JEB -- Shamoun-Baranes et al. 210 (1): 82 Figure IG4

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Fig. 4. An illustration of the correlations that arise in random V_g and V_w data as a function of variance V_g/variance V_w and ${omega}$ - ${gamma}$ . (A) ${omega}$ - ${gamma}$ =45°, (B) ${omega}$ - ${gamma}$ =135°. In all cases, the variance of V_w =4 m² s^-2. In the top row, V_g does not vary. In the second row, variance of V_g =1 m² s^-2 and in the bottom row, variance of V_g =4 m² s^-2. V_a is calculated on the basis of V_g, ${gamma}$ , V_w and ${omega}$ .