1994
DOI: 10.1016/0165-2125(94)90066-3
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Response of a layered viscoelastic half-space to a moving point load

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Cited by 135 publications
(72 citation statements)
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“…Alabi (cf [1] and [2]) has studied the effects of a line load on the surface of the ground and shown the high levels of vertical displacement on the surface. In order to take layered ground into account, De Barros and Luco (cf [3] and [4]) have developed a semi-analytical model for a point load moving on a viscoelastic multilayered half-space (details in [5]), using the determination and combination of stiffness matrices obtained for each layer. This model is based on a double Fourier transform and shows the presence of Mach cones in the first layer for super-Rayleigh speeds.…”
Section: Review Of Published Resultsmentioning
confidence: 99%
“…Alabi (cf [1] and [2]) has studied the effects of a line load on the surface of the ground and shown the high levels of vertical displacement on the surface. In order to take layered ground into account, De Barros and Luco (cf [3] and [4]) have developed a semi-analytical model for a point load moving on a viscoelastic multilayered half-space (details in [5]), using the determination and combination of stiffness matrices obtained for each layer. This model is based on a double Fourier transform and shows the presence of Mach cones in the first layer for super-Rayleigh speeds.…”
Section: Review Of Published Resultsmentioning
confidence: 99%
“…The larger estimates are based on the assumption that vehicles consistently apply their peak wheel loads in the same areas of the pavement. Theoretical studies by Cole [15] and Hardy and Cebon [16] confirmed that for typical highway traffic, certain areas of the pavement surface always suffered the largest wheel forces, even when the vehicles had a wide range of different suspension systems, payloads, and speeds.…”
Section: Introductionmentioning
confidence: 95%
“…Payton [5], and Gakenheimer and Miklowitz [6] obtained soil surface and internal displacements, respectively, when a point load is suddenly applied and then travels at constant speed over an elastic half-space surface. Fryba obtained in 1972 the stationary solution for this problem and Barros et al [8] for a layered half-space. More recently, using Lamb's solution, Barber [9] obtained closed form expressions for normal soil surface displacements due to a point load travelling at constant speed from infinity.…”
Section: Introductionmentioning
confidence: 99%