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This thesis dissertates the identification of existing experimental unit of biomass combustion. It analyses particular methods of identification, the selection of a model and methods of the estimation of parameters, especially by using last square method and analysis of time-response characteristic. It describes common identification procedure and particular algorithms which were used in practice for obtaining model’s parameters. The thesis also mentions popular software tools used for the modeling and the identification of systems. It comprises the implementation of obtained mathematic models using programming environment Borland Delphi as well.

This project deals with a survey of inventory system and accounting property. The purpose of the project is to study the SAP system, IS Apollo,  the database platform Oracle 10g, the RFID technology and to make a marketing research of a device for the chip EPCglobal UHF Gen2. On base marketing research propose and implement RFID inventory. At implementation target will be collective reading RFID tags. Further I will implement application simulating evidence systems and I will design data transmission to those application that will be also used at transmission data to the IS Apolla. I decided to implement the inventorying in the development environment Microsoft Visual Studio 2005 Standard Edition C#. Application simulated accounting property and data transmission I decide to implement in the development environment Borland Delphi 7.

The diploma thesis deals with the topic of free-form deformations. The main goal of this work were elaboration of theoretical knowledge about this issue and the programming of selected methods od free-form deformations. The first part describes the required spline theory, matrix calculus and free-form deformations. The resulting version shows three programs. The first program compares the selected free-form deformation methods to the example of the 4x4 control point grid. The second program serves as a generalization for the general case of grid of control points. The last program is based on direct manipulation of arbitrary surface point and following recomputation of the control points to obtain demanded shape.