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Towards Mechanochemistry of Fracture and Cohesion: Mechanics of a Catenary Process Zone

机译:关于断裂和内聚力的机械化学:接触网加工区的力学

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In this report, a one-dimensional model of cohesion and fracture is examined for flexible substrates (such as tape or hooked fasteners). The process zone is modeled to contain cohesive springs that apply a constant force per unit cracklength, up to the point where a critical displacement of decohesion is reached. This particular model resulted in a crack that takes on a catenary geometry in the process zone. Interestingly, the process zone was found to have a deterministic finite size. More importantly, however, the force relations that resulted from the model were found to match exactly those of a simple cohesion model formulated using the variational method with a macroscopic formulation.

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