The dynamics of the forced spring-mass and damping system can be represented by the following second-order differential equation:  Note: Do not forget to switch your calculator to radian mode. 10:11 P-Type here to call 18.01.2021 近The dynamics of the forced spring-mass and damping system is from the second-order below can be represented by the differential equation:

  t = 0 in x = 0 and 0 dx / dt = 0, so at t = 0.3 xand dx / dt values of Euler Find with the help of method. ( h = 0.05 Note: You can use your calculator in Do not forget to switch to mode.

Soru 2: Zorlanm yay ktle ve snm sisteminin dinamii aadaki ikinci mertebeden diferansiyel denklem ile gsterilebilir: dx dx +c +k,x+k,x = Pcos(@t) m dr? dt Burada, m=1kg, c=0.8 N.s/ m, P= 20N, 0=0.8rad / s, k, = 200, k, = 600 dir. dx dx deerlerini Euler dt t = 0 da x = 0 ve =0 olduuna gre t = 0.3 daki x ve dt metodu yardm ile bulunuz. ( h = 0,05 alnacaktr.) Not: Hesap makinanz radyan moduna almay unutmaynz. Soru oplam Not Mdek lt 1,2 1,2