Technical Design Report Super Fragment Separator
Technical Design Report Super Fragment Separator
Technical Design Report Super Fragment Separator
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2.4.8 Particles Sources<br />
n/a<br />
2.4.9 Electron Cooling<br />
n/a<br />
2.4.10 Stochastic Cooling<br />
n/a<br />
2.4.11 Experimental Devices<br />
2.4.11.1 Beam catcher<br />
DRAFT<br />
The beam catcher serves two purposes, firstly to absorb the main part of the primary beam energy<br />
and secondly to shield the subsequent parts of the separator from a high level of secondary radiation.<br />
The challenge is to solve the technical problems due to the specific energy deposition of the<br />
heavy ions up to uranium for fast and slow extraction modes as it is outlined in section 2.4.11.3.<br />
Most of the kinetic energy of the heavy ions has to be absorbed by the beam catcher system,<br />
whereas in the production target only about 10 % is lost. The beam energy of up to 58 kJ is deposited<br />
in one pulse of 50 ns for fast extracted uranium ions at 1.5 GeV/u.<br />
The layout of the beam catcher system is determined by the goals to provide save and efficient<br />
operating conditions including possible maintenance. Furthermore, it requires a well defined operating<br />
range and interlock system. The choice of the relevant parameters is given below.<br />
The maximum beam energy is limited to 1500 MeV/u for the heaviest ions at maximum intensity,<br />
whereas for light ions one can safely go up to 2700 MeV/u.<br />
For the minimum operating energy one has to consider to stay in the favourable ratio of the atomic<br />
and nuclear interaction length, which considerably reduces the effective Bragg peak in the stopping<br />
power. This condition is relatively easy to achieve for the critical case of fast extraction due to the<br />
fixed operating domain of the collector ring CR, i.e. the stochastic cooling requires 740 MeV/u and<br />
the operation in the isochronous mode at about 780 MeV/u.<br />
For the allowed energy range of slowly extracted beams one has only the restriction that the energy<br />
loss of the primary beam in the target may be sufficiently large that the beam is stopped in front of<br />
the first beam catcher.<br />
The calculated energy deposition is presented in Figure 2.4.102 for different projectiles at 1 GeV/u.<br />
The reduction of the energy deposition due to the formation of lighter-Z fragments is clearly<br />
demonstrated. The Bragg peak of uranium ions still represents the maximum of the curve, whereas<br />
the Bragg peak of xenon is still visible but it is not the maximum of the curve any more. For the<br />
case of argon ions the Bragg peak is reduced even more by nuclear interaction. At the entrance of<br />
the beam catcher the energy deposition of uranium ions exceeds the one of lighter ions by far, but at<br />
larger penetration depth the situation is reversed due to the faster stopping of the higher charged<br />
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