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DRAFT<br />

Figure 2.4.54 and Table 2.4.15 illustrate the dependence of the main field harmonics at the circle<br />

along a radius of 300 mm.<br />

Harminic amplitude, 10 -4 rel. units<br />

2,0<br />

1,5<br />

1,0<br />

0,5<br />

0,0<br />

-0,5<br />

-1,0<br />

-1,5<br />

-2,0<br />

6-th harmonic<br />

10-th harmonic<br />

14-th harmonic<br />

18-th harmonic<br />

0 1 2 3 4 5<br />

dB/dr, T/m<br />

Figure 2.4.54: Amplitudes of the higher harmonics for different field gradients. The harmonics are calculated<br />

along a circular with a radius of 300 mm.<br />

Table 2.4.15: Amplitudes of the higher harmonics for different field gradients (in 10 -4 relative units). Harmonics<br />

are calculated along a circular with a radius of 300 mm.<br />

dB/dR / [T/m] 6·10 -4 10·10 -4 14·10 -4 18·10 -4 22·10 -4<br />

0,498 -0,0137 -1,3508 -1,6290 -0,7237 -0,1835<br />

2,492 -0,0563 -1,3371 -1,6286 -0,7232 -0,1833<br />

3,487 -0,1323 -1,2852 -1,6235 -0,7241 -0,1836<br />

3,977 -0,3049 -1,1151 -1,5922 -0,7294 -0,1851<br />

4,212 -0,2743 -0,8472 -1,5667 -0,7422 -0,1852<br />

4,439 -0,0239 -0,4368 -1,5608 -0,7506 -0,1854<br />

4,657 0,5876 0,0539 -1,5525 -0,7621 -0,1884<br />

4,867 1,2559 0,6019 -1,5484 -0,7701 -0,1883<br />

5,068 1,5695 1,1936 -1,4946 -0,7686 -0,1961<br />

51

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