Computer-supported Geometric Modeling

Последна измена: October 24, 2019

Course title: Computer-supported Geometric Modeling

Code: 3ФЕИТ08Л007

Number of credits (ECTS): 6

Weekly number of classes: 3+2+0+0

Prerequisite for enrollment of the subject: Taken course: Mathematics 1

Course Goals (acquired competencies): Adopt the basic notions of affine geometry and its application in modeling curves and surfaces, fractals and iterative function systems. Development of analytical thinking, critical abilities, learning ability. The acquired knowledge is necessary for the study of electrical engineering.

Total available number of classes: 180

Course Syllabus: Affine transformations in the plane. Iterative function systems and fractals. Algorithms for fractal generation. Basic models of curves in a plane. Bezier curves and B-spline curves (definition, properties, algorithms). Polynomial surfaces and spline surfaces. De Casteljau’s algorithm, sub-journalism. Modeling curves and surfaces.

Literature:

Required Literature

No.

Author

Title

Publisher

Year

1

Michael BarnsleyFractals everywhereAcademic Press Proffesional, Inc., San Diego, CA,1988

2

Јean GallierCurves and Surfaces In Geometric Modeling: Theory And AlgorithmsMorgan Kaufmann Publishers2000

Additional Literature

No.

Author

Title

Publisher

Year

1

Gerald FarinCurves and Surfaces for GACDAcademic press, San Diego, CA2002