What are the equations obtained for the bodies 1 and 2 in question 14? The equations obtained for the bodies 1 and 2 are x1(t) = A1 cos (ω0t+ φ1) ...
What are the equations obtained for the bodies 1 and 2 in question 14?
The equations obtained for the bodies 1 and 2 are x1(t) = A1 cos (ω0t+ φ1) + A2 cos (ω2t+ φ2) and x2(t) = A1 cos (ω0t+ φ1)− A2 cos (ω2t+ φ2), respectively.
The system described in question 14 is identical to the one presented in section 4.6 (Coupled Oscillations).
The equations obtained for the bodies 1 and 2 are x1(t) = A1 cos (ω0t+ φ1) + A2 cos (ω2t+ φ2) and x2(t) = A1 cos (ω0t+ φ1)− A2 cos (ω2t+ φ2), respectively.
The system described in question 14 is identical to the one presented in section 4.6 (Coupled Oscillations).
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Ed 
As equações obtidas para os corpos 1 e 2 na questão 14 são x1(t) = A1 cos (ω0t+ φ1) + A2 cos (ω2t+ φ2) e x2(t) = A1 cos (ω0t+ φ1)− A2 cos (ω2t+ φ2), respectivamente. Essas equações descrevem o movimento harmônico dos corpos 1 e 2 em um sistema de oscilações acopladas.
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