Consider a system of two dampers c₁ and C2, with damping constants and arranged in parallel as shown. The rigid bar to which the two dampers are connected remains horizontal when the force F is zero. Determine the equivalent damping constant of the system (Ce) that relates the force applied (F) to the resulting velocity (v) as F = Cev. Hint: Because the damping constants of the two dampers are different and the distances 1₁ and 12 are not the same, the rigid bar will not remain horizontal when the force F is applied. # +

Consider a system of two dampers c₁ and C2, with damping constants and arranged in parallel as shown. The rigid bar to which the two dampers are connected remains horizontal when the force F is zero. Determine the equivalent damping constant of the system (Ce) that relates the force applied (F) to the resulting velocity (v) as F = Cev. Hint: Because the damping constants of the two dampers are different and the distances 1₁ and 12 are not the same, the rigid bar will not remain horizontal when the force F is applied. # +

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Hi, Please answer this problem, Thank you very much

4. Consider a system of two dampers C₁ and C2, with damping constants and arranged in parallel as
shown. The rigid bar to which the two dampers are connected remains horizontal when the force F is
zero. Determine the equivalent damping constant of the system (Ce) that relates the force applied (F) to
the resulting velocity (v) as F = Cev. Hint: Because the damping constants of the two dampers are
different and the distances 1₁ and 12 are not the same, the rigid bar will not remain horizontal when the
force F is applied.
+

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