A new model for the H mode pedestal (edge) width is proposed
based on turbulence suppression by the combined effects of magnetic and
E × B shear. The resultant scaling of the pedestal width includes the toroidal
Larmor radius and the magnetic shear. A plasma current dependence of the
width appears indirectly through the magnetic shear, and thus the dependence
becomes poloidal-Larmor-radius-like as observed on many machines. One of
the features of this model is that an approximately linear machine size
dependence of the width appears through the spatial profiles of the safety
factor and magnetic shear. A comparison of this model with Alcator C-Mod and JET
data shows that it can reproduce the data almost equally well or even better
than a scaling based on the poloidal Larmor radius. The magnetic shear
dependence of the pedestal width can explain the somewhat divergent
characteristics observed in experiments. On the other hand, extrapolation
between different machines or prediction to ITER by the model cannot be
straightforward due to different magnetic shear profiles. The method for
predicting the pedestal parameters in ITER is developed based on the
primitive assumption that the ITER shear profile relative to the existing
machine is identified, which predicts a pedestal temperature of 3-4 keV
for the range of pedestal densities in the Q = 10 operation window.
Experimental validation and the predictive capability of the model are still
limited, and further data accumulation and examination, in particular, the
profile data of the magnetic shear from each machine, are indispensable to
further improve the model.