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Enter the necessary data and click on 'Calculate' to obtain the displacement-time curve of the 1 DOF system under the specified loads.

Vibration Equations - 1 degree of freedom (DOF)

Explanation

The motion of a mass with one degree of freedom (DOF) with damping is described by the following second-order differential equation:

**m * x'' + c * x' + k * x = F(t)**

**m**: Mass of the structure.**x(t)**: Displacement of the mass from its equilibrium position as a function of time.**c**: Damping coefficient.**x'(t)**: Velocity of the mass displacement as a function of time.**k**: Elastic constant (stiffness) of the system.**F(t)**: External force applied as a function of time.

Methodolody: Expand explanation

Calculation process

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