Pore-scale disorder accelerates fluid stretching in porous media, producing quadratic time growth and faster mixing than the linear growth seen in ordered structures.
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Stochastic resetting selectively optimizes competitive first-passage outcomes and suppresses conditional FPT fluctuations in non-Markovian CTRW systems via a derived inequality.
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How pore-scale disorder controls fluid stretching in porous media
Pore-scale disorder accelerates fluid stretching in porous media, producing quadratic time growth and faster mixing than the linear growth seen in ordered structures.
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Resetting optimized competitive first-passage outcomes in non-Markovian systems
Stochastic resetting selectively optimizes competitive first-passage outcomes and suppresses conditional FPT fluctuations in non-Markovian CTRW systems via a derived inequality.