Believing In Six Impossible Things Before Breakfast, And Climate Models

Dr. Chris Essex: Why Computers Cannot Reproduce The Climate, Never Mind Predicting Its Future

ipcc-models-predict-futureA GWPF talk by Dr Christopher Essex – Chairman, Permanent Monitoring Panel on Climate, World Federation of Scientists, and Professor and Associate Chair, Department of Applied Mathematics, University of Western Ontario (Canada) in London, 12 February 2015

Has the scientific problem of climate been solved in terms of basic physics and mathematics? No, but you will be forgiven if you thought otherwise. For decades, the most rigorous treatments of climate have been done through climate models. The clever model pioneers understood many of their inherent limitations, but tried to persevere nonetheless. Today, few academics are even aware of what the pioneers understood, let alone what has been learned since about the full depth of modelling difficulties.

Meanwhile popular expressions of the scientific technicalities are largely superficial, defective, comically nonsensical, and virtually uncorrectable. All of the best physics and all of the best computer models cannot put this Humpty Dumpty together, because we face some of the most fundamental problems of modern science in climate, but hardly know it. If you think you want to have a go at those problems, there are at least a couple million dollars in prizes in it, not to mention a Fields Medal or two.

But even if you don’t have some spare afternoons to solve problems that have stymied the best minds in history, this talk will cure computer cachet even for laymen, putting climate models into theirs proper perspective.

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February 24, 2015 9:32 am

Chemical engineers among others routinely solve turbulent fluid flow problems graphically with just a nod to Navier stokes equation. For incompressible flow in pipes the friction factor v Re No chart for Re<2100 is derived from the Navier Stokes equation giving f=16/Re (Hagen Poiseuille eqn). Experimental data for turbulent flow gives the Blasius eqn; the whole lot for Re 10^3 to 10^8 has been conveniently charted, simplifying pressure drop calculations. Although turbulent flow in pipes and channels presents few problems to practicing engineers it is useful to be reminded that a direct solution of Navier Stokes in the turbulent region has still to be done (for $10^6). Politicians and policy makers should be constantly reminded that computer models for future climate forecasts of global warming are completely meaningless.

garymount
February 26, 2015 5:34 am