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Creep deformation significantly affects polymer design, especially for polylactic acid (PLA), which is prone to deformation at high temperatures. This study investigates the impact of heat treatment as a post-processing technique on the short-term creep behavior of 3D-printed PLA, emphasizing the role of increased crystallinity in improving creep resistance. PLA samples were analyzed in untreated (UT) and heat-treated (HT) states at temperatures of 75 °C and 90 °C for varying curing durations, with differential scanning calorimetry employed to measure crystallinity levels. Creep tests conducted in tensile mode at room temperature (27 °C) revealed that the PLA sample heat-treated at 90 °C for 2 h (HT90(2h)) exhibited the highest resistance to creep deformation. Further evaluations at elevated temperatures (37 °C and 47 °C) indicated that HT90(2h) had a reduced creep rate than UT, with effectiveness enhanced by a factor of 1.85 at 47 °C. Increased crystallinity inhibits chain mobility in crystalline lamella, improving stiffness and creep resistance. A nonlinear viscoelastic Burgers model was utilized to predict the creep response under varying thermal and mechanical loads, with the model parameters dependent on crystallinity, stress, and temperature. The multi-curve optimization technique in MATLAB was used to analyze loading and unloading behavior at different stresses and temperatures. The linear viscoelastic Burgers model could trace the creep data at 27 °C, while the nonlinear version captured the creep response with increasing stress at elevated temperatures. Thus, heat treatment enhances PLA's creep resistance, improving its suitability for high-temperature, long-term mechanical applications. • Post-processing of 3D-printed PLA through heat treatment improved creep response. • Optimal heat treatment temperature and duration are 90 °C and 2 h. • Crystallinity of PLA increased from 3 % (untreated) to 54 % (optimal heat treatment). • Nonlinear Burgers model parameters are crystallinity, stress, temperature dependent. • The model predicts creep response under varying thermal and mechanical loads.
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Kumar et al. (2025) studied this question.
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