It is generally accepted that the route to fusion power involves large devices of ITER scale or larger. However, we show, contrary to expectations, that for steady state tokamaks operating at fixed fractions of the density and beta limits, the fusion gain, Q fus, depends mainly on the absolute level of the fusion power and the energy confinement, and only weakly on the device size. Our investigations are carried out using a system code and also by analytical means. Further, we show that for the two qualitatively different global scalings that have been developed to fit the data contained in the ITER ELMy H-mode database, i.e. the normally used beta-dependent IPB98 y2 scaling and the alternative beta-independent scalings, the power needed for high fusion performance differs substantially, typically by factors of three to four. Taken together, these two findings imply that lower power, smaller, and hence potentially lower cost, pilot plants and reactors than currently envisaged may be possible. The main parameters of a candidate low power (∼180 MW), high Q fus (∼5), relatively small (∼1.35 m major radius) device are given.
m, and a smaller
R
0 = 1 m ST device has
TBR ≈ 0.9 which is below unity
but substantially reduces T consumption relative to not breeding.
Calculations of neutral beam heating and current drive for
non-inductive ramp-up and sustainment are described. An
A = 2,
R
0 = 3 m device
incorporating high-temperature superconductor toroidal field coil
magnets capable of high neutron fluence and both tritium and
electrical self-sufficiency is also presented following systematic
aspect ratio studies.
direction. It is characterised by the development of a temperature
pedestal while the density remains roughly as in the L-mode. This
leads to a confinement improvement above the L-mode level which can
sometimes reach H-mode values. This regime, already obtained in the
ASDEX Upgrade tokamak about two decades ago, has been studied again
since 2009 taking advantage of the development of new diagnostics
and heating possibilities. The I-mode in ASDEX Upgrade has been
achieved with different heating methods such as NBI, ECRH and ICRF.
The I-mode properties, power threshold, pedestal characteristics
and confinement, are independent of the heating method. The power
required at the L-I transition exhibits an offset linear density
dependence but, in contrast to the L-H threshold, depends weakly on
the magnetic field. The L-I transition seems to be mainly
determined by the edge pressure gradient and the comparison between
ECRH and NBI induced L-I transitions suggests that the ion channel
plays a key role. The I-mode often evolves gradually over a few
confinement times until the transition to H-mode which offers a
very interesting situation to study the transport reduction and its
link with the pedestal formation. Exploratory discharges in which
n = 2 magnetic perturbations
have been applied indicate that these can lead to an increase of
the I-mode power threshold by flattening the edge pressure at fixed
heating input power: more heating power is necessary to restore the
required edge pressure gradient. Finally, the confinement
properties of the I-mode are discussed in detail.
can be a good indicator for the onset of ELM mitigation on MAST and
AUG there are some cases where this is not the case and which
clearly emphasize the need to take into account the plasma response
to the applied perturbations. The plasma response calculations show
that the increase in ELM frequency is correlated with the size of
the edge peeling-tearing like response of the plasma and the
distortions of the plasma boundary in the X-point region. In many
cases the RMPs act to increase the frequency of type I ELMs,
however, there are examples where the type I ELMs are suppressed
and there is a transition to a small or type IV ELM-ing regime.
and provides justifications for the parameter choices. In this
context several DEMO physics gaps are identified, which need to be
addressed in the future to reduce the uncertainty in predicting the
performance of the device.
corresponds to
).
,
for various choices of the toroidal mode number
n = 1–4 of the coil
configuration. The optimal coil phasing is also predicted to vary
with the upper triangularity of the plasma shape in ASDEX Upgrade.
Furthermore, multiple resonance effects of the plasma response,
with continuously varying
,
are computationally observed and investigated.