2022
DOI: 10.1103/physreve.105.044140
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State-space renormalization group theory of nonequilibrium reaction networks: Exact solutions for hypercubic lattices in arbitrary dimensions

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Cited by 6 publications
(6 citation statements)
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“…If the true is larger than 10, a much larger reduction in amplitude will occur for the same decrease in the [ATP]/[ADP] ratio (e.g., 51% for ). Furthermore, since our model is coarse-grained (for example, it ignores intermediate steps in the phosphotransfer between CheA and CheY), the predicted dissipation rate is smaller than that of the real system ( 35 , 36 ). Therefore, the real kinase response may be more susceptible to changes in ATP concentration than the model predicts.…”
Section: Resultsmentioning
confidence: 99%
“…If the true is larger than 10, a much larger reduction in amplitude will occur for the same decrease in the [ATP]/[ADP] ratio (e.g., 51% for ). Furthermore, since our model is coarse-grained (for example, it ignores intermediate steps in the phosphotransfer between CheA and CheY), the predicted dissipation rate is smaller than that of the real system ( 35 , 36 ). Therefore, the real kinase response may be more susceptible to changes in ATP concentration than the model predicts.…”
Section: Resultsmentioning
confidence: 99%
“…If the true G z is larger than 10, a much larger reduction in amplitude will occur for the same decrease in the [ATP]/[ADP] ratio (e.g., 51% for G z = 13). Furthermore, since our model is coarse-grained (for example, it ignores intermediate steps in the phosphotransfer between CheA and CheY), the predicted dissipation rate is smaller than that of the real system [35,36]. Therefore, the real kinase response may be more susceptible to changes in ATP concentration than the model predicts.…”
Section: Further Confirmation Of the Nonequilibrium Model: Receptor C...mentioning
confidence: 99%
“…Namely, it does not give the (physical) heat dissipation rate, and an alternative term "information EPR" has been proposed to differentiate it from the microscopic EPR, which has unambiguous thermodynamic interpretation [25][26][27]. The reason behind this discrepancy is that coarse-graining drastically decreases the dissipation rate [28][29][30], which means that macroscopic theories tend to dramatically underestimate the energy dissipation. Therefore, it is fundamentally important to elu-cidate the energy cost of flocking using a microscopic model, which gives the "true" heat dissipation, despite existing work using hydrodynamic approaches [31,32].…”
mentioning
confidence: 99%