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Mathematical model of the positional deviation of the NC positioning table is expressed as follows: dpAbbecos k LImNC LLδL L LtLL )]20(1[ (
https://transactions.fs.vsb.cz/2008-1/04.pdf
shaping of sections made of various materials is a very common technological operation in the production process and thus it deserves more attention than it
https://tses.vsb.cz/Home/tses_article352198a.pdf?aid=352
take place in conditions as similar as possible to the real case scenarios. However, this is often not possible for different reasons (e.g. considerable costs associated
https://tses.vsb.cz/Home/tses_article1999ca3.pdf?aid=199
possibility of abuse of chemical warfare nerve agents is presented in different conditions in the Prague Metro system as simulated by a TEREX computer program. In
http://gisak.vsb.cz/gis2010/down/gis2010_1cirkular_A4_en.pdf
within large projects is under preparation. The phenomenon of the Digital World like the Google Earth and other virtual models encourages development of new mobile
http://kat354nas3.vsb.cz/icra2018/media/ICRA18_PCMedia.html
the ICRA option (605). This represents an increase of 4% and 48% over last year respectively � clearly the RA-L/ICRA option is growing in popularity. The long-term average
https://kf.vsb.cz/Veda/poster/Laser11b_poster.pdf
listopadu 15, 708 33 Ostrava-Poruba, Czech Republic petr.hlubina@vsb.cz 1. Abstract A simple polarimetry configuration is used for measuring the thickness of a nonabsorbi
https://www.fei.vsb.cz/export/sites/fei/480/.content/galerie-souboru/Laser11b_poster.pdf
listopadu 15, 708 33 Ostrava-Poruba, Czech Republic petr.hlubina@vsb.cz 1. Abstract A simple polarimetry configuration is used for measuring the thickness of a nonabsorbi
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Praha, C. H. Beck, 2006, 716 p., ISBN 80-7179- 462-7, p. 22. 5 SOKOLOVSKÝ, Z.: Vitální banky, 1. Edition, Praha, Bankovní institut 1999, 374 p., ISBN 80-7265- 024-6, p. 26. 6 It
http://kat354nas3.vsb.cz/icra2018/media/files/0195.pdf
Member, IEEE, Abstract— In this paper, a geometric and unified model of soft-rigid multi-body systems is presented, based on a discrete Cosserat approach of the soft-body dynamics. The model
https://transactions.fs.vsb.cz/2008-2/1618_JANECKI_CEDRO.pdf
orders is equal to: ⎪ ⎪ ⎪ ⎩ ⎪⎪ ⎪ ⎨ ⎧ =Ω−Ω++ΩΩ =Ω−Ω++ΩΩ =Ω−Ω++ΩΩ = .3))sin()24()cos(2( 4 1 2))sin()212()cos(2( 12 1 1)sin()26()cos(
http://kat354nas3.vsb.cz/iros2018/media/files/0612.pdf
max range. The representation bins the traffic car positions into 26 bins per lane. Each lane is depicted as a separate row. Each spatial
https://transactions.fs.vsb.cz/2006-2/1565_XU_Xu_BANKS_%20Stephen.pdf
nonlinear dynamical systems by using a triangulation of the manifold on which the system is defined and replacing the system by a linear model defined by a binary
http://kat354nas3.vsb.cz/icra2018/media/files/0499.pdf
Abstract—Simulation of planetary rovers moving on complex terrains is critical for Mars exploration. Equivalent stiffness is proposed
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in construction and assembly enterprises. Therefore, the paper is both theoretical and empirical in its character. It presents the results of the empirical research
http://kat354nas3.vsb.cz/iros2018/media/files/0851.pdf
a Delaunay tetrahedralization of the free workspace [26] (gray in Figure 2(a)). A Reeb Graph is initialized from the 1-skeleton of
https://kf.vsb.cz/Veda/poster/Phoe18a_poster.pdf
plasmon resonance (SPR) to mea- sure the dispersion of a liquid analyte is presented. Using the material dispersion of the SPR structure and the analyte, the resonance
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working for a long time at the supercomputing centre in Jülich, Germany, and who is coordinating the European Centre of Excellence for Exascale Computing "Research
https://www.fei.vsb.cz/export/sites/fei/480/.content/galerie-souboru/Phoe18a_poster.pdf
plasmon resonance (SPR) to mea- sure the dispersion of a liquid analyte is presented. Using the material dispersion of the SPR structure and the analyte, the resonance
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hodina z Matematiky I, 6. 6. 2022 Připravujeme se na zkoušku z Matematiky II, 30. 5. 2022 On-line doplňková hodina z Matematiky I, 30. 5. 2022 Připravujeme se na zkoušku z Matematiky II,