Designing a Fresh Food Supply Chain Network: An Application of Nonlinear Programming

Table 2

Effects of a and b.

a	b
	0.05	0. 1	0.15
2	𝑇^∗=0.2349	𝑇^∗=0.2346	𝑇^∗=0.2346
	𝐴^∗1=3998.59	𝐴^∗1=3998.59	𝐴^∗1=3998.59
	𝐴^∗2=4811.59	𝐴^∗2=4811.60	𝐴^∗2=4811.60
	𝐴3^∗=5989.64	𝐴3^∗=5989.64	𝐴3^∗=5989.64
	𝜏^∗=0.0587	𝜏^∗=0.0293	𝜏^∗=0.0195
	Π^∗=5006370	Π^∗=5006350	Π^∗=5006350
3	𝑇^∗=0.2349	𝑇^∗=0.2346	𝑇^∗=0.2346
	𝐴^∗1=3998.59	𝐴^∗1=3998.59	𝐴^∗1=3998.59
	𝐴^∗2=4811.59	𝐴^∗2=4811.60	𝐴^∗2=4811.60
	𝐴^∗3=5989.64	𝐴^∗3=5989.64	𝐴^∗3=5989.64
	𝜏^∗=0.0587	𝜏^∗=0.0293	𝜏^∗=0.0195
	Π^∗=4853250	Π^∗=4853230	Π^∗=4853230
4	𝑇^∗=0.2349	𝑇^∗=0.2346	𝑇^∗=0.2346
	𝐴^∗1=3998.59	𝐴^∗1=3998.59	𝐴^∗1=3998.59
	𝐴^∗2=4811.59	𝐴^∗2=4811.60	𝐴^∗2=4811.60
	𝐴^∗3=5989.64	𝐴^∗3=5989.64	𝐴^∗3=5989.64
	𝜏^∗=0.0587	𝜏^∗=0.0293	𝜏^∗=0.0195
	Π^∗=4700130	Π^∗=4700110	Π^∗=4700110