Exact(1)
where (u l,k, u v,k ) = displacements of the kth magnetic wheel in the y and z directions, (u lc, u vc ) = midpoint displacements of the rigid car, (θy,θz) = midpoint rotations of the rigid car, r(x) = irregularity of guideway, and dk = location of the kth magnetic wheel to the midpoint of the rigid beam.
Similar(59)
The isotropic porous materials are reconstructed by the random midpoint displacement (RMD) algorithm.
Theoretical estimates of midpoint displacement were calculated using an analytical beam model.
In this paper, the overall designing idea on real terrain is firstly proposed, the geometric modeling process is introduced, BinSplit binary segmentation algorithm is put forward based on fractal theory and midpoint displacement algorithm idea.
The stability of the buckled beam is investigated in details and the diagram of the applied force of actuation as function of the midpoint displacement is discussed according to the applied force location.
Based on the mathematical formulations of self-similar fractal shape and random fractal shape, tree-inspired branching supports and natural terrain inspired unsmooth crinkled roof are modeled using the algorithms of Iterated Function System and Midpoint Displacement (Diamond Square Algorithm) method respectively.
At that load, midpoint displacement was measured as 25.42 mm.
The midpoint displacement at that value became 51.95 mm.
To determine the midpoint displacement 200 mm capacity LVDT was used.
The midpoint displacement of the specimen measured at the moment of collapse is 28.45 mm.
The midpoint displacement of 44.98 mm was measured at the load of collapse.
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