ECTS
ECTS Course Catalogue
Course details
Course code: IAS10032o14Semester: 2014/2015 winter
Name: Descriptive Geometry
Major: Landscape Architecture
Study Type: first cycle
Course type: compulsory
Study Semester: 1
ECTS points: 4
Hours (Lectures / Tutorials / Other): 15 / 30 / 0
Lecturer: dr inż. arch. Jerzy Potyrała
Language of instruction: Polish
The course only in Polish with possibility of individual support in English, if needed. Contact person: dr inż. arch. Jacek Burdzińsk
Learning outcomes: Student has an established spatial imagination, knows four ways to write a three-dimensional space on a plane, is able to determine what they characterized; student knows with what methods projections of an architectural object must be drawn, he is able to carry his crosses, to create a axonometric image of the object; student knows the rules of the descriptive perspective, and knows how to work on a situational - altitude map; the student can read the spatial form of the object in the architecture and urban planning drawing; the student is able to practically apply the principle of the descriptive geometry e.g. in the urban and architectural design and in the construction drawing.
Competences: Competences on: reading the spatial form of the object in the architecture and urban planning drawing; practical applying of the principles of the descriptive geometry e.g. in the urban and architectural design and in the construction drawing.
Prerequisites: mathematics, technical drawing
Course content: Point, line, plane - primary elements of space, relationships between them. The term of the view on the plane. The methods of space recording on the plane. Axonometric projections. Anisometry, dimetry, isometry. Planes, polyhedra and planes in the cavalry and military axonometry. Sections of the cube with any plane given from three points in the cavalry axonometry. Sections of the complex polyhedra in the cavalry axonometry continued. Rectangular projections of the plane - the method of Monge. Traces of line and plane. The edge between the planes, straight line and polygon on the plane, puncture of the straight line with the plane and polygon. Complex sections of polyhedra. Shadows of polygons and polyhedra for one and two viewports, grid of polyhedron. Sections of the surface with the projecting planes. Puncture points of the straight line with the surfaces. Vertical perspective, two-junction perspective, the direct method. Polygon and the regular polyhedron on the plane. Vertical perspective, two-junction perspective, the direct method. Architectural object. Marked projections - the principle of mapping. Earth buildings in the flat aslope terrain – horizontally object, object at a fixed distance from the land surface. Object in the decrease other than the land decrease. Earthen structures - complex objects.
Recommended literature: Bogaczyk T., Romaszkiewicz - Białas T., 13 wykładów z geometrii wykreślnej, Wydawnictwo Politechniki Wrocławskiej, Wrocław 1998 Koczyk H. Geometria wykreślna, PWN, Warszawa 1978 Lewandowski, Geometria wykreślna, PWN, Warszawa 1980 Otto E. i E. Geometria wykreślna, PWN, Warszawa 1977 Fuliński J., Mokwa M., Rojek M., Zastosowanie rzutόw cechowanych w budownictwie melioracyjnym i wodnym, Skrypty AR we Wrocławiu, Wrocław 1981 Potyrała J. , Rojek M., Ziemiański A. : Geometria wykreślna, Wydawnictwo Akademii Rolniczej we Wrocławiu, Wrocław 2000 Szerszeń S. : Nauka o rzutach, Państwowe Wydawnictwo Naukowe, Warszawa 1972
Assessment methods: credit classes, examination
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