Summer Semester 2012/13
Summer Semester 2013/14
Summer Semester 2014/15
Summer Semester 2015/16
Summer Semester 2016/17
Summer Semester 2017/18
Summer Semester 2018/19
Engineering Graphics GS2113
Projective transformations: axial affinity and central collineation. Dandelin’s theorem and sections of the cone. Constructing and modeling conic sections. Examples: modeling the shadow of a sphere on the stairs. Shaping the surfaces, forming some rectilinear skew surfaces, roofs and vaults examples of different types: oblique rectilinear surface, saddle surface, cross and cloister vaults, sailing vaults, domes. The solid geometry and the creation of architectural models: spiral staircase, complex supporting structures (rotational hyperboloid). Slice-based transformation and their use to create 3D models of geometric objects. Examples: spiral columns, Saint-Gilles surfaces, channel surfaces. Creating a topographic surfaces on the basis closed terrain mapping contour, modeling of cut and fill (road and swimming pool). Use of software: SketchUp and Blender 3D in complex spatial elements (architecture, relief).
(in Polish) Rodzaj przedmiotu
(in Polish) Założenia (prorekwizyty)
Course coordinators
Term 2013L: | Term 2017L: | Term 2016L: | Term 2012L: | Term 2018L: | Term 2015L: | Term 2014L: |
Learning outcomes
student characterizes the projections used in the art, maps simple models of spatial objects, reconstructs spatially mapped performs spatial object using the CAD drawing of construction techniques used in the design geometry, student working in a team pursuing the task of engineering graphics.
Assessment criteria
hand-drawn pencil or computer design 12 projects (exercitations), two tests (hand-drawn pencil design and computer), nine short tests (entrances) term work: physical model of a geometric object, computer project of a physical process (e.g. a geometrical insolation of a roof’s surface).
Bibliography
a) basic references:
JJaskolski A.: AutoCAD 2012/LT2012/WS +. Rate of parametric and non-parametric design of 2D and 3D (in Polish). Wydawnictwo Naukowe PWN, 2011..
Koźniewski E.: Wykłady i zadania z geometrii odwzorowań inżynierskich. Preskrypt. Białystok 2007 (translation into English).
Otto F., Otto E.: Podręcznik geometrii wykreślnej (Descriptive Geometry Textbook). Wydawnictwo Naukowe PWN, Warszawa, 1994.
Pottmann H. et al.: Architectural Geometry. Bentley Institute Press, Exton, Pennsylvania, USA 2007.
Foley J.D. et al.: Introduction to Computer Graphics. Addison-Wesley Publishing Company, Inc. 1994.
Lamit L. G.: Descriptive Geometry. Prentice-Hall, Inc., Englewood Cliffs, NJ 07632, 1983.
b) supplementary references:
Slaby S.M.: Descriptive Geometry. BARNES & NOBILE, Inc. New York 1956.
Warner F.M., McNeary M.: Applied Descriptive Geometry. McGRAW-HILL Book Company, Inc. New York, Toronto, London 1959.
Lamit L. G.: Descriptive Geometry. Prentice-Hall, Inc., Englewood Cliffs, NJ 07632, 1983.