The name tokamak (derived from the Russian for
'toroidal-chamber-magnetic') is applied to axially
symmetric toroidal systems in which the plasma is
confined by a strong toroidal magnetic field Bt ,
produced by an external toroidal solenoid, together
with a weaker poloidal field Bp, produced mainly by
a toroidal current Ip flowing in the plasma itself. The
combination of the two fields produces nested toroidal
magnetic surfaces composed of helical field lines.
Equilibrium of the plasma is produced by the poloidal
field, whilst the toroidal field serves to suppress the
main magnetohydrodynamic instabilities, provided
the 'safety factor' q = aBt/RBp is sufficiently large,
where a and R are the plasma minor and major radii,
respectively. The toroidal plasma current also provides
'Ohmic' heating of the plasma—the only heating
mechanism operative in almost all early tokamak
experiments. Particle orbits in tokamaks fall into two
classes: there are 'passing' particles that travel
completely around the torus, following helical field
lines quite closely; and there are magnetically
'trapped' particles that travel back and forth along
those parts of field lines that lie on the outer-major-radius
side of the torus, undergoing reflection in the
region of higher toroidal field on the inner side. In
both cases, conservation of canonical toroidal angular
momentum, which follows from the axisymmetry of
the ideal tokamak configuration, implies that a
particle's excursion away from a magnetic surface
cannot exceed its gyroradius evaluated with the
poloidal field Bp. In this sense, the ideal tokamak
configuration confines 'all' particles; in a tokamak
reactor, the 3.5-MeV alpha-particles will be confined
provided the plasma current exceeds about 3 MA.