This paper proposes a new element for modeling the energy-dissipation coupling beam to analyze coupled shear wall structure under seismic loading. The includes 2 rigid beams and an energy dissipation device in middle. stiffness matrix is derived based on principles of nonlinear mechanics. A procedure incremental-iterative solution built using Newmark method adopted solving equation motion. comp...

This study aims to explain the techniques and assessment of quality translation imperative sentences in book Al-Fatḥu Ar-Rabbānī Wal-Faiḍu Ar-Raḥmānī by Sheikh Abdul Qadir Al-Jaelani. research is a part criticism using descriptive analysis method. uses qualitative approach analyzing Newmark's theory. In addition, quantitative also used assessing evaluation theory Nababan. The results this indic...

s of Talks In alphabetical order SECOND ORDER CONVERGENCE OF A LIE GROUP TIME INTEGRATION METHOD FOR CONSTRAINED MECHANICAL SYSTEMS Martin Arnold MARTIN LUTHER UNIVERSITY HALLE-WITTENBERG Classical ODE and DAE time integration methods have been applied successfully for more than two decades to constrained systems in technical mechanics. For large scale systems, Newmark type integrators are cons...

Different cultures influence the way the members of a society view and perceive the world. This principle is important in the translation phenomenon. What is important for a translator is the purpose of conveying the message of the source text in a way understandable for the audience in the target text (TT). Therefore, every translator should have some knowledge about how to deal with different...

The tension leg platform (TLP) is one of the compliant structures which are generally used for deep water oil exploration. With respect to the horizontal degrees of freedom, it behaves like a floating structure moored by vertical tethers which are pretension due to the excess buoyancy of the platform, whereas with respect to the vertical degrees of freedom, it is stiff and resembles a fixed str...

We consider the floating body problem in vertical plane on a large space scale. More precisely, we are interested numerical modeling of freely water such as icebergs or wave energy converters. The fluid-solid interaction is formulated using congested shallow model for fluid and Newton’s second law motion solid. make particular focus transfer between solid since it major interest production. A a...

We introduce and analyze a new mixed finite element method with reduced symmetry for the standard linear model in viscoelasticity. Following previous approach employed elastodynamics, present problem is formulated as second-order hyperbolic partial differential equation which, after using motion to eliminate displacement unknown, stress tensor remains main variable be found. The resulting varia...

This paper deals with the problem of determining the nonlinear response of a plate endowed with fractional derivative elements and exposed to random loads. It shows that an approximate solution of the nonlinear fractional partial differential equation governing the plate vibrations can be obtained via a statistical linearization based approach. The approach is implemented by considering a time-...

This paper presents a physical approach to simulate image represented objects’ behaviour. The Finite Element Method (FEM) is employed to physically model the given objects, then modal analysis is used to match some objects’ nodes (by solving the related eigenvalue/vector problem and analysing each node displacement in the respective modal space (Sclaroff, Tavares)), and finally the dynamic equi...