Search results for "Shear and moment diagram"

showing 4 items of 4 documents

Bending-Shear interaction domains for externally prestressed concrete girders

2013

In prestressed concrete structures, the evaluation of the safety level is generally carried out by separating the bending moment strength and the shear force capacity. Actually interaction between bending moment (M) and shear force (V) can have significant consequences on evaluations in service life, especially when the ultimate limit state (ULS) is considered. In this paper, the M-V interaction is addressed for prestressed concrete girders, in the cases of both bonded and unbonded prestressing tendons. It can be demonstrated, by drawing the interaction domains (M-V), that a significant reduction of the safety level has to be considered when shear force is evaluated together with bending mo…

EngineeringArticle SubjectShear forcebending moment-shear interaction; limit state; strength domain; external prestressing; box girderexternal prestressingshearlimit statelaw.inventionPrestressed concretelawGirderInteraction domains; bending; shear; prestressingLimit state designGeotechnical engineeringShear and moment diagramCivil and Structural Engineeringstrength domainbusiness.industrybox girderStructural engineeringbendingStress fieldSettore ICAR/09 - Tecnica Delle CostruzioniShear (geology)lcsh:TA1-2040Bending momentprestressingInteraction domainlcsh:Engineering (General). Civil engineering (General)businessbending moment-shear interaction
researchProduct

Methods for Calculating Bending Moment and Shear Force in the Moving Mass Problem

2004

Two methods able to capture with different levels of accuracy the discontinuities in the bending moment and shear force laws in the dynamic analysis of continuous structures subject to a moving system modeled as a series of unsprung masses are presented. The two methods are based on the dynamic-correction method, which improves the conventional series expansion by means of a pseudostatic term, and on an eigenfunction series expansion of the continuous system response, which takes into account the effect of the moving masses on the structure, respectively.

PhysicsSeries (mathematics)Shear forcePure bendingGeneral EngineeringBending momentGeometryShear and moment diagramMechanicsEigenfunctionClassification of discontinuitiesSeries expansionJournal of Vibration and Acoustics
researchProduct

Design procedure for prestressed concrete beams

2014

Abstract. The theoretical basis and the main results of a design procedure, which attempts to provide the optimal layout of ordinary reinforcement in prestressed concrete beams, subjected to bending moment and shear force are presented. The difficulties encountered in simulating the actual behaviour of prestressed concrete beam in presence of coupled forces bending moment - shear force are discussed; particular emphasis is put on plastic models and stress fields approaches. A unified model for reinforced and prestressed concrete beams under axial force - bending moment - shear force interaction is provided. This analytical model is validated against both experimental results collected in li…

T-beamMaterials scienceprestressed concretebusiness.industrydesignShear forceComputational MechanicsStructural engineeringshear; shear and flexure interaction; prestressed concrete; design; plasticityshearPlasticityPhysics::Classical Physicsshear flexure prestressed concrete design plasticitylaw.inventionSettore ICAR/09 - Tecnica Delle CostruzioniPrestressed concreteShear (geology)lawplasticityshear and flexure interactionBending momentShear and moment diagrambusinessBeam (structure)
researchProduct

From the Euler–Bernoulli beam to the Timoshenko one through a sequence of Reddy-type shear deformable beam models of increasing order

2015

Abstract A sequence of elastic Reddy-type shear deformable beams of increasing (odd) order is envisioned, which starts with the Euler–Bernoulli beam (first order) and terminates with the Timoshenko beam (infinite order). The kinematics of the generic beam, including the warping mode of the cross sections, is specified in terms of three deformation variables (two curvatures, one shear angle), work-conjugate of as many stress resultants (two bending moments, one shear force). The principle of virtual power is used to determine the (static) equilibrium equations and the boundary conditions. The equations relating the bending moments and shear force to the curvatures and shear angle are also re…

Timoshenko beam theoryDifferential equationMechanical EngineeringMathematical analysisShear forceGeneral Physics and AstronomyClassical mechanicsMechanics of MaterialsStress resultantsShear stressBending momentGeneral Materials ScienceShear and moment diagramBeam (structure)MathematicsEuropean Journal of Mechanics - A/Solids
researchProduct