Boundary Conditions for Electric Field: Derivations and Explanations

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[@madihemasri75]

I am so happy that I found a clear explanation video on this concept. Your explanation was very helpful to me sir. I wish you to keep going to make more videos like this. Very nice explanation with drawings sir..

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the first impression when started watching this video is VERY NICE PRESENTATION . well done sir ....🙂🙂🙂

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Thank you very much sir!!! Your video was very much to the point and so easy to understand. I am so grateful to Saraswati Mata that I found your channel on time and Thanks to my Parents, my Teachers, my Saraswati Mata and myself, I am now more confident than ever for my Electromagnetic Field Theory End Semester Exam day after tomorrow, I pray to Ram ji that may you and your loved ones achieve great success in all of your work and desires Jai Siya Ram

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[@aamirbangash1578]

Brother you are a true Guru

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@@EngineeringFunda sure thanks a lot

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Sir aap bahut achha kaam Kar rhe . Sir aap bahut hi clarity and fluency with confident ke sath pdhte hai . Kotish dhanyawad🙏🙏🙏🙏🙏

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[@TusharKumar-iu4nt]

Sir you made use of a really simple diagram which helped me in understanding this topic really well!!!Thankyou for this video

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[@kshitijkumar3495]

@@EngineeringFunda upload digital communication Notes

[@shoumikdebnath9142]

Wow! This was so simple. You have made this very easy to understand. Thank you.

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[@realisticsharie]

God bless you sir, I'm from Guwahati❤

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you are AMAZING ...sir...I could not get this in neither class nor through other videos but through ENGINEERING FUNDA.......THANKS A LOT SIR

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[@VishnuReguri]

Good Explanation sirr 😊

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[@shivamprajapati6200]

Tnq so much sir😍 Your explanation is very simple.

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[@ハル-n1g]

Very well explained. Thank you!

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[@shrutisharma9366]

Wow, Impressive teaching

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[@mugdhoandmusic2995]

Many thanks sir,from Bangladesh

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[@suyash4891]

your explanation is to the point sir, thanks

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[@riteshkumar018]

Sir pls define every term you are writing. That would be helpful for us. Thank you

[@sandeepshaw2099]

Thanku so much sir U literally saved me

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[@rahuldey742]

very good explanation sir... thank you

[@Dinaol4412]

tnxs a lot,you really helped me!!!!!

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[@arunpandi22356]

Good lecture sir thank you

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[@ashishdash624]

Maja aagya sir

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[@SpacePunk1000]

Excellent, thank you!

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[@reviewerbibhuti5100]

U made my day 😂😢

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[@asitkittur7208]

Nice explanation

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[@GokulGokul-iz2to]

Thank u sir for clear explanation

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[@ayushkumarsingh2537]

At 17:44 , I am unable to understand that E2=D2=0. Please help me. 🙏🙏

[@EngineeringFunda]

Inside conductor electric field will be always zero dear

[@ayushkumarsingh2537]

@@EngineeringFunda thanks🙏🙏 sir ji

[@mamohbiswal5922]

Sir at 18:48..for conductor case En1=( ¶s/€)...But for electric field near the infinite conducting sheet En=(¶s/2€)... How they are different.. Plz explain.

[@tharindukavinda1418]

well explained sir!

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[@ajithgunupudi2523]

sir is this the solution for.Identify the boundary conditions for the tangential and normal components of Electrostatic fields at the boundary between two perfect dielectric??pls reply sir tommorrow i have exam sir

[@EngineeringFunda]

Yes 👍

[@afrozanaznin1524]

Thank you :")

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[@yonghuiliew8066]

Hi, at 18:58 why is expression of Em1 with /e0 instead of /e0er ?

[@EngineeringFunda]

e0 is obsolete permittivity

[@tamannasharma1568]

Sir, maxwell 2nd equation is the closed integral loop over magnetic field but used here electric field.WHY? AND How do we know when we use D and E to find out the boundary condition?

[@EngineeringFunda]

D = €E You can use any out of D and E

[@yt-wb1uy]

following since 2nd year op

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[@nargunderushikesh7561]

🙏🙏🙏🙏

[@washimakram7381]

Can we write boundary condition in vector or not??

[@parmarriddhi4272]

Dielectric dielectric boundary condition and dielectric boundary condition confusing 😢😢😢

[@danishbgamer-yu9yj]

Sir please comment the answer

[@VenkataRamana-hc2uf]

Sir can i write this equation for boundary condition of dielectric to dielectric interface

[@EngineeringFunda]

Yup

[@abhinavmishra2769]

Can you suggest a book in which i can get this matter for bsc?

[@Prasanna-j2p]

why we taking technically dx and dy...?

[@shakil3107]

Sr at 6:37 why {E.dl=0 It should b -d¢/dt

[@EngineeringFunda]

for closed loop it is zero as per Maxwell's 2nd equation

[@parmarriddhi4272]

Tomorrow exam sir ,dieelectric boundary conditions and conductor boundary conditions this confusing

[@421-r.venkateshnaik7]

It is either electric flux density OR electric field .... You said Dt1 as electric flux density and Dt2 as electric field intensity

[@rahuldey742]

Sir jan aap tangential component btaa rhe the, charge delQ hoga

[@priyadarshinighosh8786]

Maxwell's 2nd law gives us integration of B over any closed surface is zero. As there exists no magnetic monopole. Any of Maxwell's equation doesn't state anything about line integration of an Electric Field

[@Yash-ML-Sharma]

Maxwell's 3rd equation tells us that the line integral of Electric field across a closed loop is negative of the rate of change of flux of B through that loop. He has assumed that the flux of magnetic field doesn't change with time.

[@DushyantSahu07]

@@Yash-ML-Sharma Thank you very much for clarification.

[@Yash-ML-Sharma]

@@DushyantSahu07 Thanks to you as well for making me remember the time I was studying this. My life has changed quite a bit since then so it felt refreshing to remember that phase of my life.

[@benedictejelonu]

But Maxwell's 1st equation relates D to charge density directly (rho) and not charge (Q)...

[@EngineeringFunda]

It is perfectly correct here

[@manuvmmr4464]

@@EngineeringFunda why sir...maxwell 2nd eqn is B.ds =0 na???

[@rajneeshmishra6969]

Mere yahan ke professors hi gadhe hain, unhone maxwell ki second equation ki jagah gauss law laga ke bola ki charge enclosed zero hai, are gadho us equation se to q nikalta hai

[@dkingofking9199]

speak hindi yaar

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[@-.I..]

I have a physics exam (Electrostatics and Magnetostatic) can anyone help me (3rd or 4th of march 1 hour) for my online exam

[@dontthink342]

It's very lendi

[@amitkumarsingh5822]

Nice explanation

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