INDUSTRY COMPONENT

Helical Tension Spring

A helical tension spring is a mechanical component that stores energy and provides resistance when pulled, commonly used in tension applications across various machinery.

Component Specifications

Definition
A helical tension spring is a coiled mechanical spring designed to operate under tensile loads, where it elongates when force is applied and returns to its original length upon release. It typically features hooks or loops at both ends for attachment, and is engineered to provide linear force-displacement characteristics within its elastic limit. These springs are critical in applications requiring controlled tension, energy absorption, or return force in mechanical assemblies.
Working Principle
The working principle is based on Hooke's Law, where the spring elongates proportionally to the applied tensile force within its elastic range. When tension is applied, the coils separate, storing potential energy in the form of elastic deformation. Upon release, the stored energy is converted back to kinetic energy, returning the spring to its original length, provided the stress remains below the material's yield strength.
Materials
Typically made from high-carbon steel (e.g., ASTM A227), stainless steel (e.g., AISI 302/304 for corrosion resistance), music wire (ASTM A228), or alloy steels. Material selection depends on factors like load requirements, environmental conditions (e.g., moisture, temperature), and fatigue life.
Technical Parameters
ParameterTypical rangeNotes & selection driver
End TypesFull loop, half loop, or machine hooks
Free Length10-500 mm
Spring Rate0.1-100 N/mm
Maximum LoadUp to 5000 N
Coil Diameter5-200 mm
Wire Diameter0.5-20 mm

Ranges are indicative industry figures for RFQ preparation, not a supplier commitment. Confirm every value and standard with the legal manufacturer before ordering.

Standards
ISO 10243, DIN 2097

Parent Products

This component is used in the following industrial products

Engineering Analysis

Risks & Mitigation
  • Over-extension beyond elastic limit causing permanent deformation
  • Fatigue failure from cyclic loading
  • Corrosion in harsh environments reducing lifespan
  • Improper hook design leading to stress concentration and breakage
FMEA Triads
Trigger: Excessive tensile load beyond rated capacity
Failure: Plastic deformation or fracture of the spring
Mitigation: Design with safety factors, use load limiters, and specify materials with high yield strength.
Trigger: Cyclic loading at high frequencies
Failure: Fatigue cracking and eventual breakage
Mitigation: Apply shot peening for surface compression, select fatigue-resistant materials, and design for lower stress amplitudes.

Industrial Ecosystem

Compatible With

Typical Suppliers & Equivalents

Compliance & Inspection

Tolerance
±10% on spring rate, ±2% on dimensions as per ISO 10243
Test Method
Tensile testing per ASTM E8, fatigue testing per ISO 12106, and dimensional checks using calipers or optical comparators.

Procurement Evaluation Criteria

A practical evidence checklist for RFQ preparation and supplier evaluation.

Technical documentation
Request current drawings, revision history, and a signed specification sheet.
Manufacturing capability
Verify equipment lists, process limits, capacity, and representative production evidence.
Inspection readiness
Confirm test methods, calibrated equipment, sampling plans, and traceable reports.
Supplier transparency
Check the legal entity, factory address, ownership, certifications, and direct contacts.

CNFX does not score or rank suppliers. Buyers must verify all claims and documents with the legal manufacturer before ordering.

Manufacturers of Helical Tension Spring

Manufacturer profiles associated with Helical Tension Spring.

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Frequently Asked Questions

What is the difference between a tension spring and a compression spring?

Tension springs are designed to operate under pulling forces, elongating when loaded, and typically have hooks for attachment. Compression springs work under pushing forces, shortening when loaded, and often have plain ends. Their load directions and end configurations differ fundamentally.

How do I calculate the spring rate for a helical tension spring?

The spring rate (k) is calculated using the formula: k = (G * d^4) / (8 * D^3 * N), where G is the shear modulus of the material, d is the wire diameter, D is the mean coil diameter, and N is the number of active coils. This determines the force required per unit of elongation.

Data Basis

Editorial classification, named public sources where available, and source-reviewed manufacturer records. See the editorial policy.

Preliminary Technical Classification
This page supports structured research, RFQ preparation, and supplier evaluation. It does not replace buyer-led supplier qualification, standards review, or technical approval.

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