bucky1andonly said:Is there a formula to calculate how much force is released from compression springs knowing the exact specifications of the spring of course?
Like if it takes 100g to compress a spring completely, how high would 50g travel when the spring is released.
bucky1andonly said:that simple eh, hmmmm, and here i was googling around the net wasting my time, thanks, hope youre right
To calculate the force released by a compression spring, you will need to know the spring constant, which is a measure of the stiffness of the spring. You can then use the formula F = kx, where F is the force in Newtons, k is the spring constant in Newtons per meter, and x is the distance the spring is compressed in meters.
The main difference between compression and extension springs is their shape and intended use. A compression spring is designed to be compressed and store energy, while an extension spring is designed to be extended and release energy. Additionally, compression springs are typically coiled in a helical shape, while extension springs are usually coiled in a conical shape.
The material of a compression spring can affect its force in several ways. The type of material used can impact the spring constant, as different materials have different levels of stiffness. The material also affects the maximum amount of force the spring can handle before deforming or breaking. Additionally, the material can affect the durability and lifespan of the spring.
Yes, the force released by a compression spring can be adjusted by changing the spring constant or the distance the spring is compressed. The spring constant can be altered by changing the material, wire diameter, or coil diameter of the spring, while the distance can be adjusted by compressing the spring to different lengths.
When choosing a compression spring for a specific application, you should consider the required force, the working environment, the space limitations, and the expected lifespan of the spring. It is important to select a spring with the appropriate spring constant and material to meet the force requirements and withstand the environmental conditions. The size and shape of the spring should also be chosen to fit within the available space. Additionally, the expected lifespan of the spring should be considered to ensure it will meet the longevity needs of the application.