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Commentator

Join Date: Feb 2010
Posts: 61

RL circuit

05/30/2010 11:17 AM

frnds,in case of RL circuit,

the instaneous vltage eqn is v(sin(wt+a))=Ri(t)+Ldi(t)/dt.

i can udrstnd the above eqn.but my pblm is i cant udrstnd the below mentioned current solution for tat ckt

i(t)=Isin(wt+a-b)-Iisn(a-b)e^(-t/T).

where b=tan^(-1)[wL/R]

pls explain me this current eqn.wat the constant a really means..

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Guru

Join Date: Oct 2008
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#1

Re: RL circuit

05/30/2010 11:53 AM

Please just spell your words completely. It must take considerable effort to dream up all those nonsensical abbreviations to confuse us all. I assume that your keyboard is fully fitted out with all the letters of the alphabet, why not use them? Then we would not get the impression that you are lazy.

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Commentator

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Posts: 61
#2

Re: RL circuit

05/30/2010 12:00 PM

ya i will,sorry

friends,in case of RL circuit,

the instantaneous voltage equation is v(sin(wt+a))=Ri(t)+Ldi(t)/dt.

i can understand the above eqn.but my problem is i cant understand the below mentioned current solution for that circuit

i(t)=Isin(wt+a-b)-Isin(a-b)e^(-t/T).

where b=tan^(-1)[wL/R]

please explain me this current equation.what the constant a really means..

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Guru

Join Date: Oct 2008
Posts: 42355
Good Answers: 1693
#3
In reply to #2

Re: RL circuit

05/30/2010 12:09 PM

Thank you very much. You will be more likely to get help if you take the time to communicate properly. You will be taken more seriously, too.

Cheers.

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Guru

Join Date: Feb 2009
Location: Houston, USA
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#4
In reply to #3

Re: RL circuit

05/30/2010 8:34 PM

The constant 'a' started from the voltage equation v(sin(wt+a)) and it appears in the current equation from there (I am guessing the solution for i(t) from the differential equation is correct). If you don't have problem to understand the differential equation v(sin(wt+a))=Ri(t)+Ldi(t)/dt and its solution to for i(t), you should not have problem to understand the meaning of 'a' in the equation of i(t).

For the voltage equation, the constant 'a' determines the value of the voltage at t = 0. If a=0, the voltage is zero at t = 0, its value could be anything from 0 to π (PI).

- MS

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Commentator

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Posts: 61
#5

Re: RL circuit

05/30/2010 9:32 PM

ya friend,Im satisfied with what u explained for a.but what about current equation.

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Commentator

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#6

Re: RL circuit

06/12/2010 9:16 AM

derive the answer and you'll know what is means..

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Commentator

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#7

Re: RL circuit

06/12/2010 12:08 PM

i searched 4 derivation ,but no use frnd.......

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Commentator

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#8
In reply to #7

Re: RL circuit

06/12/2010 9:04 PM

dont search it is useless.. derived it by yourself... and apply some examples.. if you know how to derive.. even without the formula.. you can solve directly the circuit.. and this should be taught in your electrical engineering subjects.. it is part of the basics..

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Commentator

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#9

Re: RL circuit

06/12/2010 10:21 PM

nope,could u please help me about the basics?

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