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In subsequent simulations, the initial condition was obtained by simulating a long-lasting (thousand year) injection of hydrothermal fluids, representing near-steady-state conditions.
Such a system will be implemented into subsequent simulations.
In the subsequent simulations, i = 9 is used.
Subsequent simulations are performed with a 10 orders of magnitude higher precision.
The subsequent simulations were performed for θ=3 and N=2,3,…,8.
Based on the above results, in all subsequent simulations, we set B = 3.
Accordingly, we choose the correction cycle parameter M = 4 for all the subsequent simulations for our proposed method.
In all subsequent simulations, we set Δ ∣dB= 1 and p k [ 0 ] = p ̲ for k = 1,2,…,K.
After conducting experiments and subsequent simulations for a number of different formulations it may be deduced which formulation performs best.
Subsequent simulations examined a wide range of allelic transcription rates, from almost null to three orders of magnitude above baseline.
The amplitude part is constructed from measured pressure spectra or fitted empirical expressions for subsequent simulations in a synthetic manner.
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