Cartesian to Cylindrical Vector Conversion Explained

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Cartesian Vector to Cylindrical Vector Conversion is explained with the following Outlines:

0. Cylindrical Coordinate System
1. Cartesian Coordinate System
2. Cartesian Vector to Cylindrical Vector Conversion

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.

#CartesianVector #CylindricalVector #CartesianCoordinateSystem #CylindricalVectorSystem @EngineeringFunda
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EngineeringFunda
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EngineeringFunda
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thank you so so so much!! You saved me!
Love from Palestine :)

thermrm
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YOUR TEACHING IS STUDENT FRIENDLY, STUDENTS CAN EASILY GRASP THE CONCEPT THANK YOU .

balukrish
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best explaination sir. my doubt is fully cleared . Its very useful video

yashsahu
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very nice explanation sir in short of time

joshithreddymatta
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sir at 11:25, the tan(inverse) 2/2(root)3= 60 deg not 30 deg if its 30 deg can u explain it the way thank you for whole explaination, you made it easy for us ....

umeshvashisht
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Thank you, sir. Very clear explanation.

elizaldodesousajunior
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Sir how could one thank you for your help and support ❤ 🙏 💕

zuhairalsaffar
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Very nice explanation in a short time👍👍👍
Can I ask why do we need a vector function apart from the coordinates? Why cant we substitute the values of r, phi, and z directly to a_r*i_r+a_phi*r_phi+a_z*i_z like the rectangular coordinate system(the points x, y, z is directly substituted to the notation)?

angelojacobo
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sir as per the formula you wrote for the a phi component it will be always come out to be zero if we put the value of cos and sin of phi and multiply with those component.
i hope you will understand my comment

varunpandey
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how does the dot product p.ir give r. what is the intuitive approach in that dot product which gives the transform.

sanathkumar
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hlo sir explanation is good i have litly bit confuse this topic try to telling in telugu sir thank you

pennabadisai
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Sir can u please make some videos for GATE Question and their solutions....

chetanverma
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Sir, what about matrix form of conversion, in my syllabus of aktu it is matrix form ?

Ayush_jaiswal
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But this will always give zero for i_phi component.

JayantaSaha
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At 7.49, can you explain 90-fi ? How did it come?

abarnavg
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From 5:32 professor, how did you say that it is cosine function for the three???

wbnewgate
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Sir how you substituted Cosphi instead of Ix.Ir and cos90-phi instead of Iy.Ir

HimanshuSingh-kcvv
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Sir how we conclude ix.iz =0 and similarly iy.iz=0?

HimanshuSingh-kcvv