965 resultados para Force-based finite elements


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Parasite differentiation from proliferating tachyzoites into latent bradyzoites is central to pathogenesis and transmission of the intracellular protozoan pathogen Toxoplasma gondii. The presence of bradyzoite-containing cysts in human hosts and their subsequent rupture can cause life-threatening recrudescence of acute infection in the immunocompromised and cyst formation in other animals contributes to zoonotic transmission and widespread dissemination of the parasite. In this review, we discuss the evidence showing how the clinically relevant process of bradyzoite differentiation is regulated at both transcriptional and post-transcriptional levels. Specific regulatory factors implicated in modulating bradyzoite differentiation include promoter-based cis-elements, epigenetic modifications and protein translation control through eukaryotic initiation factor -2 (eIF2). In addition to a summary of the current state of knowledge in these areas we discuss the pharmacological ramifications and pose some questions for future research.

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Microtubules are long, filamentous protein complexes which play a central role in several cellular physiological processes, such as cell division transport and locomotion. Their mechanical properties are extremely important since they determine the biological function. In a recently published experiment [Phys. Rev. Lett. 89 (2002) 248101], microtubule's Young's and shear moduli were simultaneously measured, proving that they are highly anisotropic. Together with the known structure, this finding opens the way to better understand and predict their mechanical behavior under a particular set of conditions. In the present study, we modeled microtubules by using the finite elements method and analyzed their oscillation modes. The analysis revealed that oscillation modes involving a change in the diameter of the microtubules strongly depend on the shear modulus. In these modes, the correlation times of the movements are just slightly shorter than diffusion times of free molecules surrounding the microtubule. It could be therefore speculated that the matching of the two timescales could play a role in facilitating the interactions between microtubules and MT associated proteins, and between microtubules and tubulins themselves.

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An active strain formulation for orthotropic constitutive laws arising in cardiac mechanics modeling is introduced and studied. The passive mechanical properties of the tissue are described by the Holzapfel-Ogden relation. In the active strain formulation, the Euler-Lagrange equations for minimizing the total energy are written in terms of active and passive deformation factors, where the active part is assumed to depend, at the cell level, on the electrodynamics and on the specific orientation of the cardiac cells. The well-posedness of the linear system derived from a generic Newton iteration of the original problem is analyzed and different mechanical activation functions are considered. In addition, the active strain formulation is compared with the classical active stress formulation from both numerical and modeling perspectives. Taylor-Hood and MINI finite elements are employed to discretize the mechanical problem. The results of several numerical experiments show that the proposed formulation is mathematically consistent and is able to represent the main key features of the phenomenon, while allowing savings in computational costs.

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Os efeitos da globalização da economia, a graduação de Cabo Verde à categoria de país de desenvolvimento médio, a entrada para a OMC, a parceria especial com a União Europeia, são acontecimentos verificados num passado próximo que vieram trazer novas exigências ao país em diversos domínios. A preparação das contas e o relato da informação pode ser considerada uma delas. De facto, o normativo contabilístico existente até então, assente num Plano Oficial de Contabilidade (PNC) aprovado por diploma legislativo datada de 1984 já não respondia a todas as necessidades de informação nos domínios da contabilidade, fiscalidade e financeira. O trabalho assenta sobretudo na adopção do SNCRF – Sistema de Normalização Contabilística e de Relato Financeiro. O objectivo é analisar o processo de adopção pela primeira vez deste sistema e os impactos que esta adopção teve na posição financeira nas empresas. Foi feito um estudo de caso para ilustrar este processo. Descrevemos como foi adoptado o SNCRF, fizemos uma apreciação a essa adopção e sugerimos melhoria que deveria ser introduzidas para que os resultados do processo incorporassem a quase totalidade dos procedimentos instituídos nos diversos documentos normativos e legais. Ao trabalho foi dado uma dimensão prática consubstanciada num estudo de caso que serviu para ilustrar o processo de transição. O estudo foi abordado numa perspectiva apreciativa tendo sido inventariadas as situações que deveriam ser salvaguardas (de acordo com o novo normativo e imperativos legais) no processo de transição / conversão e que não foram feitas. Demonstrou-se ainda (através da análise da posição financeira da entidade), que o processo de adopção implicou algumas alterações na estrutura financeira e no valor do capital próprio. A conclusão que se chegou indica que o processo não terá sido tão linear como se desejaria apesar de em, substancia, os principais requisitos terem sido cumpridos. The effects of globalization of its economy, the upgrading of Cape Verde to the category of medium development country, the entry to WTO, the special partnership with European Union, are recent events that brought new demands to the country in several areas. . Preparation of the accounts and information report are included in these new requirements. In fact, the accounting standards till then in force, based on an Official Chart of Accounts (PNC) in force after a law of 1984, didn’t meet the requirements on accounting, fiscal and financial information. This work is basically on the adoption of the new SNCRF – System of Accounting Standardization and Financial Reporting. Our aim is to review the initial adoption process of such system and the impacts this adoption has caused to the financial position of enterprises. A case study is included to illustrate this process. We describe how the SNCRF was adopted; we made an analysis of this adoption and suggested improvements to be introduced in such way that the results of the process include most of the procedures established by law. A practical dimension was attached to this work, through a case study illustrating the transition process. The study adopted an analytical approach, listing the situations that should have been (according to the new standards and legal prescriptions) but were not prevented during the transition / conversion process. The study shows (by the analysis of the financial statements of the studied entity) that the adoption process implied some changes to the financial structure and to the owners’ equity value). One arrives to the conclusion that the process was not as linear as one would expect, although essentially the main requirements were accomplished.

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In this paper, a new two-dimensional shear deformable beam element based on the absolute nodal coordinate formulation is proposed. The nonlinear elastic forces of the beam element are obtained using a continuum mechanics approach without employing a local element coordinate system. In this study, linear polynomials are used to interpolate both the transverse and longitudinal components of the displacement. This is different from other absolute nodal-coordinate-based beam elements where cubic polynomials are used in the longitudinal direction. The accompanying defects of the phenomenon known as shear locking are avoided through the adoption of selective integration within the numerical integration method. The proposed element is verified using several numerical examples, and the results are compared to analytical solutions and the results for an existing shear deformable beam element. It is shown that by using the proposed element, accurate linear and nonlinear static deformations, as well as realistic dynamic behavior, can be achieved with a smaller computational effort than by using existing shear deformable two-dimensional beam elements.

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Enhanced Recovery After Surgery (ERAS) is a multimodal concept combining pre, intra and postoperative evidence-based care elements to reduce surgical stress. ERAS pathways have been shown to significantly reduce morbidity, length of hospital stay and total costs when applied to colorectal surgery. It is therefore considered standard of care in this specialty. There can be no doubt that ERAS principles can be applied also in other major surgeries. However, uncritical application of the guidelines issued from colonic procedures seems inappropriate as the surgical procedures in pelvic cancer surgery differ considerably. This article reports on the first steps of an ERAS project and his introduction in urology.

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The aim of the work is to study the existing analytical calculation procedures found in literature to calculate the eddy-current losses in surface mounted permanent magnets within PMSM application. The most promising algorithms are implemented with MATLAB software under the dimensional data of LUT prototype machine. In addition finite elements analyze, utilized with help of Flux 2D software from Cedrat Ltd, is applied to calculate the eddy-current losses in permanent magnets. The results obtained from analytical methods are compared with numerical results.

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This paper presents a methodology to determine the parameters used in the simulation of delamination in composite materials using decohesion finite elements. A closed-form expression is developed to define the stiffness of the cohesive layer. A novel procedure that allows the use of coarser meshes of decohesion elements in large-scale computations is proposed. The procedure ensures that the energy dissipated by the fracture process is correctly computed. It is shown that coarse-meshed models defined using the approach proposed here yield the same results as the models with finer meshes normally used in the simulation of fracture processes

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This study was conducted to evaluate and compare the behavior of the heating inside poultry shed through gas hood and underfloor heating. The experiment was conducted in poultry shed belonging to the Federal Institute of Education, Science and Technology of Triângulo Mineiro Region, Uberlândia city – state of Minas Gerais (MG), Brazil. The dimensions of the shed are 24 meters long and 9.6 meters wide and with a ceiling height of 3.2 meters. The temperature was measured with an optical thermometer of Minipa brand, MT 350 model. It was used, to the analysis of temperature behavior, the public domain software FEMM 4.2, which uses finite elements techniques, with data collected from two lots. Underfloor heating is made using hot water flowing through a serpentine type system, which is installed below the bed; this hot water is from solar heaters. An energetic and economic assessment of the warming shed for raising chickens was realized. From the results obtained with the simulations, it may observe that the heating through the floor provides a more homogeneous distribution of temperature when compared with the hood heating. The flow of heat is upwards supplying, thus, the greatest need of heating of the bird, which is the pectoral part.

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Numerical simulation of machining processes can be traced back to the early seventies when finite element models for continuous chip formation were proposed. The advent of fast computers and development of new techniques to model large plastic deformations have favoured machining simulation. Relevant aspects of finite element simulation of machining processes are discussed in this paper, such as solution methods, material models, thermo-mechanical coupling, friction models, chip separation and breakage strategies and meshing/re-meshing strategies.

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The behavior of Petrov-Galerkin formulations for shallow water wave equations is evaluated numerically considering typical one-dimensional propagation problems. The formulations considered here use stabilizing operators to improve classical Galerkin approaches. Their advantages and disadvantages are pointed out according to the intrinsic time scale (free parameter) which has a particular importance in this kind of problem. The influence of the Courant number and the performance of the formulation in dealing with spurious oscillations are adressed.

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This work presents a formulation of the contact with friction between elastic bodies. This is a non linear problem due to unilateral constraints (inter-penetration of bodies) and friction. The solution of this problem can be found using optimization concepts, modelling the problem as a constrained minimization problem. The Finite Element Method is used to construct approximation spaces. The minimization problem has the total potential energy of the elastic bodies as the objective function, the non-inter-penetration conditions are represented by inequality constraints, and equality constraints are used to deal with the friction. Due to the presence of two friction conditions (stick and slip), specific equality constraints are present or not according to the current condition. Since the Coulomb friction condition depends on the normal and tangential contact stresses related to the constraints of the problem, it is devised a conditional dependent constrained minimization problem. An Augmented Lagrangian Method for constrained minimization is employed to solve this problem. This method, when applied to a contact problem, presents Lagrange Multipliers which have the physical meaning of contact forces. This fact allows to check the friction condition at each iteration. These concepts make possible to devise a computational scheme which lead to good numerical results.

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In this work it is presented a systematic procedure for constructing the solution of a large class of nonlinear conduction heat transfer problems through the minimization of quadratic functionals like the ones usually employed for linear descriptions. The proposed procedure gives rise to an efficient and easy way for carrying out numerical simulations of nonlinear heat transfer problems by means of finite elements. To illustrate the procedure a particular problem is simulated by means of a finite element approximation.

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In this thesis work, a strength analysis is made for a boat trailer. The studied trailer structure is manufactured from Ruukki’s structural steel S420. The main focus in this work is in the trailer’s frame. The investigation process consists two main stages. These stages are strain gage measurements and finite elements analysis. Strain gage measurements were performed to the current boat trailer in February 2015. Static durability and fatigue life of the trailer are analyzed with finite element analysis and with two different materials. These materials are the current trailer material Ruukki’s structural steel S420 and new option material high strength precision tube Form 800. The main target by using high strength steel in a trailer is weight reduction. The applied fatigue analysis methods are effective notch stress and structural hot spot stress approaches. The target of these strength analyses is to determine if it is reasonable to change the trailer material to high strength steel. The static strengths of the S420 and Form 800 trailers is sufficient. The fatigue strength of the Form 800 trailer is considerably lower than the fatigue strength of the S420 trailer. For future research, the effect of hot dip galvanization to the high strength steel has to be investigated. The effect of hot dip galvanization to the trailer is investigated by laboratory tests that are not included in this thesis.

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RÉSUMÉ Forme littéraire développée dès les débuts du IVe siècle, l’hagiographie, plus tard sanctionnée par l’Église catholique romaine, se déploie avec tout le rituel et le décorum requis par le genre institué, dévoilant les modalités du savoir et du croire qui la distingue. Cette forme fixe fut réactivée, contre toute attente, dans une somme étoffée durant la seconde moitié du XXe siècle par le Collège de ‘Pataphysique, aréopage de philosophes, littérateurs et plasticiens, qui n’est pas un conclave d’excentriques, pas davantage qu’un nouvel « isme », mais une institution qui résolument emblématise la Science. Ce réemploi générique de l’hagiographie est caractérisé par une hétérogénéité bien peu canonique s’inscrivant dans une continuité problématique par rapport au sous-texte. Une première traversée du Calendrier inviterait à croire à une entreprise parodique et iconoclaste. La parodie, qui est aussi une imitation, pose un problème de visée. Le second degré de Gérard Genette implique deux grands régimes discursifs : le sérieux (le sérieux proprement dit et le satirique) et le ludique. Ces régimes nous ont été utiles pour arrimer la question de l’humour. Il y a là en somme deux possibilités, soit la parodie sérieuse conduisant à ridiculiser l’hagiographie et le Calendrier des Saints qui seraient sérieusement visés, néantisés, tournés en dérision; soit la parodie ludique, à portée nulle, simple jeu, farce farfelue, « pour rire ». Or, nous avons tenté de démontrer dans ce mémoire que, même s’il y a lieu d’avancer des arguments en faveur de l’un et de l’autre type de parodie, le partage ne fonctionne pas, précisément peut-être parce qu’il est possible de montrer à la fois que c’est sérieux et pas sérieux. Dans un troisième temps, on peut aussi faire la démonstration que le pas-sérieux est sérieux. Les jeux de mots, d’homophonie n’engagent-ils pas le Verbe? L’imitation impossible ne réfléchit-elle pas les imitabile de la Sainte Église? La situation énonciatrice tributaire de l’hagiographie pataphysique est non différentiable d’un souci de didactisme qui place la composante moralisatrice au centre des enjeux discursifs. Elle induit de ce fait des attentes en matière d’ethos consistant à mettre au même diapason une représentation sociale de l’énonciateur et une représentation intradiscursive au ton didactique. Elle adjoint un autre ton, savant celui-là, érudit, qui vient défaire la belle convergence et fait disjoncter la rhétorique du genre. Cette rhétoricité problématique de l’hagiographie pataphysique a été abordée sous l’angle de l’ethos. L’ethos est l’instance de validation par laquelle nous renvoyons non pas au caractère de l’orateur, mais, suivant en cela Dominique Maingueneau, au type de parole engendrée par le discours et qui, en retour, rend ce discours crédible. Que devient cette instance lorsque la visée persuasive du discours est remise en question, que l’ethos se démultiplie de façon hétérogène sans véritablement assurer la cohésion du propos ni garantir sa portée? La parodie posant incidemment un problème de visée, est-ce du côté d’un ethos parodique que se trouve la réponse? Il nous a convenu de mesurer, d’articuler, de déplacer cette postulation. Nous nous sommes saisi, pour les besoins de notre argumentation, d’une discipline historiquement lourde d’investissement théorique, soit la rhétorique. Celle-ci constitue à la fois une méthode de composition d’un discours reposant sur des lieux susceptibles de susciter l’adhésion et l’émulation de l’énonciataire et une méthode d’analyse. Guidé par une définition étendue du texte, traversant les littératures non narrative et narrative, il nous a importé enfin de restituer la pratique cymbaliste à partir d’un corpus qui est resté l’apanage du « seul » pataphysicien. Nous nous sommes ainsi situé dans l’horizon plus global de la réceptivité d’un discours qui évacue l’idéologique, qui jamais ne se laisse saisir tout à fait, ni enferrer par le fétiche du sens au profit des potentialités qu’il recèle, et cela à partir d’axiomes arbitraires soumis à l’unique exigence de cohérence interne.