Montroll

Percus J K 1982 Non uniform fluids The Liquid State of Matter Fluids, Simple and Complex ed E W Montroll and J L Lebowitz (Amsterdam North-Holland)... 

Montroll E W and Shuler K E 1958 The application of the theory of stochastic processes to chemical kinetics Adv. Chem. Phys. 1 361-99... 

Scheller reaction Schercamox DML Schercamox DMM Schercomid Schercomid CME Schercotaine Schereowet Scher-Montroll model Schetty-Pfeiffer ligands Schiff base Schiff bases... 

Stell, G. Mayer-Montroll equations (and some variants) through history for fun and profit, in The Wonderful World of Stochastics A Tribute to Elliot W. Montroll, Shlesinger, M. F. Weiss, G. H., Eds., vol. XII, Studies in Statistical Mechanics. Elsevier New York, 1985, pp. 127-156... 

Stochastic Processes, Theory of, Applied to Chemical Kinetics (Montroll Shuler). ... 

Typical photocurrent transients are shown in Fig. 6 for electrons and in Fig. 7 for holes. The shape of these curves is representative for all transients observed in the study and is characteristic of dispersive transport [64-68]. The carrier mobility p was determined from the inflection point in the double logarithmic plots (cf. Fig. 6b and Fig. 7b) [74]. TOF measurements were performed as a function of carrier type, applied field, and film thickness (Fig. 8). As can be seen from Fig. 8, the drift mobility is independent of L, demonstrating that the photocurrents are not range-limited but indeed reflect the drift of the carrier sheet across the entire sample. Both the independence of the mobility from L, and the fact that the slopes of the tangents used to determine the mobility (Fig. 6 and Fig. 7) do not add to -2 as predicted by the Scher-Montroll theory, indicate that the Scher-Montroll picture of dispersive transients does not adequately describe the transport in amorphous EHO-OPPE [69]. The dispersive nature of the transient is due to the high degree of disorder in the sample and its impact on car-... 

Scher H, Montroll EW (1975) Anomalous transit-time dispersion in amorphous solids. Phys Rev B 12 2455... 

Refs 1) J.G. Kirkwood E.W. Montroll, "The Pressure Wave Produced by an Underwater Explosion , OSRD Rept 676(1942) PB32183 2) Division 2 NDRC, Interim Report on Underwater Explosives and Explosions , UE-32 OSRD 4874, March-April. (1945) 3) R.H. 

We see that the transit signal does not change appreciably with temperature. Also note that at the final stage (t > 1 ), the TOF signal exhibits a power-law decay and appears to be dispersive. According to the Scher-Montroll theory [33], in the case of the dispersive transport process, I(t) should exhibit power-law dependences rd-a) and 7 d+a) fpj. j respectively, where a is the disorder parameter. The... 

Dispersive transport in PVC was investigated. The results of Pfister and Griffits obtained by the transit method are shown in Fig. 6. The hole current forms at temperatures > 400 K clearly show a bend corresponding to the transit time of the holes. At lower temperature the bend is not seen and transit time definition needs special methods. The pulse form shows the broad expansion during transition to the opposite electrodes. This expansion corresponds to the dispersive transport [15]. The super-linear dependence of the transit time versus sample thickness did not hold for pure PVC. This is in disagreement with the Scher-Montroll model. There are a lot of reasons for the discrepancy. One reason may be the influence of the system dimensions. It is quite possible that polymer chains define dimension limits on charge carrier transfer. 

Finally, several attempts have been made to solve the Debye—Smoluchowski equation in the time domain using approximate techniques based on uniformly small perturbations (Montroll [74], Abell and Mozumder... 

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