منابع پایان نامه ارشد درمورد budget، 'total، facility'

0.5
amol 0.05/
ad(j) ‘percent of facility j faced with disruption’
/tehran 0.15
shiraz 0.05
hamedan 0.1
zanjan 0.25/
Rm(i) ‘max protection resource facility i in dollar’
/sari 1800
babol 1200
amol 2900/
Rd(j) ‘max protection resource facility j in dollar’
/tehran 72000
shiraz 12000
hamedan 12400
zanjan 14800/
mm(i) ‘proportion between protection resource to time in manufacturer facility’
/sari 6
babol 7
amol 9/
md(j) ‘proportion between protection resource to time distribution facility’
/tehran 15
shiraz 2
hamedan 3
zanjan 4/
wm(i) ‘Outsourcing cost per unit of time for facility i’
/sari 15
babol 18
amol 12/
wd(j) ‘Outsourcing cost per unit of time for facility j’
/tehran 25
shiraz 8
hamedan 9
zanjan 11/
Table
ymd(i,j) ‘unit transportation cost from i to j’
tehran shiraz hamedan zanjan
sari 100 200 240 450
babol 80 320 400 600
amol 70 100 200 320 ;
Table
ydm(j,k) ‘unit transportation cost from j to k’
save mashhad esfehan ardebil yasuj
tehran 50 140 280 150 400
shiraz 280 450 100 400 630
hamedan 270 200 220 540 650
zanjan 350 430 450 220 450;
scalar
Tbm ‘total protection budget all manufacturer facility’/5100/
Tbd ‘total protection budget all distribution facility’/60000/;
variables
xm(i) ‘open or close fecility i’
xd(j) ‘open or close fecility j’
fcm ‘fixed cost of opening manufacturers facilitis’
fcd ‘fixed cost of opening distribution centers facilitis’
tfc ‘total fixed cost of opening facility’
trcm1 ‘transportation cost from i to j’
trcd2 ‘transportation cost from j to k’
rcm ‘recovery cost of manufactrurer disrupted facility’
rcd ‘recovery cost of distribution disrupted facility’
tc ‘total cost in supply chain’
TRb ‘total recovery budget in supply chain’
Rtm ‘recovery time of manufacturer facility’
Rtd ‘recovery time of distribution facility’
TRT ‘total recovery time in supply chain’
qmd(i,j) ‘amount of flow between i & j’
qdm(j,k) ‘amount of flow between j & k’
prbm ‘amount of protection budget invested in facility i’
prbd ‘amount of protection budget invested in facility j’
tm(i) ‘recovery time for facility i’
td(j) ‘recovery time for facility j’
rbm(i) ‘recovery budget for facility i’
rbd(j) ‘recovery budget for facility j’
trbm ‘total raecovery budget for manufacurers facility’
trbd ‘total raecovery budget for distribution centers facility’
tosbm ‘total outsoursing budget for manufacurers facility’
tosbd ‘total outsoursing budget for distribution centers facility’
osbm(i) ‘Outsourcing budget for facility i’
osbd(j) ‘Outsourcing budget for facility j’
tosb ‘total outsourcing budget in supply chain’
TPB ‘total protection budget in supply chain’
arbm ‘amount of recovery budget for facility i’
arbd ‘amount of recovery budget for facility j’
pp ‘profit of supply chain’;
positive variable qmd,qdm,prm,prd,tm,td
binary variable xm,xd;
equations
totalcost ‘total cost in supply chain’
fixedcostm ‘fixed cost of opening manufacturers facilitis’
fixedcostd ‘fixed cost of opening distribution center facilitis’
totalfixedcost ‘total fixed cost in supply chain’
transportationcostm ‘transportation cost in supply chain’
transportationcostd ‘transportation cost in supply chain’
supplyconstraint(i) ‘supply constraint in manufacturers facility’
dstributioncapacity(j) ‘capacity of distribution center’
distributionconstraint(j) ‘constraint in distribution facility’
demandconstraint(k) ‘demand constraint in markets’
recoverybudgetm ‘recovery budget for disrupted manfacturer facility’
recoverybudgetd ‘recovery budget for disrupted distribution facility’
totalrecoverybudget ‘total recovery budget in supply chain’
Recoverytimem ‘recovery time for disrupted manfacturer facility’
Recoverytimed ‘recovery time for disrupted distribution facility’
Totalrecoverytime ‘total recovery time in supply chain’
totrecoverybudgetm ‘total raecovery budget for manufacurers facility’
totrecoverybudgetd ‘total raecovery budget for distribution centers facility’
totOutsourcingbudgetm ‘total outsoursing budget for manufacurers facility’
totOutsourcingbudgetd ‘total raecovery budget for distribution centers facility’
budgetconstraintm ‘budget constraint of manufacture facility’
budgetconstraintd ‘budget constraint of distribution facility’
Outsourcingbudgetm ‘Outsourcing budget for facility i’
Outsourcingbudgetd ‘Outsourcing budget for facility j’
totalOutsourcingbudget ‘total Outsourcing budget in supply chain’
totalrecoverybudget ‘total recovery budget in supply chain’
protectionbudgetm ‘protection budget for manufacturers’
protectionbudgetd ‘protection budget for distributions’
Totalprotectionbudget ‘total protection budget in supply chain’;
fixedcostm.. fcm=e=sum(i,fm(i)*xm(i));
fixedcostd.. fcd=e=sum(j,fd(j)*xd(j));
totalfixedcost.. tfc=e=fcm+fcd;
transportationcostm.. trcm1=e=sum((i,j),qmd(i,j)*ymd(i,j));
transportationcostd.. trcd2=e=sum((j,k),qdm(j,k)*ydm(j,k));
totalcost.. trcm1+trcd2+tfc+TPB=l=1578476.1905;
supplyconstraint(i).. sum(j,qmd(i,j))=l=sm(i)*xm(i)*(1-am(i));
distributioncapacity(j).. sum(i,qmd(i,j))=l=zd(j)*xd(j)*(1-ad(j));
distributionconstraint(j).. sum(i,qmd(i,j))-sum(k,qdm(j,k))=e=0;
demandconstraint(k).. sum(j,qdm(j,k))=e=dm(k);
recoverybudgetm(i).. rbm(i)=e=Rm(i)*am(i)*xm(i);
recoverybudgetd(j).. rbd(j)=e=Rd(j)*ad(j)*xd(j);
totrecoverybudgetm.. trbm=e=sum(i,rbm(i));
totrecoverybudgetd.. trbd=e=sum(j,rbd(j));
totalrecoverybudget.. trb=e=sum(i,rbm(i))+sum(j,rbd(j));
Recoverytimem(i).. tm(i)*mm(i)=e=rbm(i)*xm(i);
Recoverytimed(j).. td(j)*md(j)=e=rbd(j)*xd(j);
Totalrecoverytime.. trt=e=sum(i,tm(i))+sum(j,td(j));
Outsourcingbudgetm(i).. osbm(i)=e=tm(i)*wm(i);
Outsourcingbudgetd(j).. osbd(j)=e=td(j)*wd(j);
totOutsourcingbudgetm.. tosbm=e=sum(i,osbm(i));
totOutsourcingbudgetd.. tosbd=e=sum(j,osbd(j));
totalOutsourcingbudget.. tosb=e=sum(i,osbm(i))+sum(j,osbd(j));
protectionbudgetm.. prbm=e=sum(i,rbm(i))+sum(i,osbm(i));
protectionbudgetd..

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