Introduction to Partial Differential Equations  104030





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. GramSchmidt 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 SturmLiouville 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 time  day  date  Season 

 Tuesday  19.07.2022  à 
 Sunday  23.10.2022  á 
Timetable to semester 02/2021
2021/2022 Spring Semester
Room  Building  Hour  day  Lecturer  Exercise Lecture  no.  Registering Group 

  10:3012:30  Sunday  Associate Prof. Shalit Orr Moshe  Lecture  10  11 
  12:3013:30  Monday 
  13:3014:30  Monday  Mr úáåø áø  Exercise  11 
Created in 24/01/2022 Time 21:49:23