Period of an Oscillating Spring: This computes the period of oscillation of a spring based on the spring constant and mass.The Force is defined to be linearly increasing with the distance, x: `F= k*x` Spring Equation Calculators However, in this case of a force applied to a spring, the force is not constant. If we continued to apply that force of n Newtons to move the mass some distance, d meters, then he work done would be W = n*d Joules Work is defined to be the energy transferred by a force and mathematically work is defined in the simplest case where the force is constant to be: Work = Force * Distance.įor example: to move a mass, to just barely get it moving, might require a force of n Newtons. This equation is very similar in form to the equation for the potential energy of the spring and is often confused with the potential energy equation. x f is the final position of the spring.x i is the initial position of the spring.If you integrate the force (F) on spring over a distance, you get the following equation. However, this can be automatically converted to compatible units (e.g. Work to Elongate or Compress a Spring (W): The calculator returns the work in Newton meters (N ( k) Spring constant in Newtons per meter (N/m).INSTRUCTIONS: Choose units and enter the following: The Work Done on a Spring calculator computes the work (W) to further elongate or compress a spring based on the spring constant (k) and the initial and final positions of the spring.
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