Infopaket

Numerical methods in scientific and engineering research

ВК.4.02.02

Вибіркова дисципліна для ОП

First

2022/2023

5 Semester

3

GC2. Ability to apply knowledge in practical situations SC4. The ability to use modern methods of mathematical modeling of objects, processes and phenomena, to develop models and algorithms for the numerical solution of mathematical modeling problems, to take into account the errors of the approximate numerical solution of professional problems.

They know basics of mathematical analysis, differential equations and numerical methods. They can formalize the conditions of tasks, create elementary computer applications for the implementation of calculations. They should be able to work with elementary skills of solving problems in linear algebra, differential equations.

Purpose of the discipline: study of methods of numerical analysis, ability to apply numerical methods in scientific and engineering research. The course consists of numerical methods of integration, approximation, approximate methods of solving the Cauchy problem and boundary value problems for ordinary differential equations.

1. Golubeva K.M., Denisov S.V., Kashpur O.F., Klyushin D.A., Richenko A.I. Chiselni metodi integruvannya. – Vidavnictvo: Lesya. – 2019. – 55с. 2. Makarov V.L., Gavrilyuk I.P. Metodi obchislin. Kiyv, Visha shkola, 1995 3. Moskalkov M.M., Rizhenko A.I., Voycehovsky S.O. ta in. Praktikum z metodiv obchyslen. Kyiv. MAUP. 2006.

Lectures, independent work, laboratory classes

Semester assessment: 1. Current evaluation (in lectures): 5 points / 0 points. 2. Current assessment (on laboratory tests): 55 points / 36. 3. Control work №1: 20 points / 12 points. 4. Control work №2: 20 points / 12 points. Final assessment: credit is given on the basis of the student's work results throughout the semester (sum of points for all successfully assessed learning outcomes). Conditions for admission to the final assessment: a student must score at least 20 points during the semester.

Ukrainian