Integrált örökségvédelem (optimalizált terek építészete Pécsett)

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Simulation-supported design of a Hungarian national sports center

Getting the possibility to participate in an actual design process of a Hungarian national sports center is a unique chance to demonstrate and investigate the potential of the dynamic simulation supported building design research program. The research is based on synchronous energy simulations and architectural planning. Energetic and climatic simulations are made during the whole design process. All possible simulated building climate- and energy parameters of the planned versions are compared to each other. In this way it is possible continuously develop the energy and climate characteristic of the designed building. The goal is to reach an accurate design method to be able to predict and minimize the total energy needs of the building as early as the design stage. In the first phase of this process the simulation models of the plan variations are compared, which helps to locate the possible weaknesses of the proposed building geometry and structures or its setting method to develop he building structures and proposed building services systems. In the second phase the chosen building plan is optimized and quantified by final simulations

The scaling limit of the critical one-dimensional random Schrodinger operator

We consider two models of one-dimensional discrete random Schrodinger operators (H_n \psi)_l ={\psi}_{l-1}+{\psi}_{l +1}+v_l {\psi}_l, {\psi}_0={\psi}_{n+1}=0 in the cases v_k=\sigma {\omega}_k/\sqrt{n} and v_k=\sigma {\omega}_k/ \sqrt{k}. Here {\omega}_k are independent random variables with mean 0 and variance 1. We show that the eigenvectors are delocalized and the transfer matrix evolution has a scaling limit given by a stochastic differential equation. In both cases, eigenvalues near a fixed bulk energy E have a point process limit. We give bounds on the eigenvalue repulsion, large gap probability, identify the limiting intensity and provide a central limit theorem. In the second model, the limiting processes are the same as the point processes obtained as the bulk scaling limits of the beta-ensembles of random matrix theory. In the first model, the eigenvalue repulsion is much stronger.Comment: 36 pages, 2 figure

Challenge of changes — Architectural education in atelier

At the Pollack Mihaly Faculty of Engineering we completed the traditional ‘excatedra’ style of teaching with a workshop/studio sort of practical education. Besides the engineering knowledge of architect education the methodology of teaching the elements of artistic creativity represented the greatest challenge. In this context our students have the opportunity to take part in preparatory courses, summer camps, courses in the workshop of famous masters, and work with our lecturers

The cathedral museum of Pécs

The Cathedral Museum can be found in front of the vaulted passageway leading towards the Cathedral in Pécs; it was placed into the area of the former moat, digging out its place between the walls of the bishop castle and the contrascarpa, which filled up later, in the baroque age. This considerably huge building almost turned into a hidden, subterranean anti-building, providing the collection the Cathedral Museum with a spacious interior

The Breuer Marcell doctoral school at the Pollack Mihály Faculty of Engineering, University of Pécs

The University of Pécs is a successor of the first Hungarian university established by Luis the Great in 1367. Between 1970 and 1995, the Pollack Mihály College of Engineering was a separate institute; in 1995 it joined as Engineering College to the University of Pécs, finally in 2004 it became the Faculty of Engineering of the University. In the College a Doctoral School was found at 2003