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Conceptual design of a specific industrial process
Beneš, Daniel ; Babička Fialová, Dominika (referee) ; Jegla, Zdeněk (advisor)
This bachelor thesis deals with the conceptual design of the specific industrial process for the thermal destruction of residual ozone using the Pinch Technology method. In the theoretical part of the thesis, the issue of production, use and destruction of ozone is summarized. The theoretical foundations of the Pinch Technology method for conceptual process design are also introduced. The practical part of the thesis deals with the conceptual design of a specific process for the thermal destruction of residual ozone, based on specified industrial data, with a technical-economically optimal heat exchange size, including a subsequent decision on a suitable heat exchanger for this process.
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Effect of rehabilitation on the prolongation of claudication interval in patients with peripheral arterial disease
Beneš, Daniel ; Knoppová, Tereza (advisor) ; Kaufman, Jan (referee)
Ischemic disease of the lower limb is classified as a cardiovascular disease. Althrought cardiovascular diseases are easily preventable, they are the most common cause of death in the European Union, where they count almost half of the total mortality. Cardiovascular diseases are also common cause of many other life complication such as immobilization, psychological problems and others. This group of diseases also puts a significant burden on the health system and a financing of a healthcare, as they are relatively frequent and costly diseases. The objective of this thesis is to find out whether five months of exercise has an effect on a prolonging the claudication interval in patients with ischemic disease of the lower limbs. Other objectives are to find out if the results will be seen after 2 months from the start, and if men will react differently to exercise than women. Method: 9 patients, 5 men and 4 women in the aged from 50 to 74 years took part in the study. The patients suffered from ischemic disease of the lower limbs II b (according to Fontain). These were also patients from the vascular clinic at the Vysočanská Polyclinic. I had total of 6 individual sessions with each patient, in each of which I did approximately thirty minutes of therapy with the patient, and afterwards we measured...
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Conceptual design of a specific industrial process
Beneš, Daniel ; Babička Fialová, Dominika (referee) ; Jegla, Zdeněk (advisor)
This bachelor thesis deals with the conceptual design of the specific industrial process for the thermal destruction of residual ozone using the Pinch Technology method. In the theoretical part of the thesis, the issue of production, use and destruction of ozone is summarized. The theoretical foundations of the Pinch Technology method for conceptual process design are also introduced. The practical part of the thesis deals with the conceptual design of a specific process for the thermal destruction of residual ozone, based on specified industrial data, with a technical-economically optimal heat exchange size, including a subsequent decision on a suitable heat exchanger for this process.
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Cyklicky-aditivně-diferenční množiny ze Singerových a GMW diferenčních množin.
Beneš, Daniel ; Göloglu, Faruk (advisor) ; Drápal, Aleš (referee)
Cyclic-additive-difference sets are combinatorial objects defined by Claude Carlet in 2018. It is, in some sense similar to cyclic difference sets, a well-known concept. In this thesis, first we summarize the current knowledge about cyclic-additive-difference sets and their connection to differential cryptanalysis. Then we present our own results. First, we prove the existence of three infinite families of cyclic-additive-difference sets arising from powers of Singer sets which is an open problem asked by Carlet in 2019. Then we generalize the definition of cyclic-additive-difference sets to the fields of odd characteristic and study similar sets in odd characteristic case. 1
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Max rings
Beneš, Daniel ; Žemlička, Jan (advisor) ; Šaroch, Jan (referee)
Topic of this thesis is max rings, which are the rings, whose nonzero modu- les have maximal submodules. At the begining we prove a characterization of commutative max rings as rings with T-nilpotent Jacobson radical and von Ne- umann regular factor ring of the Jacobson radical. Our next concern are group rings, where we describe all commutative group rings, that are max. These are the group rings, that are composed from a commutative max ring and an abelian torsion group, where is finitely many elements of order pn for p not invertible in the ring. Finally we use this characterization to construct noncommutative group rings, which are max but not perfect.
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