ON THE STOCHASTIC ANALYSIS OF A SIMPLE CLIMATE MODEL

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  • By using the first thermodynamic law and stochastic function,a stochastic nonlinear climate model is proposed and the model analytical solution is obtained.The result indicates that the global temperature probability density function has two peaks.If the solar radiation varies,a sudden change in the number of peak will happen.In addition,we find that there are different sea temperature responses at different latitudes.
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