Subject: Subject Sylbus: Introduction to Partial Differential Equations - 104030 (Current)

Introduction to Partial Differential Equations - 104030
Credit
Points
3.5
Given In
Semester
b
Lecture Exercise Laboratory Project or
Seminar
House
Work
Weekly
Hours
3 1

Determination of the grade according to progress during the semester and a final examination.


Prerequisites: ( Ordinary Differential Equations a 104285
and Infinitesimal Calculus 3 104295 )
Overlapping Courses: Partial Differen.Equa.and Fourier Series 104223
Incorporated Courses: Differential Equations for Mechanical Engineering 104213
Partial Differential Equations 104216
Partial Differential Equations/H 104218
Partial Differential Equations for Aeronautical Engineering 104219
Partial Differential Equations/T 104220
Partial Differential Equations/M 104228


Fourier Series: Orthonormal Series of Piecewise Continuous Functions. Gram-Schmidt Orthonormalization. Bessel'S Inequality. Completeness and Closure. the Weierstrass Approximation Theorems. Convergence of Fourier Series. Partial Differential Equations: Introduction, the Cauchy Problem, Characteristic Lines and Canonical Forms, the Wave Equation, the Sturm-Liouville Problem, the Heat Equation, the Laplace Equation, Maximum and Minimum Principles for Harmonic Functions, the Poisson Integral.




Times and places of examinations 02/2021 2021/2022 Spring Semester
examination timedaydateSeason
Tuesday19.07.2022
Sunday23.10.2022

Timetable to semester 02/2021 2021/2022 Spring Semester
RoomBuildingHourdayLecturerExercise
Lecture
no.Registering
Group
10:30-12:30SundayAssociate Prof. Shalit Orr MosheLecture1011
12:30-13:30Monday
13:30-14:30MondayMr Exercise11

Created in 24/01/2022 Time 21:49:23