0000000000291948

AUTHOR

Seweryn Kokot

showing 2 related works from this author

Application of Rotational Measurements in Stiffness Reconstruction of Beams and Frames

2009

A stiffness reconstruction method is tested when rotational degrees of freedom are added to the dynamic model of the structure. The inverse problem is formulated as a minimization problem in terms of harmonic vibrations of the structure and its finite element model. An example of frame structure is analyzed by numerical simulations. The results of these numerical analyses show that the damage detection appeared to be much more effective when the angular amplitudes of harmonic vibrations are acquired. This makes very good prospects for the future applications of angular sensors in damage detection of structures.

PhysicsMechanical EngineeringFrame (networking)Mathematical analysisStiffnessInverse problemFinite element methodVibrationClassical mechanicsAmplitudeMechanics of MaterialsmedicineGeneral Materials Sciencemedicine.symptomRotation (mathematics)Beam (structure)Key Engineering Materials
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Reconstruction Problem of Reinforced Concrete Beams under Harmonic Excitations

2007

A damage detection method based on harmonic structural vibrations has been applied to reconstruct realistic damage patterns of reinforced concrete beams. It was shown that the application of a hybrid method (genetic algorithm and Levenberg-Marquardt minimization technique) makes it possible to effectively reconstruct the flexural stiffness drops as small as 10-20% with the maximum error of 4%. The error increases to about 7 to 9% with the presence of 1% measurement noise.

Materials sciencebusiness.industryMechanical EngineeringFlexural rigidityStructural engineeringReinforced concreteNoise (electronics)VibrationReconstruction problemMechanics of MaterialsGenetic algorithmHarmonicGeneral Materials ScienceMinificationbusinessKey Engineering Materials
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