Internal inductance: Difference between revisions

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:<math>l_i' = \frac{L_i}{2\pi R_0}\frac{4\pi}{\mu_0} = \frac{2L_i}{\mu_0R_0}</math>
:<math>l_i' = \frac{L_i}{2\pi R_0}\frac{4\pi}{\mu_0} = \frac{2L_i}{\mu_0R_0}</math>
where ''R<sub>0</sub>'' is the [[Toroidal coordinates|major radius]], and similar for the external inductance.
where ''R<sub>0</sub>'' is the [[Toroidal coordinates|major radius]], and similar for the external inductance.
This differs from the preceding definition according to <math>l_i' = l_i/(2\pi R_0)</math>.


The value of the normalized internal inductance depends on the current density profile in the toroidal plasma.
The value of the normalized internal inductance depends on the current density profile in the toroidal plasma.