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Rotational quadric surfaces
Pavlíčková, Lenka ; Chvalinová, Ludmila (referee) ; Lovečková, Mája (advisor)
This text is especially intended as an educational material for students of Construction and computer geometry, however it can be interesting also for general public. The thesis deals rotational quadric surfaces, includes general common properties of rotational quadric surfaces, processes of procedure and its drawing, especially drawing of sections, constructions of tangent plane and analytical representation of surface. It contains list of quadric surfaces which are not rotational and in conclusion, it contains application of rotational quadric surfaces practically. The all thesis is coupled with pictures of two-plane projection and 3-D pictures of program Maple.
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Interactive textbook of descriptive geometry
Krsová, Michaela ; Dvořák, Petr (advisor) ; Zhouf, Jaroslav (referee)
An aim of this diploma thesis is to create interactive descriptive geometry coursebook. As a basis for coursebook creation was used "Present State of Descriptive Geometry Education on High Schools Survey" which was proceeded via questionnaire. Before the creation of coursebook itself were made analyses of accessible textbooks, geometric softwares in use and possible environments for coursebook content presentation. A result is integrated part of subject matter taught on high schools complemented by solved examples and interactive applets created in software GeoGebra. The coursebook content is presented in a form of HTML sites on a public website http://www.sadsam.cz/dg/ and also as an off- line version on DVD disc enclosed.
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Workbook of Monge projection
Pajerová, Nikola ; Hromadová, Jana (advisor) ; Štěpánová, Martina (referee)
In this thesis there can be found various examples from Monge projection. The theory is summarized in the beginning, which is important of understanding the projection and for solving the examples. There are also examples of solving axial affinity and central collineation. Then there is a chapter about the projection of all types of angular and rotational solids, which are solved at the secondary schools. Then follows a chapter, where the sections of these solids are constructed. In the last chapter, there are solved intersection of solids from each type. Powered by TCPDF (www.tcpdf.org)
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Interactive textbook of descriptive geometry
Krsová, Michaela ; Dvořák, Petr (advisor) ; Zhouf, Jaroslav (referee)
An aim of this diploma thesis is to create interactive descriptive geometry coursebook. As a basis for coursebook creation was used "Present State of Descriptive Geometry Education on High Schools Survey" which was proceeded via questionnaire. Before the creation of coursebook itself were made analyses of accessible textbooks, geometric softwares in use and possible environments for coursebook content presentation. A result is integrated part of subject matter taught on high schools complemented by solved examples and interactive applets created in software GeoGebra. The coursebook content is presented in a form of HTML sites on a public website http://www.sadsam.cz/dg/ and also as an off- line version on DVD disc enclosed.
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Rotational quadric surfaces
Pavlíčková, Lenka ; Chvalinová, Ludmila (referee) ; Lovečková, Mája (advisor)
This text is especially intended as an educational material for students of Construction and computer geometry, however it can be interesting also for general public. The thesis deals rotational quadric surfaces, includes general common properties of rotational quadric surfaces, processes of procedure and its drawing, especially drawing of sections, constructions of tangent plane and analytical representation of surface. It contains list of quadric surfaces which are not rotational and in conclusion, it contains application of rotational quadric surfaces practically. The all thesis is coupled with pictures of two-plane projection and 3-D pictures of program Maple.
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Use of 3D CAD system SolidWorks for teaching the foundations of descriptive geometry
HEŘMAN, Michal
The topic of this thesis concerns computer software for 3D modelling SolidWorks and its use for descriptive geometry problems creation. Descriptions of techniques of work in SolidWorks 3D parametric modeller are a part of this thesis, as well as the work with the software itself and description of problems being solved by it. Thesis also includes options of possible use of the final interactive gadget at basic and elementary schools. Moreover, in conclusion there is described to what extend it is appropriate to use SolidWorks software for descriptive geometry problem solving and when some problems might occur.
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