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In this paper, we investigate the realization problem of a special class of positive-real admittances in a form similar to biquadratic functions but with an extra pole at s = 0, which is common in vehicle suspension designs. The number of inerters and dampers is restricted to one in each case and number of the springs is arbitrary. To solve the problem, we first convert a previous result by Chen &...
This brief is concerned with the realization problem of biquadratic impedances, motivated by the recent development in passive mechanical control. This brief generalizes a realization procedure of a special class of biquadratic impedances to a more general form, and the resulting series–parallel networks whose elements are no more than those in Bott–Duffin's networks are obtained without minimization...
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