Course Information:

Instructor: Assistant Professor T. Daras (Faculty Member - EnvEng)

Textbooks (Eudoxus):

• Book [222]: ΣΥΝΗΘΕΙΣ ΔΙΑΦΟΡΙΚΕΣ ΕΞΙΣΩΣΕΙΣ, ΤΡΑΧΑΝΑΣ ΣΤΕΦΑΝΟΣ
• Book [11217]: Διαφορικές εξισώσεις, Κυβεντίδης Θωμάς Α.

Recommended reading:

• Διαφορικές εξισώσεις για Μηχανικούς και Επιστήμονες,Y.A.Cengel, W.J.Palm III, 2017, Εκδόσεις Τζιόλα, κωδ. Εύδοξος 50655994

Eclass:

•  Registration required

Course contents:

• Introduction, initial value problems.
• O.D.E’s of first and second order, separable, homogeneous, Bernoulli, Ricati, Euler, exact, the method of integrating factor.
• Newton’s O.D.E. and applications on basic problems of elementary mechanics.
• Linear independence & dependence, Wronskian, the y = gY transformation.
• Linear O.D.E’s with constant coefficients.
• The Laplace transform method.
• Applications in mechanics and electricity.
• Systems of O.D.E’s with constant coefficients.
• Linear O.D.E.’s with varying coefficients.
• The method of power series.

Assessment and grading method:

• Final closed-book written exam, 100% of the grade or (optional)
• Midterm exam, 50% and final closed-book written exam, 50% of the grade

Last modification: 19-09-2018