Scaling law: Difference between revisions

Jump to navigation Jump to search
Line 42: Line 42:


Expressing the diffusivities in dimensionless form<ref name="ITER" />
Expressing the diffusivities in dimensionless form<ref name="ITER" />
:<math>D = c_s \rho_s (\rho^*)^\alpha F(\nu^*,\beta,q, ...)</math>
:<math>D = c_s \rho_s (\rho^*)^\alpha F(\nu^*,\beta,q, ...)\,</math>
When &alpha; = 0, the scaling is said to be of the Bohm type, and when &alpha; = 1, of the gyro-Bohm type.
When &alpha; = 0, the scaling is said to be of the Bohm type, and when &alpha; = 1, of the gyro-Bohm type.