Mesh Analysis (Solved Problem 1)
ฝัง
- เผยแพร่เมื่อ 3 ก.ค. 2018
- Network Theory: Solved Question on Mesh Analysis
Topics discussed:
1) Developing the mesh equations (KVL equation of meshes) for the given electrical network.
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-(i3R6)-(i3-i2)R4-(i3-i1)R2=0
You published this video 5 whole years ago and it is still helping students till this day! Thank you so much for your informative video, I will get 100% on my upcoming test, because of you. Thank you. May God bless your soul.
-I3R6-(I3-I2)R4-(I3-I1)R2=0
Neso academy: thanks for lectures
+R4+R2 ...u keep - R4,-R2 why
@@reddymanikanta6263 because we taken direction in such a way that current flowing clock wise direction
-R6I3+(I2-I3)R4+(I1-I3)R2=0 this is the right ans...
@@Abhishek-uu5by isnt your equation same as -(I3-I2)
Its been 20+ hours. ive watched countless lecture podcasts and explanations. It could not click until this video, thank you sir.
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-r6i3-r4(i3-i2)-r2(i3-i1)=0
Topper 🙏🙏
@@ajay....5913 Nvuu endi ra
Andaru toppers a bro ..... Nen tappa
@@jyothikiran6911 what bro I can't understand
Hi ❤️😘
This video was so much help ful in understanding the problem sir thank you sir
Mesh 3 EQ I got is
-I3R6-(I3-I2)R4-(I3-I1)R2=0
I too got the same equation.
Thankyou sir ,this video is very useful for me 😊😊
Love you sir I was stuck for 3 hours completely irritated, now its all clear. May you risee and shinnee
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-(i3-i1)R2-i3R6-(-i3-i2)R4
Sir,can we apply clock wise direction and anti clock wise direction of current in 2 side by side mesh's in a network.if so how to check the polarity of the resistors.....
Nice mesh analysis proper method 👍
Sir can you solve the voltage source in the first mesh with the current source plz..?
mesh 3: -R2(i3-i1)-R4(i3-i2)-R6i3
Mesh 1 and 2 i noticed that in the direction of loop, all of the resistors are changed to potential drop, if that so, then mesh number 3 must be in potential drop. Pls explain any body
Thanks sir for these video ,and very good explanation
Thank you sir . Waiting for nodal analysis
thanks alot sir, this vedio is really very helpful to understand mesh analysis... thanks again.
Video*
Video
Nice explanation... Plz uploaded superposition
-R6I3-R4(I3-I2)-R2(I3-I1)
Sir directly can we write the equation in metric form?
just out of curiosity, shouldn't I3 current recombine with I2 and terminate together past the R5 at ground level? if I3 doesnt have a voltage source of its own how is it that I3 is able to circulate on it own?
Bro its a whole network voltage will flow in evry branch
Sir is it opposite polarity for sharing resistance
Thank you sir
Sir we can also write this sir -v1+I1R1+(I1-I2)R2 please tell me sir
Thank you BRO
Thank you sir🙏
Thank you SIR
✔✔good lecture sir
your a good man
Thanks sir.
Best lecture
Thanks.... What is the Physical application of such analysis in real world?
Sir will I complete network theory with in 2 months?
YES SIR THE COMMENTS ABOVE ARE TRUE. I ALSO GOT BENIFITTED
Neso academy
sir where is the link of answer mesh number 3?
Can I interchange the mesh number ?:
-I3R6+R2(I3-I1)+R4(I3-I2
How do you know that I 1is greater than l2
Amazing
Mesh-3: I3R6 + (I3-I2)R4 + (I1-I3)R2 =0
Can anyone explain Why I1 is larger than I2?
I3R6+(I3-I2)R4+(I3-I1)R2 = 0... eq.(3)
Can I write this?
And also for the first 2 meshes:
-V1+I1R1+ (I1-I3)R4+ I2R5 = 0... eq.(1)
-V2+(I2-I1)R3 + (I2-I3)R4 + I2R5 = 0...eq.(2)
I just assume the reversed for the voltage drop and voltage rise and it is okay. Isn't it?
mesh #3:
-i3*R6-(i3-i2)R4-(i3-i1)R2 = 0
-IR6-(I3-I2)-(I3-I1)R2=0 This was my answer sir
R2(i3-i1) - R6i3 - R4(i3-i2)
thx
-r2(i3_i1) - r6i3-r4(i3-i2) =0
-(I3-I1) R2-I3 R6-(I3-I2) R4=0
while calculating no of equations why we are not considering simple node ??? sir kindly explain
Neso Academy Thank you sir
Current will not divide same current will flow
-(i3-i1)R2-i3R6-(i3-i2)R4=0
Which White Board Application are you using?
How to contact u sir
-(i3-i2)R2-i3R6-(i3-i2)=0
-R6I3-R4(I3-I2)-R2(I3-I1)=0
-(I3-I1)R2-I3R6-(I3-I2)R4=0
Mesh 3: -R2(I3-I1)-R6I3-(I3-I2)R4=0
-I3*R6 - (I3-I2)*R4 - (I3-I1)R2 = 0
-(I3-I1)R2 -(I3-I2)R4 -IR6 = 0
-I3R6+(I3-I2)R4+(I3-I1)R2=0
-i3R6-(i3-i2) R4-(i3-i1) R2
Please mesh 3 btao
-I3R6-R4(I3-I2)-R2(I3-I1)
-i3R6-(i3-i2)R4-(i3-i1)R2=0
-I3. R6(I3-I2) - R2(I3-I1) =0
(R2+R4+R6)I3-I1R2-I2R4=0
-i3R6-(i3-i2)R4-(i3-i1)r2=0
-R2(I3-I1)-R4(I3-I2)-I3R6=0
That's great
It is simple
-i3(r6)+r4(i3-i2)+r2(i3-i1)
ryt
@@prabhjotsinghdhaliwal9772 how brother?how the + came
R2I1-R2I3-R6I3-R4I3+R4I2=0
i3R6-(i3-i2)R4-(i3-i1)R2=0
I3R6 - (I3-I2)R4 - (I3-I1)R2 = 0
R6I3+R4(I3-I2)+R2(I3-I1)=0
For Mesh3 : -R2*I1 -R4*I2 +(R2+R4+R6)*I3 = 0
-I3R6-R4(I3-I2)-R2(I3-I1)=0
Can't understand point iv
🙏❣
-(I3-I1).R2-I3.R6-(I3-I2).R4 = 0
-I3R6+(I2-I3)R4+(I1-I3)R2=0
It should - R4 and -R2 because you will assign another polarity just like what we did on the second mesh current.
mesh 3 =i3r6+(i3_i2)r4+(i3_i1)r2=0
E1(I3-I1)-I3.R6+R4(I3-I2)=0
I3*R6+(I3-I2)*R4+(I3-I1)*R2 = 0
-R2 (I3-I1) -R6 I3-R4(I3 -I2) =0
i3R6+R4(i3-i2)+R2(i3-i1)=0
-R2(I3-I2)-I3R6-R4(I3-I2)=0
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I3_i1
Why can't I see the comments
homework ka solutions bhi diya karo kabhi