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LCLS Conceptual Design Report - Stanford Synchrotron Radiation ...

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B z (kG)<br />

3<br />

2<br />

1<br />

4-2001<br />

8560A91<br />

L C L S C O N C E P T U A L D E S I G N R E P O R T<br />

0<br />

0 10 20 30 40 50<br />

z (cm )<br />

Figure 6.19 Axial magnetic field generated using POISSON of the emittance compensation solenoid<br />

as a function of distance z along the axis for excitation current of 221 A. The cathode<br />

surface is located at z=0 mm.<br />

The multi-parameter space including charge, laser spot size, pulse length, solenoid field and<br />

accelerating gradient has been explored for tuning the 1.6-cell S-band rf gun beamline using a<br />

variety of simulation codes. (See Section 6.1.2, Emittance Compensation.) The overall result is<br />

that to produce a beam of the highest possible brightness, a 1-mm radius and 10-ps bunch length<br />

is about optimum for 1 nC of charge if the peak rf field at the cathode is 140 MV/m. Nearly<br />

identical results can be obtained using 120 MV/m if the radius is increased to 1.2 mm. It is also<br />

clear that using spatial and temporal distributions that are uniform (flat top) rather than Gaussian<br />

will improve the resulting transverse emittance. As a practical matter, uniform temporal<br />

distributions can only be approximated. Therefore the PARMELA simulations discussed here<br />

have usually assumed rise times of 0.35 ps or 0.7 ps, which are within the capability of the laser<br />

system described in Section 6.4, Laser System. For the PARMELA simulations, the initial<br />

temporal uniform distribution was generated by stacking 9(17) Gaussian distributions with an rms<br />

width of 0.35(0.7)º S-band phase, each separated by 0.6(1.1)° of S-band phase. The resulting<br />

temporal bunch shape is shown in Figure 6.20 for a rise time of 0.35 ps and in Figure 6.21 for<br />

0.7 ps. A uniform spatial distribution is assumed for all the PARMELA simulations.<br />

The basic layout of Linac 0 (L0) and the Matching Section (MS) are shown in Figure 6.17.<br />

The corresponding input parameters assumed for the PARMELA simulations are summarized in<br />

Table 6.4. A first series of simulations was done at 140 MV/m and injection phase of 32° and is<br />

described in Section 6.6.2, Optimization for 140 MV/m. However, the initial operation of the gun<br />

6-47 ♦ I NJECTOR

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