In contrast to weaving fibers on a millimeter scale, molecular weaves are kinetically stabilized in a high-energy state by ordered entanglements and interstrand interactions. It is reasonable to infer that the properties of woven polymers with identical chemical composition could be attributed to the total number of entanglements. The preceding simulation on entangled polymers further verifies that rheological and mechanical characteristics can be influenced by topological entanglements, which impose physical restrictions on strand movement through the contact field. Therefore, we envisage that the modulation of weaving patterns at molecular level, which dictates the density of entanglements in the woven network, should bring similar consequences to that of the macroscopic weaves. Experimental realization of the effects of weaving architectures is currently challenging due to the lack of suitable chemistry capable of linking selected tangles with the required connectivity. Instead, we herein present an all-atom theoretical investigation, exploring the implications of three different weaving patterns (Fig. ) on the physical and mechanical Throughout the simulations, the weft (horizontal) direction is defined as the x-axis, and the warp (vertical) direction is represented by the y-axis, with crossing points denoting locations where weft and warp threads overlap. Our models comprise 100 grids arranged in a 10×10 array, resulting in a total of 400 crossing points. A crossing point is deemed a genuine entanglement only when the movement of the strand is mechanically impeded by its neighboring strands. As a result, the three weaves exhibit different entanglement densities (400 in plain weave, 200 in mixed weave, and 100 in basket weave), directly determined by the patterns.