During braking, acceleration, and steering maneuvers in road traffic, dynamic vertical and horizontal loads act on the pavement structure. The resulting macroscopic multiaxial stress states arise not only from these highly time- and space-dependent loads but also from the anisotropic mechanical responses imprinted by material microstructural geometry.
In this work, a novel, dynamic multiscale-ALE method is introduced for the first time. By extending two numerically efficient concepts – the dynamic ALE approach and the microlayer framework – and integrating them into a unified scheme, it enables the consistent characterization of the mechanical response within layered roadway systems. Numerical efficiency and physical representativeness are achieved through the use of finite viscoelastic–elastoplastic constitutive models for the microstructural constituents, embedded in the microlayer framework – a thermodynamically derived multiscale formulation that avoids the computational cost of a conventional FE2 scheme. This framework provides an analytically computable microscale representation composed of simple geometric bodies, of which microstructural properties are homogenized to the macroscale. The numerical efficiency is further enhanced by the dynamic ALE, in which the load application region remains fixed on the pavement surface, while the pavement structure flows underneath it. Consequently, only a small longitudinal portion of the road structure must be explicitly discretized for FEM. During this ALE-induced material flow, the microscale configuration is updated consistently with the material motion before homogenization, ensuring that the anisotropic mechanical response induced by the microstructural geometry is fully preserved.
To experimentally determine the loads generated by a tire during a steering maneuver, a single-wheel test rig is used, in which, the side slip angle is systematically varied. The measured data is then used to generate time- and space-resolved footprints, which serve as realistic boundary conditions for simulating tire pavement interaction. A numerical study investigates the response of a standard pavement construction to the load induced by a tire, which rolls 700 m along the pavement under dynamic conditions including acceleration, braking and cornering. The example demonstrates the applicability of the approach.
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