(Color) Photon spectrum per period (solid) and circular polarization rate (dashed) from PM ring undulator (top) and SC undulator (bottom) for 150 GeV (black) and 250 GeV (red) energy electrons. Calculated using the measured magnetic flux density data. 

(Color) Photon spectrum per period (solid) and circular polarization rate (dashed) from PM ring undulator (top) and SC undulator (bottom) for 150 GeV (black) and 250 GeV (red) energy electrons. Calculated using the measured magnetic flux density data. 

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A comparison of possible undulator designs for the International Linear Collider positron source has resulted in a superconducting bifilar wire design being selected. After a comprehensive paper study and fabrication of the two preeminent designs, the superconducting undulator was chosen instead of the permanent magnet alternative. This was because...

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... block sorting was to be performed, no spare blocks were purchased on which further tests could be performed. The undulator was mounted vertically in a liquid helium bath. The level of liquid helium in the cryostat was monitored with discrete level sensors to ensure that liquid helium covered both the undulator coil and the superconducting current leads. The temperature of the undulator was monitored during cool-down and operation. Voltage taps were used to measure the resistive voltage across the undulator coil with a nanovoltmeter when the undulator was powered. In the cold test, the undulator reached the maximum current of the power supply at 225 A without quenching. The voltage across the complete undulator coil was at the level of 10 ÿ 6 V . This indicates that the wire interconnections have a total resistance < 10 ÿ 8 . The undulator field profile, measured at a current of 220 A, is shown in Fig. 15 and has the expected peak field. It was measured using a Hall probe similar to the pure PM undulator measurements that was calibrated for 4 K operation by the manufacturers. The first and second field integrals, K parameters and mean on-axis peak field are given in Table II. For a 150 GeV electron beam the final angles at the end of the undulator are 14 and 762 prad in the x and the y direction, respectively. The final displacements off axis are 30.9 and 54.9 nm in the x and y directions, respectively. (Although these numbers sound incredibly small it must remembered that the electron beam is ex- tremely rigid and the total length of undulator is only 0 : 3 m .) The trajectory is shown in Fig. 16. From the measured magnetic field of the undulators, the radiation spectrum and polarization can be calculated. This was done using the numeric code SPECTRA [21] and is shown in Fig. 17 for an ILC beam with parameters as given in Table III for the two different models. Two different beam energies have been considered to show the difference between the TESLA and ILC designs. Table IV gives the peak flux and circular polarization rate. Because of interference effects, characteristic of all undulator radiation, there will be some spectral broadening in the photon spectrum due to the finite length of the undulators. The FWHM of the ten period PM undulator device is approximately a factor of 2 larger than the FWHM of the 20 period superconducting device for each harmonic peak, as can be seen in the widths of the first harmonics in Fig. 17. For the real ILC undulator, this would not be a significant factor as both devices would have many thousands of periods. The difference between the total number of photons for the two undulators is explained by the differing K parameters. The total photon flux scales line- arly with the undulator length and determines the maximum positron intensity in the ILC positron source. As the PM undulator produces less photons per unit length, it would consequently have to be longer to produce the same positron intensity as the SC undulator. The circular polarization rates are between 0.78 and 0.93 and although there is no specification for the ILC it is assumed that these rates, being close to the ideal value of 1, are acceptable. The polarization rates for the SC undulator results are higher than those for the PM undulator because the magnetic field quality in the SC undulator is ...
Context 2
... block sorting was to be performed, no spare blocks were purchased on which further tests could be performed. The undulator was mounted vertically in a liquid helium bath. The level of liquid helium in the cryostat was monitored with discrete level sensors to ensure that liquid helium covered both the undulator coil and the superconducting current leads. The temperature of the undulator was monitored during cool-down and operation. Voltage taps were used to measure the resistive voltage across the undulator coil with a nanovoltmeter when the undulator was powered. In the cold test, the undulator reached the maximum current of the power supply at 225 A without quenching. The voltage across the complete undulator coil was at the level of 10 ÿ 6 V . This indicates that the wire interconnections have a total resistance < 10 ÿ 8 . The undulator field profile, measured at a current of 220 A, is shown in Fig. 15 and has the expected peak field. It was measured using a Hall probe similar to the pure PM undulator measurements that was calibrated for 4 K operation by the manufacturers. The first and second field integrals, K parameters and mean on-axis peak field are given in Table II. For a 150 GeV electron beam the final angles at the end of the undulator are 14 and 762 prad in the x and the y direction, respectively. The final displacements off axis are 30.9 and 54.9 nm in the x and y directions, respectively. (Although these numbers sound incredibly small it must remembered that the electron beam is ex- tremely rigid and the total length of undulator is only 0 : 3 m .) The trajectory is shown in Fig. 16. From the measured magnetic field of the undulators, the radiation spectrum and polarization can be calculated. This was done using the numeric code SPECTRA [21] and is shown in Fig. 17 for an ILC beam with parameters as given in Table III for the two different models. Two different beam energies have been considered to show the difference between the TESLA and ILC designs. Table IV gives the peak flux and circular polarization rate. Because of interference effects, characteristic of all undulator radiation, there will be some spectral broadening in the photon spectrum due to the finite length of the undulators. The FWHM of the ten period PM undulator device is approximately a factor of 2 larger than the FWHM of the 20 period superconducting device for each harmonic peak, as can be seen in the widths of the first harmonics in Fig. 17. For the real ILC undulator, this would not be a significant factor as both devices would have many thousands of periods. The difference between the total number of photons for the two undulators is explained by the differing K parameters. The total photon flux scales line- arly with the undulator length and determines the maximum positron intensity in the ILC positron source. As the PM undulator produces less photons per unit length, it would consequently have to be longer to produce the same positron intensity as the SC undulator. The circular polarization rates are between 0.78 and 0.93 and although there is no specification for the ILC it is assumed that these rates, being close to the ideal value of 1, are acceptable. The polarization rates for the SC undulator results are higher than those for the PM undulator because the magnetic field quality in the SC undulator is ...

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