Model: Objective function and plant constraints

This commit is contained in:
2023-12-06 11:50:03 -06:00
parent 0da66b571a
commit d41ff30326
10 changed files with 273 additions and 32 deletions

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@@ -5,6 +5,79 @@ using JuMP
function model_build_test()
instance = RELOG.parsefile(fixture("simple.json"))
model = RELOG.build_model(instance, optimizer=HiGHS.Optimizer, variable_names=true)
print(model)
end
model = RELOG.build_model(instance, optimizer = HiGHS.Optimizer, variable_names = true)
y = model[:y]
z_disp = model[:z_disp]
z_input = model[:z_input]
x = model[:x]
obj = objective_function(model)
# print(model)
@test obj.terms[y["L1", "C3", "P4", 1]] == (
111.118 + # transportation
12.0 # revenue
)
@test obj.terms[y["C1", "L1", "P2", 4]] == (
333.262 + # transportation
0.25 + # center collection cost
5.0 # plant operating cost
)
@test obj.terms[z_disp["C1", "P2", 1]] == 0.23
@test obj.constant == (
150 * 4 * 3 # center operating cost
)
@test obj.terms[z_disp["L1", "P4", 2]] == 0.86
@test obj.terms[x["L1", 1]] == (
-100.0 + # opening cost
300 # fixed operating cost
)
@test obj.terms[x["L1", 2]] == (
-50.0 + # opening cost
300 # fixed operating cost
)
@test obj.terms[x["L1", 3]] == (
-25.0 + # opening cost
300 # fixed operating cost
)
@test obj.terms[x["L1", 4]] == (
475.0 + # opening cost
300 # fixed operating cost
)
# Plants: Definition of total plant input
@test repr(model[:eq_z_input]["L1", 1]) ==
"eq_z_input[L1,1] : -y[C2,L1,P1,1] - y[C1,L1,P2,1] + z_input[L1,1] = 0"
# Plants: Must meet input mix
@test repr(model[:eq_input_mix]["L1", "P1", 1]) ==
"eq_input_mix[L1,P1,1] : y[C2,L1,P1,1] - 0.953 z_input[L1,1] = 0"
@test repr(model[:eq_input_mix]["L1", "P2", 1]) ==
"eq_input_mix[L1,P2,1] : y[C1,L1,P2,1] - 0.047 z_input[L1,1] = 0"
# Plants: Calculate amount produced
@test repr(model[:eq_z_prod]["L1", "P3", 1]) ==
"eq_z_prod[L1,P3,1] : z_prod[L1,P3,1] - 0.25 z_input[L1,1] = 0"
@test repr(model[:eq_z_prod]["L1", "P4", 1]) ==
"eq_z_prod[L1,P4,1] : z_prod[L1,P4,1] - 0.12 z_input[L1,1] = 0"
# Plants: Produced material must be sent or disposed
@test repr(model[:eq_balance]["L1", "P3", 1]) ==
"eq_balance[L1,P3,1] : z_prod[L1,P3,1] - z_disp[L1,P3,1] = 0"
@test repr(model[:eq_balance]["L1", "P4", 1]) ==
"eq_balance[L1,P4,1] : -y[L1,C3,P4,1] + z_prod[L1,P4,1] - z_disp[L1,P4,1] = 0"
# Plants: Capacity limit
@test repr(model[:eq_capacity]["L1", 1]) ==
"eq_capacity[L1,1] : -100 x[L1,1] + z_input[L1,1] ≤ 0"
# Plants: Disposal limit
@test repr(model[:eq_disposal_limit]["L1", "P4", 1]) ==
"eq_disposal_limit[L1,P4,1] : z_disp[L1,P4,1] ≤ 1000"
@test ("L1", "P3", 1) keys(model[:eq_disposal_limit])
# Plants: Plant remains open
@test repr(model[:eq_keep_open]["L1", 4]) ==
"eq_keep_open[L1,4] : -x[L1,3] + x[L1,4] ≥ 0"
@test repr(model[:eq_keep_open]["L1", 1]) == "eq_keep_open[L1,1] : x[L1,1] ≥ 0"
end

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@@ -0,0 +1,10 @@
# RELOG: Reverse Logistics Optimization
# Copyright (C) 2020, UChicago Argonne, LLC. All rights reserved.
# Released under the modified BSD license. See COPYING.md for more details.
using RELOG
function model_dist_test()
# Euclidean distance between Chicago and Indianapolis
@test RELOG._calculate_distance(41.866, -87.656, 39.764, -86.148) == 265.818
end