General expressions in terms of the orbit-averaged distribution function are obtained for local characteristic quantities of fast ions, such as the velocity distribution, particle and energy density, and power deposition. The resulting expressions are applied to the case of a very peaked production profile of fast ions, characterized by particularly strong orbital effects. It is shown that in this case the radial profiles of the fast ions can be significantly different from the source profile, being, for example, strongly non-monotonic. The analysis is carried out for a straight as well as for a tokamak magnetic field. It is predicted that marginally co-passing and semi-trapped particles (i.e. particles that are trapped in only one azimuthal direction) can be transformed to trapped and circulating particles due to electron drag. Collisional constants of motion are obtained.
The orbital dynamics and collisional transport of trace massive impurity ions in rotating tokamaks