Electromagnetic Fields in 3D
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| Medium Of Instructions | Mode Of Learning | Mode Of Delivery |
|---|---|---|
| English | Self Study | Video and Text Based |
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The Syllabus
Part-A:Essentials Of Vector Calculus
- Introduction
- The Magnitude!
- The Direction (Unit Vector)
- Dot Product Of Unit Vectors
- Defining A Plane Using Direction Components
- Dot Product
- The Cross Product
Part B: Coordinate System
- Introduction To Coordinate System
- Cartesian Coordinate System
- Defining Point ‘P’ In Cartesian Coordinate System
- Constant Planes
- Differential Volume In Space
- Vectors In Cartesian
- Cylindrical Coordinate System
- Finding Point 'P' In Cylinder
- Constant Plane
- Introduction To Coordinate System
- Spherical Coordinate System
- Constant Planes
- Locating Point 'P' In Spherical Coordinate System
- Differential Volume In Spherical System
- Relation Between Various Coordinate Systems
- Conversion Of Rectangular Coordinates To Spherical Coordinates
- Conversion Of Spherical Coordinate To Cartesian Coordinate System
Part–C: The Integrals And Del Operator
- Line, Surface And Volume Integrals
- Volume Integrals
- Integral Calculus
- Triple Integral For Volume
- All About The Del Operator
- Gradient Of A Scalar
- Divergence Of Vector Field
- Curl
- Fundamental Theorems
- Strokes Theorem
- Divergence Theorem
Part-A:Essentials Of Vector Calculus
- Introduction
- The Magnitude!
- The Direction (Unit Vector)
- Dot Product Of Unit Vectors
- Defining A Plane Using Direction Components
- Dot Product
- The Cross Product
Part B: Coordinate System
- Introduction To Coordinate System
- Cartesian Coordinate System
- Defining Point ‘P’ In Cartesian Coordinate System
- Constant Planes
- Differential Volume In Space
- Vectors In Cartesian
- Cylindrical Coordinate System
- Finding Point 'P' In Cylinder
- Constant Plane
- Introduction To Coordinate System
- Spherical Coordinate System
- Constant Planes
- Locating Point 'P' In Spherical Coordinate System
- Differential Volume In Spherical System
- Relation Between Various Coordinate Systems
- Conversion Of Rectangular Coordinates To Spherical Coordinates
- Conversion Of Spherical Coordinate To Cartesian Coordinate System
Part B: Coordinate System
- Line, Surface And Volume Integrals
- Volume Integrals
- Integral Calculus
- Triple Integral For Volume
- All About The Del Operator
- Gradient Of A Scalar
- Divergence Of Vector Field
- Curl
- Fundamental Theorems
- Strokes Theorem
- Divergence Theorem
- Introduction
- What Is Electrostatics?
- Coulomb’s Law
- More About Constant Of Proportionality
- Coulomb’s Law In Vector Format
- Electric Field Intensity ‘E’
- Various Charge Distribution
- 'E' Due To Various Charge Distributions
- 'E' Due To A Point Charge
- 'E' Due To Line Charge Distribution
- 'E' Due To Finite Length Line
- 'E' Due To Infinite Line Charge
- 'E' Due To Circular Ring
- 'E' Due To Surface Charge Distribution
- Gauss’s Law And Its Applications
- Electric Flux
- Various Relations Reated To Gauss Law
- Gauss Law
- What Is Gaussian Surface!
- Applications Of Gauss’s Law
- Proof Of Gauss’s Law From Coulomb's Law (In Case Of Point Charge)
- Elctric Flux Density Due To Infinite Long Conductor
- Elctric Flux Density Due To A Sheet Of Charge
- Divergence Of Electric Flux Density
- Introduction
- What Is Electrostatics?
- Coulomb’s Law
- More About Constant Of Proportionality
- Coulomb’s Law In Vector Format
- Electric Field Intensity ‘E’
- Various Charge Distribution
- 'E' Due To Various Charge Distributions
- 'E' Due To A Point Charge
- 'E' Due To Line Charge Distribution
- 'E' Due To Finite Length Line
- 'E' Due To Infinite Line Charge
- 'E' Due To Circular Ring
- 'E' Due To Surface Charge Distribution
- Gauss’s Law And Its Applications
- Electric Flux
- Various Relations Reated To Gauss Law
- Gauss Law
- What Is Gaussian Surface!
- Applications Of Gauss’s Law
- Proof Of Gauss’s Law From Coulomb's Law (In Case Of Point Charge)
- Elctric Flux Density Due To Infinite Long Conductor
- Elctric Flux Density Due To A Sheet Of Charge
- Divergence Of Electric Flux Density
- Introduction
- Current
- Current In Conductors
- Conductivity Of Material
- Various Relations Of Conductivity
- Continuity Equation
- Relaxation Time
- Dielectric Materials
- Electric Dipole
- Dipole In Uniform Field
- Properties Of Dielectric Materials
- Dielectric Constant
- Isotropic, Homogeneous & Linear Dielectrics
- Potential
- Definition Of Electric Potential
- Potential Difference And Absolute Potential
- Absolute Potential
- Relation Between 'E' & 'V'
- Conservative Field For Maxwell’s Equation
- Unit Of ‘E’ & More Detail About E & V
- Voltage Due To Various Charges Distribution
- Capacitor
- Parallel Platecapacitor
- Sphericalcapacitor-Capacitance Of Two Concentric Conducting Spheres
- Capacitance For Coaxial Cable
- Energy Density
- Poison’s & Laplace’s Equation
- Maxwells Two Equations
- Introduction
- Current
- Current In Conductors
- Conductivity Of Material
- Various Relations Of Conductivity
- Continuity Equation
- Relaxation Time
- Dielectric Materials
- Electric Dipole
- Dipole In Uniform Field
- Properties Of Dielectric Materials
- Dielectric Constant
- Isotropic, Homogeneous & Linear Dielectrics
- Potential
- Definition Of Electric Potential
- Potential Difference And Absolute Potential
- Absolute Potential
- Relation Between 'E' & 'V'
- Conservative Field For Maxwell’s Equation
- Unit Of ‘E’ & More Detail About E & V
- Voltage Due To Various Charges Distribution
- Capacitor
- Parallel Platecapacitor
- Sphericalcapacitor-Capacitance Of Two Concentric Conducting Spheres
- Capacitance For Coaxial Cable
- Energy Density
- Poison’s & Laplace’s Equation
- Maxwells Two Equations
- Introduction
- Magnetic Flux
- Magnetic Field Intensity (H)
- Magnetic Flux Density
- Biot-Savart’s Law
- Case 1: Magnetic Field Intensity Due To Infinite Long Straight Filament On Point 'P'
- Case 2: Magnetic Field Intensity Due To Finite Length Current Element
- Case 3: Magnetic Field Intensity At The Centre Of Square Current Loop
- Case 4: 'H' Due To Circular Conducting Filament On Pointp:
- Case 5: Relation Between Magnetic Field Intensity (H), Volume Current Density (J) And Surfacecurrent Density (K)
- Ampere's Circuitallaw {Or} Amperes Works Law
- Applications Of Ampere's Circuital Law
- Case 1: Magneticfield Intensity Due To Long Filamentary Conductor
- Case 2: Magnetic Field Intensity Due To A Coaxial Transmission Line
- Case 3: Curl Of Magnetic Field Intensity And Difference Between Curl Anddivergence
- Case 4: Strokes Theorem For Magnetic Field Intensity
- Introduction
- Magnetic Flux
- Magnetic Field Intensity (H)
- Magnetic Flux Density
- Biot-Savart’s Law
- Case 1: Magnetic Field Intensity Due To Infinite Long Straight Filament On Point 'P'
- Case 2: Magnetic Field Intensity Due To Finite Length Current Element
- Case 3: Magnetic Field Intensity At The Centre Of Square Current Loop
- Case 4: 'H' Due To Circular Conducting Filament On Pointp:
- Case 5: Relation Between Magnetic Field Intensity (H), Volume Current Density (J) And Surfacecurrent Density (K)
- Ampere's Circuitallaw {Or} Amperes Works Law
- Applications Of Ampere's Circuital Law
- Case 1: Magneticfield Intensity Due To Long Filamentary Conductor
- Case 2: Magnetic Field Intensity Due To A Coaxial Transmission Line
- Case 3: Curl Of Magnetic Field Intensity And Difference Between Curl Anddivergence
- Case 4: Strokes Theorem For Magnetic Field Intensity
- The Magnet
- Force On A Movingcharge And Differential Current Element
- Lorentz Force Equation
- Force On Differential Current Element
- Example: Force Between Line Currents
- Force And Torque On A Current Loop Or Force And Torque On A Closed Circuit
- Magnetic Moment
- Magnetization
- Magnetic Materials
- Electromagnets And Its Important Uses
- Classification Of Magnetic Materials According To Their Alignment Of Magnetic Moment
- Magnetic Boundary Conditions:The Borders!
- The Magnet
- Force On A Movingcharge And Differential Current Element
- Lorentz Force Equation
- Force On Differential Current Element
- Example: Force Between Line Currents
- Force And Torque On A Current Loop Or Force And Torque On A Closed Circuit
- Magnetic Moment
- Magnetization
- Magnetic Materials
- Electromagnets And Its Important Uses
- Classification Of Magnetic Materials According To Their Alignment Of Magnetic Moment
- Magnetic Boundary Conditions:The Borders!
- Introduction
- What Is Transverse Wave?
- Longitudinal Wave
- The Problem
- Whatis Propagation?
- Lighting The Wave!….And Light Was There.
- What Is Light Andwhat Is Frequency? (Waaaave!)
- Frequency And Wave!
- Concept Of Polarization
- Types Of Waves
- Wave Equations
- Wave Equations For Good Conductors
- Wave Equations For Free Space
- Relationbetween ‘E’ And ‘H’ ,The Characteristic Or Intrinsic Impedance Of The Free Space Or Transverse Nature Of Wave
- Bouncing A Wave!
- Normal Incidenceat A Plane Boundary Of Good Conducting Materials (Standing Wave)
- Normal Incidenceat A Plane Boundary Of Two Perfect Dielectric Materials
- Reflection At The Surface Of A Conducting Medium – Normal Incidence
- Poynting Vector And Power Flow Inelectromagnetic Fields
- Electromagnetics & Transmission Lines: Overview Of T And Π Networks.
- Two Wire Transmission Lines,
- Primary And Secondary Constants.
- Transmission Line Equations. Infinite Line And Characteristic Impedance- Open And Short Circuit Lines And Their Significance
- Introduction To Electromagnetics & Antennas.
- Introduction To Electromagnetics & Wireless Communications.
- Introduction
- What Is Transverse Wave?
- Longitudinal Wave
- The Problem
- Whatis Propagation?
- Lighting The Wave!….And Light Was There.
- What Is Light Andwhat Is Frequency? (Waaaave!)
- Frequency And Wave!
- Concept Of Polarization
- Types Of Waves
- Wave Equations
- Wave Equations For Good Conductors
- Wave Equations For Free Space
- Relationbetween ‘E’ And ‘H’ ,The Characteristic Or Intrinsic Impedance Of The Free Space Or Transverse Nature Of Wave
- Bouncing A Wave!
- Normal Incidenceat A Plane Boundary Of Good Conducting Materials (Standing Wave)
- Normal Incidenceat A Plane Boundary Of Two Perfect Dielectric Materials
- Reflection At The Surface Of A Conducting Medium – Normal Incidence
- Poynting Vector And Power Flow Inelectromagnetic Fields
- Electromagnetics & Transmission Lines: Overview Of T And Π Networks.
- Two Wire Transmission Lines,
- Primary And Secondary Constants.
- Transmission Line Equations. Infinite Line And Characteristic Impedance- Open And Short Circuit Lines And Their Significance
- Introduction To Electromagnetics & Antennas.
- Introduction To Electromagnetics & Wireless Communications.