Basics of CAD

Mathematics BSc
Course description
2013.

Eötvös Loránd University
Faculty of Science
Institute of Mathematics

Borromean Rings

All courses
Core courses
- Algebra, number theory
- Analysis
- Geometry
  - Geometry 1
- Discrete mathematics
  - Discrete mathematics 1
  - Discrete mathematics 2
- Elementary mathematics
  - Elementary mathematics 1
- Informatics
  - Prog. fundamentals
Pure mathematics
- Algebra, number theory
- Analysis
  - Analysis 3
  - Analysis 4
  - Applied analysis
    - Numerical analysis
    - Appl. anal. comp.
  - Differential equations
    - Differential equations
    - Partial diff. equations
  - Topology
    - Introduction
    - Algebraic topology
  - Complex analysis
  - Functional analysis
  - Function series
- Geometry
- Operations research
  - Operations research 1
  - Operations research 2
- Probability theory
- Informatics
- Computer science
- Foundations of math.
  - Set theory
  - Mathematical logic
Applied mathematics
- Analysis
  - Analysis 3
  - Analysis 4
  - Analysis 5
  - Applied analysis
  - Differential equations
    - Differential equations
    - Partial diff. equations
  - Complex analysis
  - Functional analysis
- Geometry
- Operations research
  - Operations research 1
  - Operations research 2
- Probability theory
- Applied modules
- Informatics
- Algorithms
- Algebra
- Elementary mathematics
  - Elementary mathematics 2
  - Elementary mathematics 3
- Foundations of math.
BSc: general information
Studies

Basics of CAD

Hours lect+pc	Credits lect+pc	Assessment	Specialization	Course code lect/pc	Semester	Status
0 + 2	0 + 3	term grade	applied math.	mm1c2ct3a	3	optional

Course coordinator

Balázs Csikós
Department of Geometry
Institute of Mathematics

Strong	Weak	Prerequisites
Practice class
Practice class		Strong: Geometry1P (mm1c2ge2)

Remarks

Syllabus designed by:

Balázs Csikós, Department of Geometry, Institute of Mathematics.

Prerequisites

Basic geometry.

Literature

T. M. Shumaker, D. A. Madsen: AutoCAD and its applications, basics. Goodheart-Willcox; Twentieth Edition, Textbook edition, 2012.

Syllabus

Planar drawings.

Creation of drawing entities, ways to define a point. Editing drawing entities. Changing the view (zoom, pan, etc.). Layers. Dimensioning, texts in the drawing.

3D drawings.

Viewpoints, multiple viewports, wireframe and shaded views, hiding. Definition of 3D lines and faces, coordinate filters. User defined coordinate systems. Construction of special surfaces. Solid modelling (CSG).