 2.4yl0 + 3.2yll+ 1.8yl2 + 2.8yl3 + 1.5yl4const 1: + 1x1 = 0const 2: - 1x1 + 1x2 + lyl > 3const 3: - 1x1 + 1x3 + ly2 > 2const 4: - 1x1 + 1x4 + ly3 > 4const 5: - 1x3 + 1x5 + ly5 > 3const 6: - 1x2 + 1x6 + ly4 > 4const 7: - 1x5 + 1x6 + ly9 > 2const 8: - 1x3 + 1x7 + ly7 > 3const 9: - 1x4 + 1x7 + ly8 > 4const 10: - 1x3 + 1x8 + ly6 > 4const 11: - 1x5 + 1x8 + lylO > 3const 12: - 1x7 + 1x8 + lyll > 4const 13: - 1x8 + 1x9 + lyl3 > 3const 14: - 1x7 + 1x10 + lyl2 > 5const 15: - 1x9 + 1x10 + lyl4 > 3const 16: - 1x10 + 1x11 + lyl5 > 2const 17: + 1x11 < 17const 18: + lyl < 1const 19: + ly2 < 0const 20: + ly3 < 0const 21: + ly4 < 1const 22: + ly5 < 1const 23: + ly6 < 1const 24: + ly7 < 1const 25: + ly8 < 1const 26: + ly9 < 0const 27: + lylO < 1const 28: + lyll < 1const 29: + lyl2 < 2const 30: + lyl3 < 1сonst 31: + lyl4 < 1const 32: + lyl5 < 0
Приложение 5.
Data file:var.22 Linear Programming Data Screen
Number of constraints (2-99) 32 Number of variables (2-99) 26
minimize
minimize + 2.6yl + 2.3y4 + 3. 2y5 + 3y6 + . 6y7 + 3.7y8 + 2.4yl0 + 3.2yll + 1.8yl2 + 2.8yl3 + 1.5yl4const 1 + 1x1 = 0const 2 - 1x1 + 1x2 + lyl > 3const 3 - 1x1 + 1x3 + ly2 > 2const 4 - 1x1 + 1x4 + ly3 > 4const 5 - 1x3 + 1x5 + ly5 > 3const 6 - 1x2 + 1x6 + ly4 > 4const 7 - 1x5 + 1x6 + ly9 > 2const 8 - 1x3 + 1x7 + ly7 > 3const 9 - 1x4 + 1x7 + ly8 > 4const 10 - 1x3 + 1x8 + ly6 > 4const 11 - 1x5 + 1x8 + lylO > 3const 12 - 1x7 + 1x8 + lyll > 4const 13 - 1x8 + 1x9 + lyl3 > 3const 14 - 1x7 + 1x10 + lyl2 > 5const 15 - 1x9 + 1x10 + lyl4 > 3const 16 - 1x10 + 1x11 + lyl5 > 2const 17 + 1x11 < 16const 18 + lyl < 1const 19 + ly2 < 0const 20 + ly3 < 0const 21 + ly4 < 1const 22 + ly5 < 1
const 23 + ly6 < 1
const 24 + ly7 < 1
const 25 + ly8 < 1
const 26 + ly9 < 0
const 27 + lylO < 1
const 28 + lyll < 1
const 29 + lyl2 < 2
const 30 + lyl3 < 1
const 31 + lyl4 < 1
const 32 + lyl5 < 0
Приложение 5.1.
Data file: var. 22 Linear Programming Solution
Number of constraints (2-99) 32 Number of variables (2-99) 26
minimize
Solution value =11.2Multiple Optimal Solutions Exist
OptimalReducedOriginalLowerUpper
ValueCostCoeficntLimitLimitxl0.000.000.000.000.00x25.000.000.000.000.00x34.000.000.000.000.00x44.000.000.00-3.70Infinityx57.000,000.000.000.00x69.000.000.000.000.00x77.000.000.00Infinity0.50x810.000.000.00Infinity.9000001x912.000.000.00---Infinity2.20xlO14.000.000.00Infinity3.70xll16.000.000.00Infinity3.70y120.002.602.600.00Infinityy20.000.000.000.000.00y30.000.000.00Infinity3.70y40.002.302.300.00Infinityy50.003.203.200.00Infinityy60.003.003.000.00Infinityy70.000.600.600.00Infinityy81.000.003.703.20Infinityy90.000.000.000.000.00ylO0.002.402.400.00Infinityyll1.000.003.20Infinity3.70yl20.001.801.800.00Infinityyi31.000.002.80Infinity3.70yl41.000,001.50Infinity3,70yl50.000.000.00Infinity3,70
Приложение 6.
Data file:var.22 Linear Programming Data Screen
Number of constraints (2-99) 18 Number of variables (2-99) 35
maximize
maximize + 1Iconst 1: + lal =2.1const 2: + 1bl =2.1const 3: + 1cl =2.3const 4: - 1.06al + la2 + 1dl =2.2const 5: - 1.06bl + lb2 + le1 =1.9const 6: 1.06cl + lc2 - 1.015el + le2 = .1const 7: + 1.06a2 - la3 + 1.06dl - ld2 =1.1const 8: + 1.015a3 - la4 + 1.06b2 - lb3 = 1.6const 9: + 1.015b3 - lb4 + 1.06c2 - lc3 + 1.06e2 - le3 = 1const 10: + 1.015b4 - lb5 + 1.06d2 - ld3 = .2const 11: + 1.06a4 - la5 + 1.015b5 - lb6 + 1.035c3 - lc4 = 1.4const 12: + 1.015c4 - lc5 + 1.035d3 - ld4 + 1.06e3 - le4 =2.4const 13: + 1.06a5 - la6 + 1.06b6 - lb7 + 1.035d4 - ld5 = 1const 14: + 1.06c5 - lc6 + 1.06e4 - le5 = 1const 15: + 1.015e5 - le6 = 1const 16: + 1.06a6 - la7 + 1.06b7 - lb8 + 1.06d5 - ld6 = 0const 17: + 1.06c6 - lc7 = 0const 18: + 1.035a7 + 1.035b8 + 1.015c7 + 1.035d6 + 1.06e6 1I = 0
Приложение 7.
Data file: var.22 Linear Programming Solution
Number of constraints (2-99) 20 Number of variables (2-99) 40 maximize
Solution value= 2.430179Multiple Optimal SolutionsExist
OptimalReducedOriginalLowerUpper
ValueCostCoeficntLimitLimita12.100.000.000.000.00a24.4260.000.000.000.00a31.7492020.000.000.000.00a40.000.000.000.000.00a50.000.000.000.000.00a60.000.000.000.000.00a72,2926220.000.000.000,00b12.100.000.000.000.00b22.755430,000.000.000.00b31.3207550.000.000.000.00b40.000.000.000.000,00b50.000.000.000.000.00b60.000.000.000.000,00b70.000.000.000.000.00c12.300.000.000.000.00c23.929130.000.000.000.00c30.00.0112850.00-Infinity0112849c40.000.000.000.000.00c50.000.000.000.000.00c60.000.000.000.000.00c70.000.000.000.000.00d10.000.000.000.000.00d21.8423570.000.000.000.00d31.75290.000.000.000.00d4.98522170.000.000.000.00d50.00.0052860.00-Infinity 0.005286d63.1062470.000.000.000.00d70.000.000.000.000.00e11.3705710.000.000.000.00e20.000.000.000.000.00e34.9753010.000.000.000.00e43.8738180.000.000.000.00e50.00.0100430.00-Infinity0100435e6.98522170.000.000-000.00e70.000.000.000.000.00e80.00.0047040.00-Infinity0047045f11.8728510.000.000.000.00f20.000.000,000.000.00f30.000.000,000.000.00I2.430180.001.001.001.00Приложение 8.
Data file: Var.22 Linear Programming Solution
Number of constraints (2-99) 18 Number