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Table 6 Parameters values for the numerical simulations

From: An analysis of the effects of territory properties on population behaviors and evacuation management during disasters using coupled dynamical systems

Parameters

Values

Parameters

Values

Parameters

Values

\(B_1^1=B_1^2=B_1^3\)

0.2

\(C_1^1=C_1^2=C_1^3\)

0.1

\(D_a^1=D_a^2=D_a^3\)

0.001

\(B_2^1=B_2^2=B_2^3\)

0.25

\(C_2^1=C_2^2=C_2^3\)

0.15

\(D_c^1=D_c^2=D_c^3\)

0.001

\(B_3^1=B_3^2=B_3^3\)

0.005

\(B_4^1=B_4^2=B_4^3\)

0.005

\(D_p^1=D_p^2=D_p^3\)

0.001

\(\alpha _1^1=\alpha _1^2\)

0.3

\(\alpha _1^3\)

0.5

\(\beta _1^1=\beta _1^2\)

0.5

\(\beta _1^3\)

0.3

\(\gamma _{c\rightarrow p}^1=\gamma _{c\rightarrow p}^2\)

0.5

\(\gamma _{c\rightarrow p}^3\)

0.3

\(\gamma _{p\rightarrow c}^3\)

0.5

\(\gamma _{p\rightarrow c}^1=\gamma _{p\rightarrow c}^2\)

0.3

\(\delta ^1\)

1

\(\delta ^2=\delta ^3\)

0.5

\(\tau _0^1=\tau _0^2=\tau _0^3\)

0

\(\tau _1^1=\tau _1^2=\tau _1^3\)

0.5

\(\phi ^1=\phi ^2\)

0

\(\tau _2^3\)

50

\(\tau _3^3\)

80