MATHEMATICAL PHYSICS A - L
Academic Year 2018/2019 - 2° Year
Teaching Staff: Armando MAJORANA
Credit Value: 9
Scientific field: MAT/07 - Mathematical physics
Taught classes: 42 hours
Exercise: 45 hours
Term / Semester: 2°
Credit Value: 9
Scientific field: MAT/07 - Mathematical physics
Taught classes: 42 hours
Exercise: 45 hours
Term / Semester: 2°
Learning Objectives
The course aims to provide foundations, concepts and complex and rational mechanical analysis methods, that are necessary for the understanding of topics that will be introduced and developed in other courses of the degree course.
Course Structure
Lectures and exercises in the classroom.
Detailed Course Content
Mathematical methods for engineering: elements of a complex variable, Laplace transforms, Fourier series, Fourier transform, introduction to the theory of distributions. Rational mechanics: theory of vectors and vector analysis, kinematic of points, rigid and articulated bodies, geometry of the masses, the general principles of mechanics, dynamics of material systems, rigid and articulated, analytical mechanical elements.
Textbook Information
- V. Romano, Metodi matematici per i corsi di ingegneria, Città Studi edizioni, 2018.
- F. Mugelli e M. Spadini, Metodi matematici, Esculapio, Bologna, 2013.
- V. Franceschini e C. Vernia, Meccanica razionale per l'Ingegneria, Pitagora. Bologna, 2011.
- G. Frosali e E. Minguzzi, Meccanica Razionale per l'Ingegneria, Esculapio. Bologna, 2011.
- B. D'Acunto e P. Massarotti, Meccanica razionale per l'ingegneria, Maggioli, Santangelo di Romagna, 2016.
- G. Frosali e F. Ricci, Esercizi di meccanica razionale, Esculapio, Bologna, 2013.
- Notes distributed by the teacher.