Dr Nils Mole
School of Mathematical and Physical Sciences
Senior Lecturer in Applied Mathematics
+44 114 222 3772
Full contact details
School of Mathematical and Physical Sciences
G28
Hicks Building
Hounsfield Road
Sheffield
S3 7RH
- Research interests
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Nils Mole works on problems in turbulent diffusion, in particular on the atmospheric dispersion of hazardous gas clouds. The specific topics of main interest are: the relationship between statistical moments of the containment concentration; mathematical modelling of the concentration moments; the probability distribution of concentration in meandering plumes; measurement errors in concentration data; application of statistical extreme value theory to large concentration values. He also does some work in collaboration with the solar physics group, on the effect of random flows on solar oscillations.
- Publications
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All publications
Journal articles
- The Spatial Variation of the Maximum Possible Contaminant Concentration From a Steady Line Source. Boundary-Layer Meteorology. View this article in WRRO
- A first-order autoregressive model for the joint distribution of a time dependent random variable and its derivative. Environmetrics, 22(7), 826-846.
- An idealised model of turbulent dispersion: Two and three spatial dimensions. Environmetrics, 21(7-8), 767-788.
- An idealised model of turbulent dispersion: two rectangular pulse initial condition. ENVIRONMETRICS, 20(5), 527-540. View this article in WRRO
- Some comments on "The flow across a street canyon of variable width-Part 2: Scalar dispersion from a street level line source" by Serge Simoens and James M. Wallace. ATMOS ENVIRON, 43(2), 479-479. View this article in WRRO
- Effects of random flows on the solar f mode: I. Horizontal flow. SOLAR PHYSICS, 251(1-2), 453-468. View this article in WRRO
- Effects of random flows on the solar f mode: II. Horizontal and vertical flow. SOLAR PHYSICS, 251(1-2), 469-489. View this article in WRRO
- View this article in WRRO
- High concentrations of a passive scalar in turbulent dispersion. J FLUID MECH, 604, 447-474. View this article in WRRO
- An idealised model of turbulent dispersion: one rectangular pulse initial condition. ENVIRONMETRICS, 18(6), 561-582.
- Influence of random magnetic field on solar global oscillations: The incompressible f-mode. ASTRON ASTROPHYS, 431(3), 1083-1088.
- Investigations on the Atmospheric Dispersion of Clouds Containing Charged Tracers. IMA Journal of Applied Mathematics, 42(2), 97-117.
Chapters
- TURBULENT DISPERSION: HOW RESULTS FOR THE ZERO MOLECULAR DIFFUSIVITY CASE CAN BE USED IN THE REAL WORLD, Advances in Environmental Fluid Mechanics (pp. 3-24). WORLD SCIENTIFIC
- Effects of Random Flows on the Solar f Mode: II. Horizontal and Vertical Flow, Helioseismology, Asteroseismology, and MHD Connections (pp. 467-487). Springer New York
- Effects of Random Flows on the Solar f Mode: I. Horizontal Flow, Helioseismology, Asteroseismology, and MHD Connections (pp. 451-466). Springer New York
- Pollutant Measurements John Wiley & Sons, Ltd
Conference proceedings papers
- The Spatial Variation of the Maximum Possible Contaminant Concentration From a Steady Line Source. Boundary-Layer Meteorology. View this article in WRRO
- Research group
- Grants
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Past grants, as Coinvestigator
Development of novel mathematical methods in turbulent diffusion EPSRC Extremes in turbulent dispersion EPSRC
- Teaching activities
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MAS380 Computational Engineering Mathematics MAS61013 Advanced Topics in Waves and Fluid Dynamics B MAS325 Mathematical Methods