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Research interests are in the development of numerical and analytical techniques for problems in geophysics and heat transfer. Emphasis is placed on situations that involve moving boundaries and free surfaces. Current research is directed at understanding drivers of anomalous transport, applications of fractional calculus, and the dynamics of sedimentary deltaic deposits.
Dr. Voller conducts his research at the St. Anthony Falls Laboratory.
Anderson, W.; Lorenzo-Trueba, J.; Voller, V. 2019. A geomorphic enthalpy method: Description and application to the evolution of fluvial-deltas under sea-level cycles. Computers and Geosciences, 130, 1-10. doi: 10.1016/j.cageo.2019.05.006
Salter, G.; Voller, V. R.; Paola, C. 2019. How does the downstream boundary affect avulsion dynamics in a laboratory bifurcation? Earth Surface Dynamics, 7(4), 911-927. doi: 10.5194/esurf-7-911-2019
Voller, V. R.; Swenson, J. B.; Paola, C. 2019. The thin blue line: A review of shoreline dynamics across time scales and environments. Earth Surf. Process. Landforms. doi: 10.1002/esp.4705.
Zhao, M.; Salter, G.; Voller, V. R.; Li, S. 2019. Can the growth of deltaic shorelines be unstable? Earth Surf. Dynam. 7: 505–513, doi: 10.5194/esurf-7-505-2019.
Reis, FDA Aarao; D. Bolster D.; Voller, V.R. 2018. Anomalous behaviors during infiltration into heterogeneous porous media. Advances in Water Resources. 113: 180-188.
Voller, V. R. 2018. Anomalous heat transfer: Examples, fundamentals, and fractional calculus models. Advances in Heat Transfer. 50: 333-378.
Grimaud, J.-L.; Paola, C.; Voller, V. 2016. Experimental migration of knickpoints: influence of style of base-level fall and bed lithology. Earth Surf. Dynam., 4: 11–23, doi: 10.5194/esurf-4-11-2016.
Filipovitch, N.; Hill, K. M.; Longjas, A.; Voller, V. R. 2016. Infiltration experiments demonstrate an explicit connection between heterogeneity and anomalous diffusion behavior. Water Resources Research. 52(7): 5167-5178.
Voller, V. R. 2015. A direct simulation demonstrating the role of special heterogeneity in determining anomalous diffusive transport. Water Resources Research. 51(4): 2219-2127.
Liang, M.; Voller, V. R.; Paola, C. 2015. A reduced-complexity model for river delta formation – Part 1: Modeling deltas with channel dynamics. Earth Surf. Dynam. 3: 67–86, doi: 10.5194/esurf-3-67-2015.