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UNIT 1 | ELECTROMAGNETIC THEORY

1.19 Potential

Embark on a fascinating journey into the world of coordinate systems in electrical engineering. Understand the fundamental concepts that lay the groundwork for more complex topics in the field.

1.1 Cartesian Coordinate System:
Explore the Cartesian coordinate system, understanding its significance in representing points in space. Dive into different dimensions, unit vectors, and position vectors to build a strong foundation.

1.2 - 1.3 Cylindrical Coordinate System & Spherical Coordinate System:
Delve into cylindrical coordinates and Spherical Coordinate System, exploring different dimensions and understanding the unit vectors. Learn the transformation between Cartesian and cylindrical coordinates and Cartesian and Spherical coordinates to seamlessly navigate between the two systems.

1.4 Vector Product:
Master the vector product, including scalar product (dot product) and cross product. Learn about conversion metrics and solve problems that involve vector products, enhancing your analytical skills.

1.5 - 1.6 Scalar Field & Vector Field:
Understand scalar fields and vector fields and their significance in electrical engineering. Explore their applications and relevance in various coordinate systems.

1.7 Electrostatic Fields:
Explore the intricacies of electrostatic fields, including Coulomb’s law and Coulomb’s force. Solve problems related to electric field intensity and gain a deeper understanding of charge configurations.

1.8 Electric Field Intensity:
Dive into the dynamic world of electric field intensity. Explore the intricacies of how electric fields interact with charged particles, providing a foundation for understanding the broader concepts in electrical engineering.

1.9 Charge Configurations:
Uncover the diverse configurations of electric charges. From point charges to complex distributions, grasp the fundamentals that shape electric fields in various scenarios.

1.10 Electric Field due to Infinite Line Charge:
Explore the electric field generated by an infinite line charge. Understand the mathematical expressions and implications of this fundamental concept in electrical engineering.

1.11 Electric Field Intensity due to Infinite Sheet Charge:
Delve into the electric field intensity resulting from an infinite sheet charge. Understand how the distribution of charge on a surface influences the surrounding electric field.

1.12 Electric Field Intensity Due to Volume Charge Distribution:
Navigate through the complexities of volume charge distributions. Understand how the spatial arrangement of charges within a volume affects the electric field intensity in its vicinity.

1.13 Electric Flux:
Uncover the concept of electric flux, a crucial parameter in understanding the flow of electric field lines through a surface. Explore its applications and implications in various electrical engineering scenarios.

1.14 - 1.15 Gauss's Law and its applications:
Master Gauss's law and its expression, delving into its proof and the first Maxwell’s equation. Explore practical applications of Gauss's law and solve problems to reinforce your understanding. Discover the real-world applications of Gauss's Law in electrical engineering.

1.16 Point Form of Gauss's Law: Divergence:
Unravel the mysteries of the point form of Gauss's Law and delve into the concept of divergence. Understand the physical interpretation of divergence and its implications in understanding the behavior of electric fields.

1.17 Divergence Theorem:
Navigate through the Divergence Theorem, a powerful tool that connects the flux of a vector field through a closed surface to the behavior of the field within the region it encloses. Explore its applications and solve problems that deepen your understanding.

1.18 Energy:
Understand the concept of energy in the context of electric fields. Explore the line integral and solve problems related to moving point charges in electric fields.

1.19 Potential:
Embark on a journey into the concept of electric potential. Explore how electric potential plays a crucial role in understanding the behavior of charges within an electric field. Uncover the mathematical expressions and practical applications of electric potential.

1.20 Potential Gradient:
Delve into the intricacies of potential gradient, a key parameter that defines the rate of change of electric potential. Understand its significance in analyzing electric fields and solving engineering problems.

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