Question

Solve the question A-1,2,3 & B please.

II. Second Order mechanical system (20 points total in two parts A and B) A. (10 points) Repeat exercises A (1 and 2) and B (1 and 2) for 10 points each, employing the "ANALOGOUS“ mechanical systems to those described above electrically. The output to input transfer function in Laplace transform form must be derived. You are free to choose mechanical couplings, by drawing BOTH the mechanical connections and the equivalent mechanical circuit diagrams; both a
  

Below is the reference materials.

Answer 1

C-R-L analogy M-B-K → Series RLC (1) -tema wekt o HAHE I HB- V = VetVLTUR a v= q + Lę tRq Transient dynamic equation outpeet & a Md²X to ² =f+k(2,-22) K(x,-x2) = BX *2= Brita en → M (BXT + ) = f +Bin i x=y= output MB ÿ + Mý - By = f 7 Scanned with CamScanner

= RCSYT SE RC fr=R BW cs Scanned wit CamScanner

1. Paralla M-B-k to series R-2-6 мас ER ① 2 4 3 T K= 3 Ý B=1 i= ir titic к I do +6 +Cd²c Rat L ct² Q:Flux Mazx - f - B dd - Må + Bě tk x=f ž + & i tk x = { fra sentriste Scanned with CS CamScanner

Que se han a ROBO FACE Cs Scanned with CamScanner

Heneralised dynamic equation ä + B. W. i twe=u , u: Input BW = Bandwidth us Resonant angular frequency. Scanned with CamScanner