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Vortex Theory for Two Dimensional Boussinesq Equations

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Fig. 2

the graph of the nonaxisymmetric portion (E) with m = 4 and α = 0.
the graph of the nonaxisymmetric portion (E) with m = 4 and α = 0.

Fig. 1

a) Initial perturbation with δ = 0.1 and b) Vorticity distribution at t = 400 with m = 4 and values of α = 0, ν = 1/500, and KT = 1/500.
a) Initial perturbation with δ = 0.1 and b) Vorticity distribution at t = 400 with m = 4 and values of α = 0, ν = 1/500, and KT = 1/500.

Fig. 3

The graph of the nonaxisymmetric portion (E) with m = 4 and α = 69 × 10−6
.
The graph of the nonaxisymmetric portion (E) with m = 4 and α = 69 × 10−6 .

Fig. 4

Vorticity distribution for small values of α where a) at time t = 15, KT = 1/500, ν = 1/500, and m = 4, b) at time t = 15, KT = 1/1500, ν = 1/500, and m = 4.
Vorticity distribution for small values of α where a) at time t = 15, KT = 1/500, ν = 1/500, and m = 4, b) at time t = 15, KT = 1/1500, ν = 1/500, and m = 4.

Fig. 5

The graph of the nonaxisymmetric portion (E) with m = 4 and α = 69 × 10−4
.
The graph of the nonaxisymmetric portion (E) with m = 4 and α = 69 × 10−4 .

Fig. 6

Vorticity distribution for great values of α where a) at time t = 6, KT = 1/500, ν = 1/500, and m = 4, b) at time t = 6, KT = 1/1500, ν = 1/500, and m = 4, c) at time t = 7, KT = 1/500, ν = 1/500, and m = 4, d) at time t = 7, KT = 1/1500, ν = 1/500, and m = 4.
Vorticity distribution for great values of α where a) at time t = 6, KT = 1/500, ν = 1/500, and m = 4, b) at time t = 6, KT = 1/1500, ν = 1/500, and m = 4, c) at time t = 7, KT = 1/500, ν = 1/500, and m = 4, d) at time t = 7, KT = 1/1500, ν = 1/500, and m = 4.
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Inglese
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Life Sciences, other, Mathematics, Applied Mathematics, General Mathematics, Physics