Fatigue properties of materials explained for cyclic load design

What fatigue properties of materials describe
Fatigue properties of materials describe how a material accumulates damage under repeated stress or strain. They matter wherever a part is exposed to vibration, rotation, pressure cycling, thermal cycling, bending, or start-stop loading. Unlike tensile strength, which reports behavior under a single steadily increasing load, fatigue data links a load condition with a cycle count, a probability of failure, and a defined test environment.
For material selection, fatigue is not a single property. It is a group of measurements that may include fatigue strength, fatigue limit, S-N curves, strain-life curves, crack-growth rate, threshold behavior, and the effects of surface condition or manufacturing route. Fatigue data should therefore be read alongside broader materials properties, including tensile strength, ductility, fracture toughness, hardness, corrosion resistance, and temperature capability.

The main fatigue properties engineers read from test data
Fatigue strength and fatigue limit
Fatigue strength is the stress amplitude or stress range a specimen can withstand for a specified number of cycles under stated conditions. The cycle count is essential. A statement such as 250 MPa at 10 million cycles is meaningful only when the stress ratio, specimen geometry, surface preparation, loading mode, temperature, and environment are also known.
Fatigue limit, often called endurance limit, is a related but narrower concept. It refers to a stress level below which failure is not observed as the number of cycles becomes very large in a given test program. Some ferrous alloys may show an apparent plateau in conventional S-N testing, but many materials, including aluminum alloys, plastics, and many composites, are usually treated by specifying fatigue strength at a finite life rather than assuming an infinite-life limit.
S-N curves and strain-life curves
An S-N curve plots cyclic stress against the number of cycles to failure. It is one of the most common ways to compare fatigue behavior under high-cycle conditions, where the material response is mainly elastic. The curve is tightly linked to the test method. A polished rotating-bending specimen, an axial specimen, and a welded detail can show very different fatigue performance even when they are made from the same nominal alloy.
Strain-life data are used when plastic strain is significant, especially in low-cycle fatigue. In that regime, a part may survive thousands of cycles rather than millions, and the local strain at a notch, fillet, weld toe, or thermal expansion constraint can be more useful than nominal stress alone. Standards such as ASTM E606/E606M are used for strain-controlled fatigue testing of metallic materials because cyclic stress-strain behavior and hysteresis response are important inputs for design and failure analysis.
Crack-growth properties
Fatigue life is often divided into crack initiation and crack propagation. In smooth laboratory specimens, initiation may consume much of the life. In welded, cast, additively manufactured, or damaged components, small defects may already exist, so crack propagation can dominate the assessment. Crack-growth data commonly report da/dN, the crack extension per cycle, as a function of the cyclic stress-intensity range, often written as delta K.
ASTM E647 is a widely used method for measuring fatigue crack-growth rates. These data help engineers estimate inspection intervals and remaining life when a crack-like flaw is present. Crack-growth data, however, do not replace fracture toughness. Crack-growth rate helps estimate how fast a crack advances, while fracture toughness and applied stress determine when that crack may become critical.
How fatigue properties are measured
Fatigue testing must reproduce enough of the service condition to make the result useful. The basic decisions include loading mode, control mode, stress ratio, frequency, waveform, specimen geometry, surface condition, environment, and failure definition. A test that is suitable for ranking candidate materials may still be insufficient for final design allowables.
| Design question | Relevant fatigue data | Common standards or methods | Important limitation |
|---|---|---|---|
| How long can a metal survive repeated axial stress? | S-N curve, fatigue strength at stated life | ASTM E466 and ISO 1099 for force-controlled axial tests | Results apply to the tested geometry, surface condition, stress ratio, and environment |
| What happens when cyclic plastic strain is significant? | Strain-life curve and cyclic stress-strain response | ASTM E606/E606M for strain-controlled fatigue | Local strain estimation is required for notches and complex parts |
| How fast will an existing crack grow? | Fatigue crack-growth rate, threshold behavior | ASTM E647 for crack-growth rate measurement | Requires appropriate crack geometry, load history, and fracture mechanics assumptions |
| How do plastics behave under repeated uniaxial loading? | Dynamic fatigue properties of rigid or semi-rigid plastics | ASTM D7791 | Design use requires service-like test conditions or a clearly defined correction method |
| How do polymer matrix composites perform in tension-tension cycling? | Tension-tension fatigue response of laminate or reinforced forms | ASTM D3479/D3479M and ISO 13003 for composite fatigue procedures | Fiber direction, layup, defects, and failure mode control interpretation |
These standards do not make different materials automatically comparable. They define controlled ways to generate data. The engineering task is to match that data to the actual part, loading spectrum, environment, and acceptable risk.
Why one material can show different fatigue performance in service
Fatigue is highly sensitive to local conditions. A material with excellent tensile strength can perform poorly in fatigue if the surface is rough, the part contains sharp transitions, or the manufacturing process leaves tensile residual stress. Conversely, compressive residual stress at the surface, produced by processes such as shot peening or certain surface treatments, can delay surface crack initiation in many metallic parts.
Geometry is another major factor. Holes, grooves, threads, weld toes, keyways, and abrupt section changes concentrate stress. In fatigue, a small local concentration can matter more than the average stress through the section. This is why design calculations often combine nominal stress, stress concentration factors, notch sensitivity, and surface finish modifiers instead of relying only on a handbook fatigue strength.
Mean stress also changes fatigue behavior. Fully reversed loading, where tension and compression are balanced, is different from pulsating tension or tension with a high mean load. Stress ratio, commonly expressed as minimum stress divided by maximum stress, should always be recorded with fatigue data. Goodman, Gerber, Soderberg, and other mean-stress approaches are engineering models used to adjust or compare data; they are not universal laws that remove the need for testing.
Environment can be decisive. Corrosion, humidity, hydrogen exposure, temperature, oxidation, and fretting can accelerate crack initiation or propagation. A material that performs well in dry laboratory air may not show the same life in a marine, chemical, high-temperature, cryogenic, or contact-wear environment. For polymers and composites, temperature and moisture can also change stiffness, matrix behavior, and damage growth mechanisms.
Manufacturing route must be treated as part of the material condition. Forged, wrought, cast, welded, heat-treated, coated, and additively manufactured versions of a nominally similar alloy can have different porosity, inclusions, grain structure, residual stress, and surface texture. For new materials, process-specific fatigue testing is often more useful than a generic comparison based on composition alone.
How fatigue interpretation differs by material family
Metals
Metals are the most established category for fatigue design data. S-N curves, strain-life testing, and fracture-mechanics crack-growth methods are all widely used. Steel, aluminum, titanium, nickel alloys, and magnesium alloys can differ greatly in fatigue behavior because of crystal structure, heat treatment, inclusion population, corrosion response, and sensitivity to notches. See also: Application.
For metals, surface condition and defect control are often central. Polished laboratory specimens may overstate performance for real components with machining marks, welds, corrosion pits, or casting pores. When comparing alloys, it is safer to compare data produced under the same standard, specimen type, stress ratio, and environment.
Plastics and elastomeric materials
Plastics can heat internally under cyclic loading, and their fatigue response may depend strongly on frequency, temperature, stress level, molecular structure, processing history, and moisture. ASTM D7791 addresses uniaxial fatigue properties of rigid and semi-rigid plastics, but it also emphasizes that design relevance depends on whether the specimen conditions realistically simulate service.
For polymers, stiffness loss, crack initiation, creep-fatigue interaction, and thermal softening may be as important as final fracture. A simple metal-style endurance limit assumption can be misleading unless it is supported by data for the specific polymer grade and operating condition.
Composites
Composite fatigue is controlled by fiber type, matrix type, fiber orientation, stacking sequence, voids, impact damage, and loading direction. Failure may occur through matrix cracking, delamination, fiber breakage, fiber-matrix debonding, or a combination of mechanisms. Because damage can grow internally before obvious external failure, the inspection method and failure definition are part of the fatigue assessment.
ASTM D3479/D3479M covers tension-tension fatigue testing of polymer matrix composite materials, while ISO 13003 provides general procedures for fibre-reinforced plastic composites under cyclic loading. A useful data set should identify laminate architecture and test direction, not merely the generic name of the composite.
Ceramics, glasses, and brittle materials
Brittle materials are often governed by flaws, subcritical crack growth, and statistical strength variation. Their fatigue-like behavior may not follow the same assumptions used for ductile metals. For these materials, fatigue assessment is usually linked with fracture mechanics, proof testing, environmental sensitivity, and reliability analysis rather than a single S-N curve.
How to use fatigue data without overreading it
The safest way to use fatigue properties is to treat them as conditional data, not absolute material rankings. A material is not simply fatigue resistant or fatigue weak. It is resistant under a specified load mode, cycle range, surface condition, environment, and definition of failure.
- Define the load history. Identify whether the part sees constant amplitude, variable amplitude, vibration, thermal cycling, random loading, impact-assisted cycling, or dwell periods.
- Choose the right fatigue framework. Use S-N data for mainly elastic high-cycle loading, strain-life data for local plasticity, and crack-growth data when existing flaws or inspection planning are important.
- Match the material condition. Confirm alloy grade, heat treatment, product form, manufacturing route, surface finish, coating, and residual stress state.
- Check the environment. Temperature, corrosion, humidity, hydrogen, lubricant, contact pressure, and fretting may change the failure mechanism.
- Use statistics where failure risk matters. Fatigue life has scatter, so a single curve without reliability information can be inadequate for safety-critical decisions.
- Validate with component-level evidence. Coupon tests are necessary, but they may not capture joints, welds, multiaxial stress, assembly preload, or manufacturing defects in the finished part.
This approach is especially important for emerging materials. New alloys, coatings, composites, and additively manufactured structures may show promising static properties while still requiring fatigue data under realistic service conditions. For industry readers, the practical question is not only which material has the highest fatigue strength, but whether the available data supports the intended design decision.
Frequently asked questions
Is fatigue strength the same as tensile strength?
No. Tensile strength is measured during a single loading event, while fatigue strength is tied to repeated loading and a specified number of cycles. A material with high tensile strength can still have poor fatigue performance if it is notch-sensitive, rough, corroded, welded, porous, or exposed to an unfavorable mean stress.
Do all materials have a fatigue limit?
No. Some materials show an apparent endurance limit under particular laboratory conditions, but many materials do not show a clear plateau. For aluminum alloys, plastics, many composites, and numerous real components, engineers typically specify fatigue strength at a defined finite life instead of assuming unlimited life.
Why do fatigue test results scatter so much?
Fatigue is sensitive to small differences in surface finish, inclusions, pores, microstructure, residual stress, alignment, environment, and specimen preparation. Because a crack often starts at the weakest local feature, two specimens from the same material batch can fail at different cycle counts. This is why fatigue programs often require multiple specimens and statistical interpretation.
Which fatigue test should be used for a new material?
The test should match the expected service condition. Force-controlled axial tests are common for metal S-N data, strain-controlled tests are used when cyclic plasticity matters, crack-growth tests are used for flaw-tolerant design, and specialized standards exist for plastics and polymer matrix composites. The material family alone is not enough; loading mode, environment, and design purpose should determine the test plan.
Can handbook fatigue data be used directly in design?
Handbook data can be useful for early screening, but it should not be used blindly for final design. The data must be checked against the actual product form, heat treatment, surface finish, stress ratio, environment, reliability requirement, and manufacturing defects. For critical parts, component testing and a documented safety factor or damage-tolerance method are usually needed.