Compression Springs
Compression springs are mechanical components designed to store and release energy through compression. They work by resisting compressive forces, returning to their original shape when the load is removed. Made from high-strength metal alloys, these springs are precision-engineered for durability and performance.
Product Features:
Manufactured with advanced machinery and stringent industry norms.
Made from premium 50 Cr V4 alloy, treated for optimal performance.
Available in various specifications and colors (Green, Blue, Red, Yellow).
Designed for maximum shear stress of 800 N/mm² and optimal performance under oscillating loads.
Applications:
Compression springs are widely used in various industries for applications such as cushioning, load-bearing, and vibration reduction. It comes in various sizes and configurations, tailored to meet specific mechanical and environmental requirements.
Used in machinery and equipment to store and release mechanical energy.
Common in the automotive, aerospace, and manufacturing sectors.
Ideal for applications requiring high strength and durability under dynamic loads.
Industries:
Automotive
Aerospace
Manufacturing
Specifications:
Material: 50 Cr V4 alloy with heat treatment and ball shot peening.
Working Temperature: Up to 250°C; performance varies with load and temperature.
Displacement Values: Max permissible displacement is 56% of the total wire-to-wire spring length.
Spring Forces Calculation: Force = Spring Coefficient (R) x Displacement (mm).
Available Sizes: Ø10, Ø13, Ø16, Ø20, Ø25, Ø32, Ø40, Ø50, Ø63.
Types: Round wire compression springs, Disc Springs (DIN 2093).
Dh = diameter of guide sleeve
Dm = mean coil diameter
Dd = diameter of guide pin
d = diameter of spring wire
L0 = free length of spring
L1...Ln = lengths of loaded spring as related to spring forces F1...Fn
R = spring rate [N/mm]
LBl = length of compacted spring (i.-e. wire-to-wire)
F1...Fn = forces [N] as related to lengths of spring L1...Ln
s1...sn = deflection as related to spring forces F1...Fn
if = number of active coils
s2 = working stroke of spring – i. e. working deflection
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Compression Springs
Compression springs are mechanical components designed to store and release energy through compression. They work by resisting compressive forces, returning to their original shape when the load is removed. Made from high-strength metal alloys, these springs are precision-engineered for durability and performance.
Product Features:
Manufactured with advanced machinery and stringent industry norms.
Made from premium 50 Cr V4 alloy, treated for optimal performance.
Available in various specifications and colors (Green, Blue, Red, Yellow).
Designed for maximum shear stress of 800 N/mm² and optimal performance under oscillating loads.
Applications:
Compression springs are widely used in various industries for applications such as cushioning, load-bearing, and vibration reduction. It comes in various sizes and configurations, tailored to meet specific mechanical and environmental requirements.
Used in machinery and equipment to store and release mechanical energy.
Common in the automotive, aerospace, and manufacturing sectors.
Ideal for applications requiring high strength and durability under dynamic loads.
Industries:
Automotive
Aerospace
Manufacturing
Specifications:
Material: 50 Cr V4 alloy with heat treatment and ball shot peening.
Working Temperature: Up to 250°C; performance varies with load and temperature.
Displacement Values: Max permissible displacement is 56% of the total wire-to-wire spring length.
Spring Forces Calculation: Force = Spring Coefficient (R) x Displacement (mm).
Available Sizes: Ø10, Ø13, Ø16, Ø20, Ø25, Ø32, Ø40, Ø50, Ø63.
Types: Round wire compression springs, Disc Springs (DIN 2093).
Dh = diameter of guide sleeve
Dm = mean coil diameter
Dd = diameter of guide pin
d = diameter of spring wire
L0 = free length of spring
L1...Ln = lengths of loaded spring as related to spring forces F1...Fn
R = spring rate [N/mm]
LBl = length of compacted spring (i.-e. wire-to-wire)
F1...Fn = forces [N] as related to lengths of spring L1...Ln
s1...sn = deflection as related to spring forces F1...Fn
if = number of active coils
s2 = working stroke of spring – i. e. working deflection