|
|
Galaxy Generator for Games
Březina, Karel ; Kobrtek, Jozef (referee) ; Starka, Tomáš (advisor)
This thesis is focused on design and implementation of procedural generator of galaxy for games or simulations. Second goal is implementation of demonstration application which is showing possible usage of generator. Generator is able to create galaxy by predefined types or by user created map.
|
|
|
Voronoi cell constructions on the map
Čermák, Jan ; Hrdina, Jaroslav (referee) ; Pavlík, Jan (advisor)
This bachelor’s thesis deals with study of Voronoi cell and its representation in Voronoi diagrams and their construction on the model of Earth’s surface. At first, Voronoi diagrams and their characteristics are explained in a plane, we describe their construction using Fortune’s algorithm, then spherical geometry is explained. Then we take a look at some equations that are useful for calculating on a sphere, and we use them for calculating distances on Earth, which we approximate with a sphere. Finally we apply Fortune’s algorithm on a sphere, we explain the principles of construction of Voronoi diagrams with this algorithm on a sphere and changes compared to the planar case that must be taken care of. The goal of the thesis is to display Voronoi diagram on Google maps, thus we work with Google Maps API.
|
|
|
NEO (an unnamed ecological art object)
Molišová, Kateřina ; Lungová, Barbora (referee) ; Klodová, Lenka (advisor)
This bachelor thesis – The Sphere/The Planet – is based on the recycling of waste found in the nature to an art object. The Planet is centred on my need to participate in bringing the landscape back to its original state while also reacting to humanity's attitude to the waste production and its influence on nature. I bind and shape the found waste into a planet-shaped sphere that is meant to be a reflection and companion of the planet Earth which is overfilled by the waste produced by humans. The whole process of creation is recorded on the video that is also part of the installation.
|
|
|
Design and Analysis of Structure of Spherical House
Kolodzej, Ján ; Zídek, Rostislav (referee) ; Frantík, Petr (advisor)
This bachelor thesis is dedicated to designing of two different versions of the construction for a spherical house. The design was developed upon an interest of the investor, with whom were both versions also consulted and is supposed to lead to an actual project and realization. The two versions will differ in usage of building materials and the construction geometry.
|
|
| |
|
|
The Multipurpose House in České Budějovice
Špačková, Eva ; Pilgr, Milan (referee) ; Šmak, Milan (advisor)
The subject of this thesis is the design and assessment of the supporting structure multifunctional building in the Czech Budejovice . The construction of a sphere with a maximum diameter of 30 m and a height of 19.5 meters the highest point . The supporting structure consists of curved ribs , elevator shaft and ceiling beams . The structure is designed in 4 versions . Two variants are made of steel, the third option is wooden and the latest version solves a combination of wood and steel. In the variant selected is done loading , ultimate limit state, serviceability limit state , fire resistance and compounds selected details.
|
|
|
Introducing the volume of solids using Cavalieri's principle
Fialová, Eliška ; Vondrová, Naďa (advisor) ; Janda, David (referee)
The aim of the thesis is to use a series of pedagogical experiments to introduce the volume of a pyramid, a cone and a sphere using Cavalieri's principle for pupils of the ninth year of primary school. First, the thesis characterizes the theories and approaches on the basis of which the experiment was built, such as the generic model theory and constructivism. The next part deals with the analysis of schoolbooks for the upper primary school and gymnasium, which are devoted to the introduction of the volumes of solids of pyramids, cones and spheres, and especially those schoolbooks which introduce the given volumes using the Cavalieri principle. The pedagogical experiment was preceded by a series of lessons focused on familiarizing pupils with given geometric solids and deriving calculations of their surfaces. This was followed by the introduction of the Cavalieri principle in the plane and also in space. In the practical part of the thesis, the tasks that were used in the pedagogical experiment are presented. The description of the course of the pedagogical experiment is supplemented by copies of the pupils' solutions. The conclusions are illustrated by the pupils' observations and summaries, which they arrived at in the form of a discussion on the tasks. At the end of the thesis, an evaluation of...
|
|
|
Gender-sensitive analysis of the novel Praskliny
Halíř, Pavel ; Jiroutová Kynčlová, Tereza (advisor) ; Knotková - Čapková, Blanka (referee)
The thesis entitled Gender Sensitive Analysis of the novel Praskliny looks into the representation of symbolic and discursive violence in a selected literary text by a Czech author from the perspective of gender analysis. Klára Vlasáková's novel Praskliny (Cracks) is set in a fantasy world with despotic elements, where individual heroes and heroines deal with the fundamental contradiction caused by internalized social norms with the way the protagonists themselves experience them. The analysis of the work is carried out in the context of feminist literary theories, whose main methodological and theoretical themes are the concept of a woman as nature by Sherry B. Ortner, symbolic violence by Pierre Bourdieu, and the concept of the connection between water and a woman by Z. Kalnická.
|
|
|
Spherical geometry
Kokh, Konstantin ; Vašík, Petr (referee) ; Doupovec, Miroslav (advisor)
This bachelor thesis deals with the description of sphere and spherical geometry. The second chapter defines the mathematical apparatus that we will need in the next part of the work. The third part begins with describing the sphere from the point of view of differential geometry of curves and planes. In the middle, we will show the conformal map of the sphere to the plane and the equiareal map of the sphere to the cylinder. Then we will describe the basic properties of spherical geometry. In the end, we will compare the properties of Euclidean geometry and spherical geometry.
|
|
|
Volume and surface of sphere
Ivan, Matúš ; Bečvářová, Martina (advisor) ; Halas, Zdeněk (referee)
This work presents historical development in methods of calculating volume and surface of a sphere. It's made for high school teachers as a resource for teaching about volume and surface of solids and for high school students who developed interest in historical outlook for this theme. It contains description of particular preserved tasks from ancient Egypt and Mesopotamia. It compares precision of particular approaches taking into account the precision of the constant π. It analyses proofs of facts about volume and surface of sphere from ancient Greece. It describes assets of enlighteners for this theme and shows exact approaches for deducing the formulas for calculating volume and surface of a sphere.
|
guest ::
