Examination of the root-mean-square deviation (RMSD) values (Fig. and Supplementary Information, Figure ) acquired over a temperature span from 300 to 400 K provides insights into the stability of various woven polymers at equilibrium state (ES). The existence of densely-packed entanglements hampers the dissociation of strands, maintaining all three weaves kinetically stable for the time scale of the calculations, even under ambient temperature conditions. At 300 K, the plain weave displays the smallest RMSD value, with an average oscillation factor of 0.38 nm. Following closely, the mixed weave and the basket weave exhibit values of 0.46 nm and 0.5 nm, respectively. Despite changes up to 400 K, the RMSD values for the plain weave demonstrate minimal oscillation, indicating exceptional stability. Conversely, notably elevated RMSD values at higher temperatures suggest a progressive decrease in stability for the other two weaves. The mixed weave maintains comparable resistance between 320 K and 380 K, with the RMSD value in the range of 0.5-0.6 nm, while the RMSD value of the basket weave increases to 0.78 nm at 380 K. These results highlight the direct correlation between the stability of woven fabrics and their patterns, with the weave possessing the highest entanglement density exhibiting superior stability (The schematic representation of changes of plain weave, mixed weave, and basket weave at different temperatures were shown in Figure ). Consequently, the stability of the three weaves can be ranked as follows: 1/1 plain weave, 2/1 mixed weave, and 2/2 basket weave.