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Numerical validation of the complex Swift-Hohenberg equation for lasers

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Figure

Fig. 2. Real part of <j> for different points in the region of  parameter space a < 0 and UJ > 0
Fig. 3. Real (continuous line) and imaginary (dashed line)  parts of 0 in a ID system of size 1 and periodic boundary  conditions
Fig. 5. Stationary relative error [d/e) s  against e. Plus symbols  correspond to a = 0.75, UJ = 0.5 (slope 3.6±0.1); and asterisks  to a = 0.5, w = 2 (slope 18 ± 1)

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