MOQ: | 1 |
Price: | USD8/pcs |
Delivery Period: | 15-20 work days |
Payment Method: | T/T |
Supply Capacity: | 100-1000 |
A spring is an elastic object that stores mechanical energy. When bent, compressed, or stretched, it exerts a counter-force proportional to the change in its shape; when the external force is released, it returns to its original form, releasing the stored energy. This simple yet profound principle makes springs indispensable for a vast range of applications, from absorbing shock and maintaining contact to measuring force and returning components to a neutral position.
Springs operate on Hooke's Law, which states that the force (F) a spring exerts is proportional to the distance (x) it is displaced from its equilibrium position, multiplied by its spring constant (k): F = -kx. This predictable linear relationship is the foundation of their functionality.
Springs are fundamental components in virtually every industry:
A spring is often a small and unseen component, but its failure can lead to the failure of an entire system. Selecting a spring based on precision, quality, and application-specific engineering is a direct investment in the performance, safety, and durability of your product.
Power your next project with precision force.
Contact our engineering team today to discuss your application requirements. Let us provide the spring solution that ensures your product's success.
MOQ: | 1 |
Price: | USD8/pcs |
Delivery Period: | 15-20 work days |
Payment Method: | T/T |
Supply Capacity: | 100-1000 |
A spring is an elastic object that stores mechanical energy. When bent, compressed, or stretched, it exerts a counter-force proportional to the change in its shape; when the external force is released, it returns to its original form, releasing the stored energy. This simple yet profound principle makes springs indispensable for a vast range of applications, from absorbing shock and maintaining contact to measuring force and returning components to a neutral position.
Springs operate on Hooke's Law, which states that the force (F) a spring exerts is proportional to the distance (x) it is displaced from its equilibrium position, multiplied by its spring constant (k): F = -kx. This predictable linear relationship is the foundation of their functionality.
Springs are fundamental components in virtually every industry:
A spring is often a small and unseen component, but its failure can lead to the failure of an entire system. Selecting a spring based on precision, quality, and application-specific engineering is a direct investment in the performance, safety, and durability of your product.
Power your next project with precision force.
Contact our engineering team today to discuss your application requirements. Let us provide the spring solution that ensures your product's success.