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Comments on Coupling of inductors

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Coupling of inductors

+1
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Which will be the total series inductance?

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How coupling effects the series inductance is a good question, +1. However, it's ambiguous to talk a... (3 comments)
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When 2 inductors share the same magnetic field they become coupled and besides their self inductance they have a mutual inductance as well. For this circuit:

Now current entering one coil marked with a dot, produces a current exiting the couple coil at its dotting end. In L1 current enters from the dotted end so this creates a current which exits from the dotted end of L2 and in L2 current enters from the dotted end so this again creates a current which exits from the dotted end of L1 so we get 2 voltage drops from self inductance of each coil and 2 voltage drops from the mutual inductance of the coupled coils.

I

so that is translated to this equation:

Now obviously :

The total inductance of the circuit becomes

the value of the mutual inductance is: (with k=1)

$L_{T}=4 \text{H}$

and the equation of current of this circuit becomes

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1 comment thread

*Now current entering one coil marked with a dot, produces a current exiting the couple coil at its d... (3 comments)
*Now current entering one coil marked with a dot, produces a current exiting the couple coil at its d...
Andy aka‭ wrote about 3 years ago

Now current entering one coil marked with a dot, produces a current exiting the couple coil at its dotting end. - this is incorrect. Induction causes a voltage to be induced. Think about it - how can a current be generated by L2 in the opposite direction to that flowing in L1 when they are in series.

MissMulan‭ wrote about 3 years ago

@Andy aka if you read the answer a little bit below that statement (which is true) i say we have voltages due to mutual inductance-> we can say that a current exitting the doted end of the inductor can be translated to a voltage drop from the dotted end to the undotted end.

Andy aka‭ wrote about 3 years ago

Sorry but that's garbage.