- Популярные видео
- Авто
- Видео-блоги
- ДТП, аварии
- Для маленьких
- Еда, напитки
- Животные
- Закон и право
- Знаменитости
- Игры
- Искусство
- Комедии
- Красота, мода
- Кулинария, рецепты
- Люди
- Мото
- Музыка
- Мультфильмы
- Наука, технологии
- Новости
- Образование
- Политика
- Праздники
- Приколы
- Природа
- Происшествия
- Путешествия
- Развлечения
- Ржач
- Семья
- Сериалы
- Спорт
- Стиль жизни
- ТВ передачи
- Танцы
- Технологии
- Товары
- Ужасы
- Фильмы
- Шоу-бизнес
- Юмор
L12.2 Spherical polar coordinate system (r, θ, φ)
#Electrodynamics #DavidJGriffiths #SphericalPolarCoordinates
0:00 - Introduction to Curvilinear Coordinate System
0:07 - Overview of Curvilinear Coordinate System (Section 1.4)
0:30 - Introduction to Spherical Polar Coordinates
0:39 - Explanation of Vector Components in 3D Space
1:08 - Projection of Vector Components on Axes
1:49 - Spherical Coordinates and Angles: Theta and Phi
2:05 - The Component Projections in the X-Y Plane
2:44 - Calculating the Z Component of the Vector
3:35 - Sine and Cosine Components of the Vector
4:03 - Deriving the Magnitude of the Vector (r)
4:47 - Explanation of Theta and Phi Components
5:06 - Converting Between Cartesian and Polar Coordinates
6:31 - Understanding the Relationship Between Components and Angles
7:22 - Finding the Cartesian Components of the Vector
8:09 - Final Conversion Formulas for the Components
9:05 - Verifying the Magnitude Calculation
10:00 - Proving the Magnitude Formula
11:12 - Simplification of the Magnitude Formula
12:10 - Conversion Between Cartesian and Spherical Coordinates (Final Discussion)
13:00 - Finding Theta and Phi from the Spherical Coordinates
14:01 - Conclusion and Summary of Calculations
Lecture Notes:
https://drive.google.com/file/d/1EAN2pZ1KfQaFNmFQgqOFEH3XCQWu1JTU/view?usp=sharing
Blackboard Image:
https://drive.google.com/file/d/11roYWZJKxVwUvXRrKGABn5oIgs6mldYu/view?usp=sharing
In this video lecture on electrodynamics, we will be discussing the spherical polar coordinate system (r, θ, φ). This coordinate system is commonly used to describe three-dimensional space and is particularly useful in problems with spherical symmetry. We will cover the basic definitions of the spherical polar coordinates, how to convert between rectangular and spherical coordinates, and the applications of the spherical polar coordinates in electromagnetism.
"electrodynamics lectures" "David J. Griffiths" "coordinate system" "rectangular to spherical conversion" "spherical symmetry" "vector calculus" "electric field" "magnetic field" "Maxwell's equations" "Gauss's law" "Faraday's law" "Laplace's equation" "spherical harmonics" "electromagnetic waves" "electric potential" "magnetic dipole" "Coulomb's law" "magnetic field lines" "gradient, divergence, curl"
Видео L12.2 Spherical polar coordinate system (r, θ, φ) канала SAYPhysics
0:00 - Introduction to Curvilinear Coordinate System
0:07 - Overview of Curvilinear Coordinate System (Section 1.4)
0:30 - Introduction to Spherical Polar Coordinates
0:39 - Explanation of Vector Components in 3D Space
1:08 - Projection of Vector Components on Axes
1:49 - Spherical Coordinates and Angles: Theta and Phi
2:05 - The Component Projections in the X-Y Plane
2:44 - Calculating the Z Component of the Vector
3:35 - Sine and Cosine Components of the Vector
4:03 - Deriving the Magnitude of the Vector (r)
4:47 - Explanation of Theta and Phi Components
5:06 - Converting Between Cartesian and Polar Coordinates
6:31 - Understanding the Relationship Between Components and Angles
7:22 - Finding the Cartesian Components of the Vector
8:09 - Final Conversion Formulas for the Components
9:05 - Verifying the Magnitude Calculation
10:00 - Proving the Magnitude Formula
11:12 - Simplification of the Magnitude Formula
12:10 - Conversion Between Cartesian and Spherical Coordinates (Final Discussion)
13:00 - Finding Theta and Phi from the Spherical Coordinates
14:01 - Conclusion and Summary of Calculations
Lecture Notes:
https://drive.google.com/file/d/1EAN2pZ1KfQaFNmFQgqOFEH3XCQWu1JTU/view?usp=sharing
Blackboard Image:
https://drive.google.com/file/d/11roYWZJKxVwUvXRrKGABn5oIgs6mldYu/view?usp=sharing
In this video lecture on electrodynamics, we will be discussing the spherical polar coordinate system (r, θ, φ). This coordinate system is commonly used to describe three-dimensional space and is particularly useful in problems with spherical symmetry. We will cover the basic definitions of the spherical polar coordinates, how to convert between rectangular and spherical coordinates, and the applications of the spherical polar coordinates in electromagnetism.
"electrodynamics lectures" "David J. Griffiths" "coordinate system" "rectangular to spherical conversion" "spherical symmetry" "vector calculus" "electric field" "magnetic field" "Maxwell's equations" "Gauss's law" "Faraday's law" "Laplace's equation" "spherical harmonics" "electromagnetic waves" "electric potential" "magnetic dipole" "Coulomb's law" "magnetic field lines" "gradient, divergence, curl"
Видео L12.2 Spherical polar coordinate system (r, θ, φ) канала SAYPhysics
spherical coordinate system spherical polar coordinate system spherical coordinates spherical polar coordinates spherical spherical polar coordinate spherical coordinate system in hindi cylindrical and spherical coordinate system spherical polar coordinate system hindi spherical polar co-ordinate system spherical coordinate system curvilinear coordinates polar coordinates spherical coordinate system bsc coordinates cylindrical coordinate system sayphysics say physics
Комментарии отсутствуют
Информация о видео
6 июня 2022 г. 18:19:10
00:17:41
Другие видео канала




















