Search results for "Dynamic load"

showing 10 items of 24 documents

A bilateral convergent bounding technique for plastic deformations

1990

For the class of elastic perfectly plastic discrete structures, subjected to a dynamic loading history, a bilateral bounding technique for plastic deformations has been studied. The computation of the bound is founded on the concept that to obtain it, any history of fictitious plastic deformations can be used, if only admissible. Such history is obtained by solving a sequence of linear programming problems (LPPs) with a multiple step compared to the step of the sequence of the quadratic programming problems (QPPs) adopting in the classic elasto-plastic analysis. The constraints of the LPPs coincide with the constraints of the QPPs, while the objective function is a linear combination of var…

Mathematical optimizationSequenceLinear programmingMechanics of MaterialsBounding overwatchDynamic loadingMechanical EngineeringComputationApplied mathematicsQuadratic programmingCondensed Matter PhysicsLinear combinationMathematicsMeccanica
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Optic fibre as a transducer of tendomuscular forces

1996

Direct in vivo tendon force measurements open up new possibilities for understanding of muscle-tendon loads during natural locomotion. The present report presents a new optic fibre method for such applications. The method is based on light intensity modulation by mechanical modification of the geometric properties of the optic fibre. A special optic fibre with a plastic covering buffer and with a total diameter of either 265 microns or 500 microns was carefully prepared at both ends for receiving and transmitting light. The fibre was inserted through the rabbit common calcaneal tendon with a 20 gauge needle. By removing the needle the optic fibre remained in situ. Static loading demonstrate…

Optical fiberMaterials sciencePhysiologyTransductorTransducersIn Vitro TechniquesBuffer (optical fiber)law.inventionTendonsOpticslawPhysiology (medical)Ultimate tensile strengthmedicineAnimalsFiber Optic TechnologyOrthopedics and Sports MedicineComposite materialMuscle Skeletalbusiness.industryPublic Health Environmental and Occupational HealthGeneral Medicineeye diseasesHindlimbTendonElectrophysiologyLight intensitymedicine.anatomical_structureTransducerDynamic loadingRabbitsbusinessEuropean Journal of Applied Physiology and Occupational Physiology
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Discrete variable design of frames subjected to seismic actions accounting for element slenderness

2015

An optimal design problem formulation of elastic plastic frames under different combinations of fixed and seismic loads is presented. The optimal structure must behave elastically for the fixed loads, shakedown for serviceability conditions and prevent instantaneous collapse for fixed and high seismic loads. P-Delta effects and element buckling are considered. An appropriate modal technique is utilized. The design variables can have components in a continuous field or, alternatively, in chosen discrete sets or, yet, both kind of variables can be present. The design problem is formulated on the ground of a statical approach. The applications are related to steel frames.

Optimal designEngineeringServiceability (structure)business.industryMechanical EngineeringSeismic loadingStructural engineeringComputer Science ApplicationsShakedownModaldiscrete variables optimal design dynamic loading element buckling P-delta effectsBucklingDynamic loadingModeling and SimulationGeneral Materials ScienceDiscrete variablebusinessSettore ICAR/08 - Scienza Delle CostruzioniCivil and Structural Engineering
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Optimal Design of Trusses According to a Plastic Shakedown Criterion

2004

The optimal design of elastic-perfectly plastic truss structures subjected to quasi-statically loads variable within a given load domain is studied. The actions are given as the combination of fixed load and perfect cyclic load. Suitably chosen load multipliers are given. A minimum volume formulation of the design problem with assigned limit load multiplier is developed and it is provided on the grounds of a statical approach as well as of a kinematical approach. The incremental collapse (ratchetting) of the optimal structure is prevented, as long as the loads are not greater than some prescribed values, by special constraints suitably introduced in the search problem. The Kuhn-Tucker equat…

Optimal designMathematical optimizationOptimization problemMechanics of MaterialsIterative methodMechanical EngineeringSearch problemTrussLimit loadCondensed Matter PhysicsDynamic load testingShakedownMathematicsJournal of Applied Mechanics
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Optimal design of steel frames accounting for buckling

2013

A formulation of a special design problem devoted to elastic perfectly plastic steel frame structures subjected to different combinations of static and dynamic loads is presented. In particular, a minimum volume design problem formulation is presented and the structure is designed to be able to elastically behave for the assigned fixed loads, to elastically shakedown in presence of serviceability load conditions and to prevent the instantaneous collapse for suitably chosen combinations of fixed and ultimate seismic loadings as well as of fixed and wind actions. The actions that the structure must suffer are evaluated by making reference to the actual Italian seismic code. The dynamic respon…

Optimal designOptimization problemServiceability (structure)Computer sciencebusiness.industryMechanical EngineeringP-Delta EffectStructural engineeringCondensed Matter PhysicsShakedownModalOptimal design Steel frames Dynamic loads Buckling P-Delta effect.Flexural strengthBucklingMechanics of MaterialsSettore ICAR/08 - Scienza Delle CostruzionibusinessMeccanica
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In-vitro fatigue and fracture performance of three different ferrulized implant connections used in fixed prosthesis

2021

Background/purpose: The aim of the present in vitro study was to evaluate fatigue resistance of dental fixtures in three different types of fixture/abutment finishing line. Materials and methods: Transmucosal dental implants, with or without ferrulized neck, underwent fatigue tests (static and dynamic load) using the following standard protocol: UNI EN ISO 14801:2016. Two types of loading devices (screw- or cement-retained restoration) were also tested, and fatigue cycle tests were run to failure. Data of static and dynamic load tests were analyzed by proper statistical methods. Results: Following standard protocol for fatigue testing, the ILC type (Implant Level with ferrulized neck and ce…

OrthodonticsMaterials sciencemedicine.medical_treatmentFerruleDynamic load testingCrown (dentistry)lcsh:RK1-715Ferrulized implant necklcsh:DentistrymedicineFracture (geology)Ultimate failureOriginal ArticleImplantDeformation (engineering)Prosthesis fixationGeneral DentistryAbutment (dentistry)Fatigue testJournal of Dental Sciences
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Concurrent molecular dynamics simulation of spinodal phase transition on transputer arrays

1990

Abstract We describe a concurrent implementation on cost-effective transputer arrays of a molecular dynamics program to efficiently simulate physical systems consisting of thousands of mobile particles with an interaction range much shorter than the system dimensions. This program, which uses a geometric decomposition strategy and includes a distributed dynamic load balancer, has been extensively tested by simulating the two-dimensional spinodal phase separation of a large Lennard-Jones system.

Phase transitionSpinodalComputer sciencebusiness.industrySpinodal decompositionTransputerPhysical systemGeneral Physics and AstronomyDynamic load testingComputational scienceMolecular dynamicsSoftwareHardware and ArchitecturebusinessAlgorithmComputer Physics Communications
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Non-stationary spectral moments of base excited MDOF systems

1988

The paper deals with the evaluation of non-stationary spectral moments of multi-degree-of-freedom (MDOF) line systems subjected to seismic excitations. The spectral moments of the response are evaluated in incremental form solution by means of an unconditionally stable step-by-step procedure. As an application, the statistics of the largest peak of the response are also evaluated.

PhysicsSpectral momentsStochastic modellingExcited stateMathematical analysisMonte Carlo methodLine (geometry)Earth and Planetary Sciences (miscellaneous)LinearityGeotechnical Engineering and Engineering GeologyBase (exponentiation)AlgorithmDynamic load testingEarthquake Engineering & Structural Dynamics
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A Study on the Measurement Instrumentation for a Custom-Made Bipendulum Impact Testing Machine

2008

Experimental investigations of structures under impact loads are normally carried out by means of drop-weight testing rigs, which are often tailor made, and require sensors for fast transient measurement of mechanical quantities (namely, force, displacement, velocity, and absorbed energy). Since these tests are quite expensive, time consuming, and, often, not repeatable, the sensors must provide reliable and interpretable results in the first trial. In this paper, a thorough study on the measurement instrumentation suitable to carry out reliable low-velocity impact tests by means of a custom-made bipendulum impact testing machine is presented. Attention has been focused on the choice of the…

Piezoelectric transducersComputer scienceImpact measurements; Instrumented impact testing; Optical velocity sensors; PVDF force sensors; Piezoelectric transducers; Transient measurementsImpact measurementsMechanical engineeringAccelerometerLoad cellFriction lossDynamic load testingTransducerOptical velocity sensorsElectronic engineeringCalibrationPVDF force sensorsTransient measurementsInstrumentation (computer programming)Electrical and Electronic EngineeringImpactInstrumentationInstrumented impact testing
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A correction method for dynamic analysis of linear continuous systems

2005

A method to improve the dynamic response analysis of continuous classically damped linear system is proposed. As in fact usually, following a classical approach, a reduced number of eigenfunctions are accounted for and the response is evaluated by integrating the uncoupled differential equations of motion in modal space, neglecting the contribution of high frequency modes (truncation procedure). Here, starting from the given system, it is proposed to set up two differential equations governing the motion of two new continuous systems: the first one contains only the first m non-zero eigenvalues of the given system and the second one contains the remainder non-zero infinity - m eigenvalues. …

Series (mathematics)Differential equationTruncationMechanical EngineeringLinear systemEquations of motionContinuous time systemModal analysiDynamic analysiComputer Science ApplicationsMethod of undetermined coefficientsDynamic responseControl theoryModeling and SimulationStress concentrationApplied mathematicsGeneral Materials ScienceDynamic loadDynamic methodEigenvalues and eigenvectorsCivil and Structural EngineeringMathematics
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