See also the web page of the paper (with supplementary movies).

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Quantum Turbulence generated from an initial condition with Taylor-Green vortices

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Initial State	Parameters	Final state
	TG_a \begin{align*} \alpha &= 0.05 \\ \beta &= 40 \\ N_x &= 128 \\ \delta t &= 1.25e-3 \\ T_f &= 12 \\ [\gamma_d/4] &= 3 \end{align*}
	TG_b \begin{align*} \alpha &= 0.025 \\ \beta &= 80 \\ N_x &= 256 \\ \delta t &= 6.25e-4 \\ T_f &= 12 \\ [\gamma_d/4] &= 6 \end{align*}
	TG_c \begin{align*} \alpha &= 0.0125 \\ \beta &= 160 \\ N_x &= 512 \\ \delta t &= 3.125e-4 \\ T_f &= 12 \\ [\gamma_d/4] &= 12 \end{align*}

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Quantum Turbulence generated from an initial condition with ABC vortices

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Initial State	Parameters	Final state
	ABC_a \begin{align*} \alpha &= 0.05 \\ \beta &= 40 \\ N_x &= 128 \\ \delta t &= 8.0e-4 \\ T_f &= 10 \end{align*}
	ABC_b \begin{align*} \alpha &= 0.025 \\ \beta &= 80 \\ N_x &= 256 \\ \delta t &= 4.e-4 \\ T_f &= 10 \end{align*}
	ABC_c \begin{align*} \alpha &= 0.0125 \\ \beta &= 160 \\ N_x &= 512 \\ \delta t &= 2.0e-4 \\ T_f &= 12 \end{align*}

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Quantum Turbulence generated from an initial condition with random vortex rings

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Initial State	Parameters	Final state
	RVR_a \begin{align*} \alpha &= 0.05 \\ \beta &= 40 \\ N_x &= 128 \\ \delta t &= 1/1024 \\ T_f &= 8 \\ N_{Vrings}=200 \end{align*}
	RVR_b \begin{align*} \alpha &= 0.025 \\ \beta &= 80 \\ N_x &= 256 \\ \delta t &= 1/2048 \\ T_f &= 8 \\ N_{Vrings}=400 \end{align*}
	RVR_c \begin{align*} \alpha &= 0.0125 \\ \beta &= 160 \\ N_x &= 512 \\ \delta t &= 1/4096 \\ T_f &= 4.5\\ N_{Vrings}=800 \end{align*}