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Curtin, W. A. (2000) Accurate DC Conductivity for Hopping Conduction within the Continuous Time Random Walk Approach†. The Journal of Physical Chemistry B, 104 (16). 3937-3941 doi:10.1021/jp993722p

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Reference TypeJournal (article/letter/editorial)
TitleAccurate DC Conductivity for Hopping Conduction within the Continuous Time Random Walk Approach†
JournalThe Journal of Physical Chemistry B
AuthorsCurtin, W. A.Author
Year2000 (April)Volume104
Issue16
PublisherAmerican Chemical Society (ACS)
DOIdoi:10.1021/jp993722pSearch in ResearchGate
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Mindat Ref. ID3852011Long-form Identifiermindat:1:5:3852011:2
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Full ReferenceCurtin, W. A. (2000) Accurate DC Conductivity for Hopping Conduction within the Continuous Time Random Walk Approach†. The Journal of Physical Chemistry B, 104 (16). 3937-3941 doi:10.1021/jp993722p
Plain TextCurtin, W. A. (2000) Accurate DC Conductivity for Hopping Conduction within the Continuous Time Random Walk Approach†. The Journal of Physical Chemistry B, 104 (16). 3937-3941 doi:10.1021/jp993722p
In(2000, April) The Journal of Physical Chemistry B Vol. 104 (16) American Chemical Society (ACS)

See Also

These are possibly similar items as determined by title/reference text matching only.

Kivelson, S. (1980) Hopping conduction and the continuous-time random-walk model. Physical Review B, 21 (12) 5755-5767 doi:10.1103/physrevb.21.5755
Margolin, Gennady, Berkowitz, Brian (2000) Application of Continuous Time Random Walks to Transport in Porous Media†. The Journal of Physical Chemistry B, 104 (16). 3942-3947 doi:10.1021/jp993721x
Berkowitz, B. (2000) Application of Continuous Time Random Walks to Transport in Porous Media. The Journal of Physical Chemistry B, 104 (36). 8762 doi:10.1021/jp002470l
Scher, H, Lax, M (1972) Continuous time random walk model of hopping transport: Application to impurity conduction. Journal of Non-Crystalline Solids, 8. 497-504 doi:10.1016/0022-3093(72)90183-4
Gudowska-Nowak, Ewa, Bochenek, Kinga, Jurlewicz, Agnieszka, Weron, Karina (2005) Hopping models of charge transfer in a complex environment: Coupled memory continuous-time random walk approach. Physical Review E, 72 (6) doi:10.1103/physreve.72.061101
Macdonald, J. Ross (2009) Comparison of Some Random-Barrier, Continuous-Time Random-Walk, and Other Models for the Analysis of Wide-Range Frequency Response of Ion-Conducting Materials. The Journal of Physical Chemistry B, 113 (27). 9175-9182 doi:10.1021/jp9026095
Comolli, Alessandro, Dentz, Marco (2017) Anomalous dispersion in correlated porous media: a coupled continuous time random walk approach. The European Physical Journal B, 90 (9). doi:10.1140/epjb/e2017-80370-6
Aronson, S., Auskern, A. B. (1966) Vapor Pressure Measurements on Thorium Nitrides1. The Journal of Physical Chemistry, 70 (12). 3937-3941 doi:10.1021/j100884a033
Haus, Joseph W., Kehr, Klaus W. (1983) Equivalence between random systems and continuous-time random walk: Literal and associated waiting-time distributions. Physical Review B, 28 (6) 3573-3575 doi:10.1103/physrevb.28.3573
Kutner, Ryszard, Masoliver, Jaume (2018) Editorial for the topical issue on the Continuous Time Random Walk. The European Physical Journal B, 91 (2). doi:10.1140/epjb/e2017-80440-9
Zoia, A. (2008) Continuous-time random-walk approach to normal and anomalous reaction-diffusion processes. Physical Review E, 77 (4) doi:10.1103/physreve.77.041115
 
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