Skip to main content

Table 2 Numerical parameters used in our simulation study. The numerical parameters that were altered for the sensitivity analysis are marked in bold

From: Synchromodality in the Physical Internet – dual sourcing and real-time switching between transport modes

  c i c r h b \(L_{i}^{u}=L_{i}^{d}\) \(L_{r}^{u}=L_{r}^{d}\) D
Base 2000 +5% 100 1900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
1 2000 +5% 100 1900 \(\thicksim B(8,0.75) +1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
2 2000 +5% 100 1900 \(\thicksim B(10,0.6)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
3 2000 +5% 100 1900 \(\thicksim B(18,0.33)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
4 2000 +5% 100 1900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(15,0.67)\)
5 2000 +5% 100 1900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(20,0.5)\)
6 2000 +5% 100 1900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(30,0.33)\)
7 2000 +2% 100 1900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
8 2000 +7% 100 1900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
9 2000 +10% 100 1900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
10 2000 +5% 100 900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
11 2000 +5% 100 4900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)
12 2000 +5% 100 9900 \(\thicksim B(12,0.5)+1\) \(\thicksim B(6,0.5)+1\) \(\thicksim B(25,0.4)\)