The article studies the properties of vector fields and level lines of differentiable functions. It is known that in the study of mathematical models of physical processes in physics, the role of vector fields is irreplaceable. For example, when describing the motion of an object in a gravitational or magnetic field, the forces acting on it are specified using a vector field. Also, the study of the vortices of vector fields is one of the main methods in the study of the dynamics of flying bodies. When studying the statics of a particle in a static field, the object on which the particle stands consists of a sphere, and the sphere is the level surface of the differentiable function.
| Mualliflar | Байтураев, А.М., Аслонов, Ж.О. |
|---|---|
| Jurnal | Ilim ha’m ja’miyet |
| Nashr sanasi | 2021-01-10 |
| Son | 1-1 |
| Betlar | 5-8 |
| Til | O‘zbek |
функция, сирт, сатҳ чизиғи, проекция, кесим, айлана, гипербола, тўғри чизиқ, эллипс, градиент, вектор майдон, интеграл чизиқ, компонента, базис, функция, поверхность, поверхность уровня, проекция, сечение, окружность, гипербола, прямая, эллипс, градиент, векторное поле, интегральная линия, компонента, базис, function, surface, surfaces level, projection, section, circle, hyperbole, line, ellipse, gradient, vector field, integral line, component, basis
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