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About measurements in the presence of a high-frequency noise

About measurements in the presence of a high-frequency noise [Pg.208]

In order to find the displacement of the mass caused by this force, we introduce the function z t) as [Pg.209]

Taking the real part of this expression, we obtain [Pg.209]

As follows from Equation (3.169), if the frequency of free vibrations obeys the condition coo co, then the displacement. s(t) becomes very small s(t) oc l/oP. Taking into account this fact, it is possible to greatly reduce the influence of waves. Besides, a relatively strong attenuation allows one to decrease an effect of free vibrations caused by this force. [Pg.209]




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