
Two coils with inductance L, and L» are connected in series. Calculate the total L. Suppose you
have a wire that you have to wind into a small space. How should you wind it so that a)the inductance is maximum, b) the inductance is minimum?

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To calculate the total inductance when two coils with inductance L and L' are connected in series, we use the formula:
Total inductance (L_total) = L + L'
So in this case, the total inductance would be L_total = L + L'.
Now, let's move on to winding a wire to achieve maximum and minimum inductance:
a) To maximize the inductance, we want to maximize the number of turns in the coil. This can be achieved by tightly winding the wire in a compact manner. The more turns there are, the higher the inductance will be. Additionally, using a material with high permeability, such as iron, can also increase the inductance.
b) To minimize the inductance, we want to minimize the number of turns in the coil. This can be achieved by loosely winding the wire with more space between each turn. Additionally, using a material with low permeability, such as air, can also decrease the inductance.
In summary, to maximize inductance, wind the wire tightly with more turns and use a material with high permeability. To minimize inductance, wind the wire loosely with fewer turns and use a material with low permeability.


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