Answer Happy

Can you change the question values ​​as you wish and solve them again with matlab simulink?
kikäte Sistemi Model Değerleri 5 (kg) 3 k1= 1000 (N) k2 2000 (Nm) c1= 5 (N/m) 5 (Ns/m) Tx₂ m₂ HIc₂ m₁ Tx₁ Analiz Süresi • x2 (m) Zaman (s) Zaman (s) C₂ k₂ K₂ Çözüm + -X₁ k₁ He Animasyon m₂ m₂ m₂ m₂ Huh Yaves m₁=5 kg, m₂=3 kg, k₁=1000 N/m, k₂=2000 N/m, c₁=5 Ns/m, c₂=5 Ns/m 10 2000 1 + = {₂ 3000 5 X2 5 5 2000 2000 KI = $₂+ -X₁ X₂ 3 3 -2+₂-600x₁ +400x₂ 1.6667-1.6667 +666.6667x, -666.6667x₂ x1 41 2P3TKEA有 01. 600.00074 Gain7 x₁ (t=0) = 0.1m O Gaine x1 Gain X₂ (t = 0) = -0.1m 4 x2 Gaing -0.2 x2_0= -100 x1_0- 100 Add Add1 xidd x2dd wwwwww wwwwwww 1.0007 0 • Mum 0.2 0 -0.2 0.2 Gaine 1 sxld Integrator Gain Integrator2 tson= Gain 2d 42 nives Keral poter X 1.0007 Oain2 mm Integratert Oain5 Integrator3 Qain x2 (m) Zaman (s) x1 (m) Zaman (s) m₁+(c₁ +c₂) - c₂ + (k₁ +k₂ )x₁ −k₂X₂ = 0 m₂-c₂+c₂-k₂x₁ +k₂x₂ = 0 3 c₁ + 0₂ k₂ C₂ k₁ +k₂ +· m₁ m₁ m₁ 3 3 X₁ + -x2 0.15 0.1 0.05 -0.05 -0.1 -0.15 0. "O Time offset. 0 x1 408 0.1 0.05 -0.05 Time offset: OH 0.05 0 -0.05 Time offset: 0 x2 0.15 01 0.05 0 -0.05 01. 0.15 02 Time offset: 0 05 mm 0.5 0 - DOD mmm 05 Mmmm 05 ARE -X1 FE + X2 m₁ X