2020–21–A
Prof. Alexander Ukhlov
Course topics
First order differential equations.1. Separable equations.2. Exact equations. Integrating factors.3. Homogeneous equations.4. Linear equations. Equation Bernulli.5. The existence theoremSecond order equations.1. Reduction of order.2. Fundamental solutions of the homogeneous equations3. Linear independence. Liouville formula. Wronskian.4. Homogeneous equations with constant coefficients.5. The nonhomogeneous problem.6. The method of undetermined coefficients.7. The method of variation of parameters. 8. Euler equation.9. Series solutions of second order linear equatHigher order linear equations.1. The Laplace transform2. Definition of the Laplace transform3. Solution of differential equations by method of Laplase transform.4. Step functions.5. The convolution integral.Systems of first order equations.1. Solution of linear systems by elimination.2. Linear homogeneous systems with constant coefficients.3. The matrix method. Eigenvalues and eigenvectors.4. Nonhomogeneous linear systems.
University course catalogue: 201.1.9031
Students' Issues
- Class Representative
- שלי פסניצינאק
- Aguda Representative
- רכזת סיוע אקדמי - הנדסה ב’ ומכינות - ליאור גבריאל
- Staff Observers
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- פרופ’ עלוה פלד (Structural engineering)
- ד”ר רוני קמאי (Structural engineering)
- איילת מארק (Faculty - Engineering)
- עמי ישעיה (Faculty - Engineering)
- רפאל שיקלר (Faculty - Engineering)
- פרופ’ דביר שבתאי (Faculty - Engineering)
- פרופ’ אורן שדות (Faculty - Engineering)
- איתן גרוספלד (Faculty - Natural sciences)
- רויטל בינדר (Faculty - Natural sciences)
- סיגל אברמוביץ (Geology)
- ירון קציר (Geology)