Search results for " finite element method."

showing 10 items of 53 documents

Design of a telescopic tower for wind energy production with reduced environmental impact

2019

A prototype of a telescopic pole for wind energy production with low environmental impact and its lifting system for a 60 to 250 kW turbine and a height of 30 m have been designed and manufactured. A telescopic tower, which is raised and lowered by automation or by remote control, allows to differentiate the presence of the generator within the landscape over time. The technology currently available for lifting and lowering wind turbines is made up of telescopic poles of heights of less than 10 meters and with tilting posts of height below 30 m. Without a state of the art to refer to, the telescopic pole and its lifting system have been designed starting from scratch and solving with innova…

0209 industrial biotechnologyWind powerRenewable Energy Sustainability and the EnvironmentComputer sciencebusiness.industryMechanical Engineering02 engineering and technology021001 nanoscience & nanotechnologyTurbineAutomationIndustrial and Manufacturing Engineeringlaw.inventionSettore ING-IND/14 - Progettazione Meccanica E Costruzione Di Macchine020901 industrial engineering & automationlawManagement of Technology and InnovationTelescopic tower wind turbine tower mechanical design finite element methodGeneral Materials ScienceEnvironmental impact assessment0210 nano-technologybusinessRemote controlDecoupling (electronics)Efficient energy useMarine engineering
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Global/Local FEM-BEM stress analysis of damaged aircraft structures

2008

In this paper a Hierarchical approach for the analysis of advanced aerospace structures is presented. The proposed Global/Local model uses two kind of numerical methods. The first step of the Hierarchical procedure is performed by the Finite Element code Patran/Nastran™, using a coarse mesh to study the global structure, then the local region is analyzed by using a Boundary Element code based on the multidomain anisotropic technique. This code accurately predicts stress concentrations at crack tips with a reduction of the modeling efforts and of the computational time. The Global/Local interface code implemented allows an intuitive extraction of the local region with a substantial reduction…

Boundary Element Method Finite Element Method Stress Intensity FactorGlobal/Local HierarchicalSettore ING-IND/04 - Costruzioni E Strutture Aerospaziali
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Parallel finite element splitting-up method for parabolic problems

1991

An efficient method for solving parabolic systems is presented. The proposed method is based on the splitting-up principle in which the problem is reduced to a series of independent 1D problems. This enables it to be used with parallel processors. We can solve multidimensional problems by applying only the 1D method and consequently avoid the difficulties in constructing a finite element space for multidimensional problems. The method is suitable for general domains as well as rectangular domains. Every 1D subproblem is solved by applying cubic B-splines. Several numerical examples are presented.

Computational MathematicsNumerical AnalysisFinite element spaceSeries (mathematics)Discontinuous Galerkin methodApplied MathematicsMathematical analysisMixed finite element methodAnalysisFinite element methodExtended finite element methodMathematicsNumerical Methods for Partial Differential Equations
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On finite element approximation of the gradient for solution of Poisson equation

1981

A nonconforming mixed finite element method is presented for approximation of ?w with Δw=f,w| r =0. Convergence of the order $$\left\| {\nabla w - u_h } \right\|_{0,\Omega } = \mathcal{O}(h^2 )$$ is proved, when linear finite elements are used. Only the standard regularity assumption on triangulations is needed.

Computational MathematicsRate of convergenceApplied MathematicsMathematical analysisOrder (ring theory)Mixed finite element methodNabla symbolSuperconvergencePoisson's equationFinite element methodMathematicsExtended finite element methodNumerische Mathematik
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A mixed finite element method for the heat flow problem

1981

A semidiscrete finite element scheme for the approximation of the spatial temperature change field is presented. The method yields a better order of convergence than the conventional use of linear elements.

Computer Networks and CommunicationsFinite element limit analysisApplied MathematicsMathematical analysishp-FEMMixed finite element methodSuperconvergenceBoundary knot methodFinite element methodMathematics::Numerical AnalysisComputational MathematicsSmoothed finite element methodSoftwareMathematicsExtended finite element methodBIT
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The MAST-FV/FE scheme for the simulation of thermohaline processes in variable density saturated porous media

2009

A novel methodology for the simulation of 2D thermohaline double diffusive processes, driven by heterogeneous temperature and concentration fields in variable-density satu- rated porous media, is presented. The stream function is used to describe the flow field and it is defined in terms of mass flux. The partial differential equations governing system is given by the mass conservation equation of the fluid phase written in terms of the mass- based stream function, as well as by the advection–diffusion transport equations of the contaminant concentration and of the heat. The unknown variables are the stream func- tion, the contaminant concentration and the temperature. The governing equatio…

Density driven flowFinite element methodStream functionFinite volume methodPorous mediaThermohaline processDensity driven flows thermohaline process finite volume method finite element method porous media stream functionSettore ICAR/01 - Idraulica
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The MAST-FV/FEM scheme for the simulation of thermohaline processes in density-variable saturated porous media

2008

Density driven flows thermohaline process finite volume method finite element method porous media stream function
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Finite element approximations of the wave equation with Dirichlet boundary data defined on a bounded domain in R2

2006

Dirichlet problemsymbols.namesakeDirichlet boundary conditionDirichlet's principleMathematical analysissymbolsMixed finite element methodBoundary value problemDirichlet's energyMixed boundary conditionPoincaré–Steklov operatorMathematics
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Piezoelectric energy harvesting from raised crosswalk devices

2015

This paper presents the main characteristics of an experimental energy harvesting device that can be used to recover energy from the vehicular and pedestrian traffic. The use of a piezoelectric bender devices leads to a innovative approach to Henergy Harvesting. The study focuses on the definition and specification of a mechanical configuration able to transfer the vibration from the main box to the piezoelectric transducer. The piezoelectric devices tested is the commonly used monolithic piezoceramic material lead-zirconate-titanate (PZT). The experimental results estimate the efficiency of this device tested and identify the feasibility of their use in real world applications. The results…

EngineeringFinite element methodbusiness.industryEnergy harvestingPiezoelectricityElectric circuitTransient analysiVibrationElectric circuit; Energy harvesting; Finite element method; Piezoelectric; Transient analysis; Physics and Astronomy (all)Physics and Astronomy (all)Schema crosswalkElectronic engineeringSettore ICAR/04 - Strade Ferrovie Ed AeroportiPiezoelectricbusinessEnergy harvestingEnergy (signal processing)
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Finite Element Method Analysis of a Spur Gear with a Corrected Profile

2007

The difference between the stress value calculated by a two-dimensional finite element model of spur gears and those obtained by the rules in ISO 6336 was evaluated. Hertz theory, which provides information on the extension of the contact area and the maximum value of the contact pressure, was used to choose the dimensions of the elements. The mesh was created using the stress analytical solution relative to a model consisting of two cylinders in contact. Analogous optimization was executed for the mesh of the teeth feet; a mesh of 15 elements was considered optimum, because it minimized the difference to 0.5 per cent in the bending stress calculation. Stress values, obtained using the fin…

Engineeringbusiness.industrySpur gearspur gear finite element ISO 6336Applied MathematicsMechanical EngineeringMechanical engineeringStructural engineeringMixed finite element methodStrength of materialsFinite element methodStress (mechanics)Set (abstract data type)Settore ING-IND/14 - Progettazione Meccanica E Costruzione Di MacchineMechanics of MaterialsModeling and SimulationSpurbusinessContact area
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