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Dritschel D. G. 1988b Nonlinear stability bounds for inviscid, two-dimensional, parallel or circular flows with monotonic vorticity, and the analogous three-dimensional quasi-geostrophic flows. J. Fluid Mech. 191, 575–581.
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Contour dynamics and contour surgery : numerical algorithms for extended, high-resolution modelling of vortex dynamics in two-dimensional, inviscid, incompressible flows
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Dritschel D. G. 1989b Contour dynamics and contour surgery : numerical algorithms for extended, high-resolution modelling of vortex dynamics in two-dimensional, inviscid, incompressible flows. Computer Phys. Rep. 10, 77–146.
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A high-resolution one-layer model of breaking planetary waves in the stratosphere
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Rayleigh Lord 1887 On the stability, or instability, of certain fluid motions. Proc. Lond. Math. Soc.(Also in Rayleigh's Theory of Sound, Vol. 2, §367, Dover, 1945.
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The stability of filamentary vorticity in two-dimensional geophysical vortex-dynamics models
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Waugh D. W. Dritschel D. G. 1991 The stability of filamentary vorticity in two-dimensional geophysical vortex-dynamics models. J. Fluid Mech. 231, 575–598.
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