LPP-0202-06 (01.10.2006-31.10.2009)
prof. Dr. Ing. Oliver Moravčík
Science closer to students
Project of science and technology popularisation is oriented to students of secondary schools with the aim to increase their interest in new knowledge in the field of science, research and development and to improve the education quality. The main aim of the project is to support education and research through the motivation tools for students and to improve the quality of education.
APVV-0308-07 (01.02.2008-31.12.2009)
doc. Ing. Peter Schreiber, CSc.
Nuclear and radiation safety demonstration methodology of containers for spent fuel transportation based on experimentally achieved data
It is impossible to perform direct measurement of spent fuel residual output in the container. In case the container is presented as a mathematical model of specific thermal system, we would be able to derive residual output based on power proportions or on base of known or measurable physical value (heat capacity, surface, the container and surrounding temperature, heat transition coefficient, etc.). These values could be a link to residual output computation. Obtained values should be compared with values received from standard atomic-physical computation.
KEGA 3/4110/06 (01.01.2006-31.12.2008)
Strémy Maximilián, Ing.
Virtual laboratory of programmable logic controllers LOGO!12/24 RC and selected control objects
One of the goals of this project is to design and implement a virtual lab of the programmable logic controllers according to the model Siemens LOGO!12/24RC with integrated transfer possibility of the control algorithms from the development and simulation environment LOGO!Soft Comfort v5.0.Solving of the project involves also the design and implementation of the selected control objects applicable for control with virtual PLC described above. The project solving method regards the standard requirements and recommendations using in EU for laboratory building for purposes of the classic approach education, distance form of education, e-learning, involving web environment education.
KEGA 3/4149/06 (01.01.2006-31.12.2008)
doc. RNDr. Hanzel Pavol, CSc.
Designing electronic courses in Mathematics
The project deals with e-learning courses of Mathematics. The materials can be used in any university. The use of the materials will be free of charge and available anytime for any students.
KEGA 3/4153/06 (01.01.2006-31.12.2008)
Mišútová Mária, doc. RNDr., PhD.
The teaching model of mathematical courses with support of ICT.
A research project, granted from KEGA agency is solved by Departments of Mathematics of MTF STU and Department of Informatics of USCM.
VEGA 1/3008/06 (01.01.2006-31.12.2008)
Marcel Abas, RNDr., PhD.
Symmetries of graphs and maps
The purpose of this project is to develop new methods to investigate symmetric structures in topological graph theory. We will focus on cellular embedings of graphs in surfaces and main objects of our study will be Cayley maps and regular maps. We believe thaht using theory of Cayley maps on surfaces with boundary recent developed, we will able to solve problems unsolvable up to now.
VEGA 1/0368/08 (01.01.2008-31.12.2010)
doc. Ing. Peter Schreiber, CSc.
Artifical intelligence in flexible manufacturing control systems
The traditional procedural (imperative) approach is used in the programming of programmable productions systems. A sequence of instruction must be given in order to execute a required function.
VEGA 1/0282/08 (01.01.2008-31.12.2010)
doc. Ing. Jozef Vaský, CSc.
3D model generating by means of reconstruction from part engineering drawing orthogonal views
Engineering drawing is a formal 2D notation of geometrical, material and technological features of a real part. Today´s CAD/CAM systems are based on 3D solid modeling. They make it possible to generate drawings from visualizational and technological operations. It would be therefore effective to transform paper drawings of parts right into 3D representation.
VEGA 1/0068/08 (01.01.2008-31.12.2010)
Mgr. Róbert Vrábeľ, PhD.
Analysis of the boundary layers for three and four points boundary value problem of singularly perturbed second-order ordinary differential equations
We provide geometric and quantitative analysis of the dynamics of three and four points boundary value problem for singularly perturbed second-order ordinary differential equations \epsilon y´´=f(x,y,y´) near of the critical manifold (hyperbolic and non-hyperbolic).
VEGA 1/0170/08 (01.01.2008-31.12.2010)
doc. Ing. Pavel Važan, PhD.
The proposal of alternative procedure of manufacturing lot size determination in flexible manufacturing systems by simulation optimization
The main goal of the project is the proposal of alternative procedure of manufacturing lot size determination in flexibile manufacturing systems by simulation optimization. The procedure will be designed and verified for a piece and batch production.
VEGA 1/0582/08 (01.01.2008-31.12.2010)
doc. RNDr. Jaroslav Červeňanský, CSc.
An extension types of convergence in fuzzy spaces
Analysis of various type of convergence at fuzzy spaces, fuzzy metrics and types of convergence in these metrics, problem analysis according to commonplace axioms and selection of optimal application and numerical times-consuming algorithm.
