The solution to the differential equation of a damped oscillator,for the case in which the damping is small,is The phase constant $\sigma$ is determined by the
A)spring constant k and the mass m of the system.
B)spring constant k and the damping coefficient b of the system.
C)initial velocity of the system.
D)initial displacement of the system.
E)c and d

Question

The solution to the differential equation of a damped oscillator,for the case in which the damping is small,is  The phase constant  $\sigma$ is determined by the
A)spring constant k and the mass m of the system. 
B)spring constant k and the damping coefficient b of the system. 
C)initial velocity of the system. 
D)initial displacement of the system. 
E)c and d

Quizplus · Accepted Answer

The Answer of The solution to the differential equation of a damped oscillator,for the case in which the damping is small,is  The phase constant  $\sigma$ is determined by the
A)spring constant k and the mass m of the system. 
B)spring constant k and the damping coefficient b of the system. 
C)initial velocity of the system. 
D)initial displacement of the system. 
E)c and d

The Solution to the Differential Equation of a Damped Oscillator,for σ\sigmaσ

The Solution to the Differential Equation of a Damped Oscillator,for $\sigma$