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44   MATERIALS                                                                    NOV/DEC 2025 FDM ASIA | www.fdmasia.com






          identifying localised damage.                      by  considering  elastic,  viscous,  and  viscoelastic  strain
            While real-time processing at high fatigue frequencies   components. However, they can be complex due to challenges
          remains challenging, DIC has been successfully used to monitor   in separating the energy that actually causes damage from
          phenomena like humidity-induced swelling during fatigue tests.  that which is recoverable.

            Strain  Gauges  are  widely used  for  measuring  local   (3)   Number of Cycles Models: This approach uses linear
          deformations. Their main limitation in wood is the material's   fracture mechanics. For constant amplitude loading, Paris' law
          heterogeneity;  measurements  from  a small  gauge  may  not   relates the crack growth rate per cycle to the stress intensity
          represent the global response. Despite this, they remain a   factor. For variable amplitudes, the Palmgren-Miner rule sums
          reliable and commonly used tool for both static and fatigue   the damage fraction from each stress level. These models are
          testing.                                           simple but do not account for frequency or creep effects.
            Other methods like Ultrasonic testing (for measuring   (4)   Damaged Viscoelastic Material (DVM) Model: This is
          dynamic modulus of elasticity) and Linear Variable Differential   one of the most comprehensive models for wood fatigue. It
          Transformers (LVDTs for displacement) are also used but   assumes an initial crack and defines damage as the energy

          have specific limitations regarding sample size or real-time   released during its propagation. The DVM model uniquely
          monitoring capability.                             combines time-dependent (viscoelastic) behaviour with cyclic
            Predictive models for wood fatigue generally fall into two   loading effects, making it particularly suitable for wood. Its
          categories: those based on the number of cycles to failure   main limitation is the requirement of a pre-existing crack.
          (S-N curve approach) and those based on the duration of load.   Among these, the DVM model is considered the most
          However, pure forms of these models are often inadequate   applicable as it best adapts to the viscoelastic nature of
          for wood, leading to the development of more sophisticated   wood under cyclic loads.

          alternatives:                                         Finite Element Method (FEM) simulations are powerful tools
            (1)   Damage  Accumulation  Models:  These  models use   for predicting the fatigue life of complex wooden structures.
          a  damage  variable  (α)  that  evolves  from  0  (undamaged)  to   Successful simulation requires selecting appropriate damage
          1 (failure). While simple, they typically represent only time-  criteria and material models.
          dependent damage and do not fully capture the effects of   (1)   Damage Criteria: Anisotropic failure criteria like Hashin
          load oscillations.                                 and Tsai-Wu, originally developed for fibre-reinforced composites,
            (2)   Energy Models: These models propose that failure   are  often applied  to  wood  due  to  its  similar  microstructure.
          occurs when the accumulated energy from loading cycles   The  Hashin  criterion,  for  example,  can  distinguish between
          reaches a critical value. They account for wood's viscoelasticity   different failure modes like fibre fracture and matrix crushing.

                                                                (2)   Advanced Constitutive Models: Sophisticated 3D
         freepik.com                                         material models have been developed that incorporate orthotropic
                                                             elasticity, plasticity, and isotropic damage. These models can
                                                             simulate the stress-strain response under variable-amplitude
                                                             cyclic loading and are calibrated using experimental data from
                                                             monotonic and cyclic tests.
                                                                (3)   Cohesive Zone Models (CZM): These are effective for

                                                             simulating crack growth in quasi-brittle materials like wood.
                                                             CZMs describe the nonlinear process of damage formation
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