Learning Outcomes
Upon completion of this course, students will be able to:
1. to understand the mathematics for applied sciences and engineering
2. to handle and solve differential equations ogf the most cources of applied sciences.
3. to apply the analytical solution of differential equations kai to give answers to applied problems.
4. to understand and enhance to applied mathematics and the solution of relevant problems of sciences of hydraulics, irrigation, optimization and environment
Course Content (Syllabus)
Linear and non linear differential equations of 1st, 2nd order. Differentaial equations of 2nd order with variable coefficients. Series Bessel's equation and functions. Fourier series. Systems of equations. Applied problems to agricultural sciences and engineering. Introduction to partial differential equations. Separation of variables, Laplace transformation and similarity methods to solve partial differential equations
Keywords
differential equation, partial differential, analytical solution, applications