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Found 1133 results from blogs.ed.ac.uk.
It’s time to retire our Combined Heating and Power plants. – Decarbonising the University of Edinburgh
27 Jun 2022: In this article, Professor David Jordan, Director of Sustainability for the School of Mathematics, discusses the challenges and opportunities for providing low-carbon heating and power to University campuses.
From ‘wavenumber murder’ to wavenumber muddle? – David McComb on the Physics of Turbulence
20 Jan 2022: URSS, 32:16, 1941. [3] W. David McComb. Homogeneous, Isotropic Turbulence: Phenomenology, Renormalization and Statistical Closures.
Part 4: Blurred Memory – Ideas, research and musings
08 Nov 2018: event. In his article, The Memory of Photography David Bate writes, "Thus, as “artificial memory” device a photograph intersects with a “natural memory” in complex ways.
Learning and Teaching Conference 2023 – Resources from the Learning and Teaching Conference 2023
04 Aug 2022: Short Talk: Development and effectiveness of test-enhanced learning strategy in undergraduate medicine ( David Kluth).
Meet the Team: Louise – Generation Scotland
13 May 2021: It is part of the reason why I joined. I did ask about it at the interview and was promised to be kept busy – David certainly didn’t joke on that
Public blogs – blogs.ed
12 Dec 2018: David McComb on the Physics of Turbulence.
#gurumedia – film, image, art, sound, and beyond
16 Apr 2022: Berkeley and Los Angeles: University of California Press. Graeber, David . 2018.
Summary of the Kolmogorov-Obukhov (1941) theory: overview. – David McComb on the Physics of Turbulence
23 Dec 2021: J. Math. Phys., 59:073103, 2018. [2] W. David McComb, Arjun Berera, Matthew Salewski, and Sam R.
Organising Committee – PGCon: Edinburgh Postgraduate Conference
08 Apr 2022: Dr Dave Laurenson (Co-chair) The University of Edinburgh. David (Dave) I. Laurenson is a Reader with the School of Engineering at The University of Edinburgh.
Mode elimination: taking the phases into account: 5 – David McComb on the Physics of Turbulence
13 Apr 2023: 1] W. David McComb. Homogeneous, Isotropic Turbulence: Phenomenology, Renormalization and Statistical Closures.