Cartesian Coordinate System & Projection of Vector

Cartesian Coordinate System and Projection of Vector is explained with the following Outlines:

0. Cartesian Coordinate system
1. Representation of Cartesian Coordinate system
2. Direction of axis in Cartesian Coordinate system
3. Projection of vector
4. Calculation of projection of vector

Chapter-wise detailed Syllabus of the Electromagnetics Theory Course is as follows:

Basics of Vector, Parameters of vector, Examples of Vector, Coordinate Systems, Magnitude and direction of vector, Dot and Cross multiplication of Vector, Resultant of vector, Law of parallelogram, Law of polygon, Cartesian Coordinate System, Cylindrical Coordinate System, Spherical Coordinate System, Conversion of Coordinate System.

Coulomb's Law, Electric Field, Electric Flux, Gauss's Law for Electric field, Electric Dipole, Electric Potential, Boundary Conditions of Electric field, Capacitor and Capacitance.

Biot Savart Law, Ampere Circuit Law, Maxwells Equations, Magnetic Field, Gauss's Law for Magnetic field, Examples of Magnetic field, Vector Magnetic potential, Faraday's Law, Boundary conditions of Magnetic field, Induction and Inductance.

EM wave propagation, Plane EM wave in medium, Skin Effects, Intrinsic Impedance, Loss tangent of medium, Pointing Theorem, Examples on EM wave propagation.

Basics of Transmission Line, Parameters of Transmission Line, Types of Transmission Line, Examples of Transmission Line, Impedance matching of Transmission Line, Losses in Transmission Line, Transmission Line Parameters {Propagation constant, Phase constant, Attenuation constant, Characteristics Impedance, Reflection Coefficient, Transmission Coefficient, VSWR, Input Impedance, Line Impedance}.

Basics of Smith Chart, Mathematics of Smith Chart, Examples of Smith Chart, Examples of smith chart using following parameters: VSWR, Reflection Coefficient, Load Impedance, Input Impedance, Line Impedance, Vmax and Vmin location, Admittance, Parallel stub Impedance matching, Series stub Impedance matching.

Engineering Funda channel is all about Engineering and Technology. Here this video is a part of Electromagnetic Theory.

#CartesianCoordinatesystem #Projectionofvector #ElectromagneticTheory @EngineeringFunda

[EngineeringFunda]

🔥All Premium Courses Link of Engineering Funda🔥

[sreejitaghoshdastidar]

6/√14, and your teaching techniques are awesome sir, thank you so much for clearing our doubts

[savanmandora]

Sir, here my answer
👉🏼👉 Projection of F2 on F1is= [6/√14]
And thanks sir for making easy our university syllabus.

[gskerbecs]

Thanks a lot sir!!! for making these topics so much easier to understand than it normally is, I was really struggling a lot in this subject but thanks to my friend's suggestion for your channel, now I'll be able to complete this subject in no time. Thank you very much sir Jai Shri Ram

[EngineeringFunda]

⬇ *Premium Courses of Engineering Funda* ⬇
✅ *༺ Please Share it with your friends to support us. ༻*

[usmankhan]

Mashallah your teaching method is marvelous. Keep it up. Anyways answer is (6/underroot 14)

[xmartyplayer]

Sir very very thank you for your whole playlist
I've completed my whole EMFT from your playlist

[pranavmore]

6/√14 your explanation is really simple and easy to understand 🙏🏻🙏🏻

[karthickkuduva]

Try to prepare MCQ on every coordinate it will be much use fulll

[chaitanyalakshmigorakati]

Thanks for telling classes sir . These are useful for us sir .Answer is 6/√14

[harshithm]

Projection of F2 on F1 is 6/3.74



Thanks for another great lecture!!!

[LIVE_LIVELY]

Sir...a small request....please upload topic wise problems in your playlist....the more problems we practice, the more theory binds with the problems...I hope u understood..sir

[Dr.V.KishenAjayKumar]

Sir, in representation of cartesian system, when we move screw from Y to Z ie anticlockwise, practically, the screw motion will be opposite to the direction of X but you indicated arrow downwards towards X direction. I doubt ..

[ach.vaibhav]

6/(14^0.5) sir you r awesome sir straight sure point

[kumudinigandhesiri]

thanks so much yes pls do derivation of line charge surface charge

[clasherpoint]

Sir make video regarding JUT(Jharkhand University of Technology) syllabus

[unknownm]

Projection on f2 on f1
Ans=6/√14=1.60356

[binduposa]

projection of vector F1 0n F2 is 6/14^1/2

[Dr.V.KishenAjayKumar]

Sir explain any two examples 3, 2, -1 and 2, -4, 1 how to represent in cartesian system. Also explain what is a unit vector and projection of vector on other vector diagramatically. And law of parallelogram is not clear

[clasherpoint]

Projection of F2 vector on F1 vector is F2 cos theta is equal to 6 by root under 14