The Effect of Random Vibration Coefficients on Differential Equations

Abstract

We study in this paper the value of the  first moment in the stochastic differential equation, when the equation contains influential forces and these forces are  colored noise.  This equation describes the state of the first moment in the random movement of things. Also, we study many properties of dynamic in the case of the first dimension. This paper also contains some graphics and tables of moment and the results of the extracted equation.