LCLS-TN September, Small Aperture BPM to Quadrupole Assembly Tolerance Study 1
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1 LCLS-TN-05-5 September, 005 Small Aperture BM to Quadrupole Assembly Tolerance Study 1 Tim Montagne Stanford Linear Accelerator Center 575 Sand Hill Road Stanford, CA 9405 Table of Contents 1.0 Abstract....0 Introduction... Figure 1 SA BM-Injector Quadrupole Assembly... Figure BM Shim to ole Tip Relationship BM and Quadrupole Dimensions... 3 Figure 3 Critical Dimensions Injector Quadrupole SA BM Dimensions and Tolerances... 4 Table 1 BM Dimensions and Tolerances SA BM Electrodes Center Axis osition Uncertainty... 4 Figure 4 Electron Beam Z-Axis to BM Electrode Center Axis Radial Tolerance Work supported in part by the DOE Contract DE-AC0-76SF This work was performed in support of the LCLS project at SLAC.
2 1.0 Abstract The LCLS injector and linac systems utilize a series of quadrupole magnets with a beam position monitor (BM) captured in the magnet pole tips. The BM measures the electron beam position by comparing the electrical signal from 4 electrodes and interpolating beam position from these signals. The manufacturing tolerances of the magnet and BM are critical in determining the mechanical precision of the electrodes relative to the nominal electron beam Z-axis. This study evaluates the statistical uncertainty of the electrodes center axis relative to the nominal electron beam axis..0 Introduction The injector SA BM is positioned in the quadrupole as shown in Figure 1. The BM is located by the 4 magnet pole tips, capturing a cylindrical shim which in turn clamps the BM. A statistical tolerance for the BM electrode positions can be determined from the manufacturing tolerances of the individual components. BM Mirror late Quadrupole Magnet Figure 1 SA BM-Injector Quadrupole Assembly
3 The pole tips of the quadrupole magnet capture a cylindrical shim that clamps the BM firmly in the center of the four magnet pole tips. This is illustrated in Figure. Figure BM Shim to ole Tip Relationship The uncertainly of the BM position in the quadrupole magnet is calculated based on the manufacturing tolerances of the BM, shim, and the magnet. 3.0 BM and Quadrupole Dimensions The critical dimensions defining BM mechanical position tolerances are illustrated in figure 3. Split Shim D1 D D3 Quadrupole Magnet Core Figure 3 Critical Dimensions
4 4.0 Injector Quadrupole SA BM Dimensions and Tolerances The dimensions and tolerances for the injector SA BM, quadrupole magnet, and BM mount shim are listed in table 1. These dimensions are tabulated from manufacturing drawings of the SA BM and the quadrupole magnet specification. Dimension Description Nominal Dimension Tolerance inches mm Inches µm D1 Electrode ID ±.001 ±5.4 d 1a diametral tolerance ±.001 ±5.4 d 1b runout tolerance ±50.8 D BM Body OD d a diametral tolerance ±.005 ±17 D3 ole Tip ID d 3a runout.00 ±50.8 Table 1 BM Dimensions and Tolerances 5.0 SA BM Electrodes Center Axis osition Uncertainty The manufacturing tolerances for the quadrupole magnet pole tips, BM body OD, and the BM electrode ID can be used to derive a position uncertainty for the BM Electrodes mechanical center axis, [U /]. The percentage uncertainty is defined by the equation: U = d1 a D1 d1 b D1 d a D d3a D3 i Dimensions tabulated from ESD Specification for LCLS Injector Quadrupole Magnets and SLAC drawing number SA LCLS Injector Small Aperture Beam osition Monitor Assembly.
5 Substituting the diameter values and their associated tolerances, we obtain an uncertainty of: U = % Applying this percentage to the nominal electrode ID of.870, we obtain a position uncertainty of: U D =.0049 or U D = 14.4 µm (Diametral osition Uncertainty) The BM electrodes Z-axis has a radial position uncertainty relative to the nominal beam Z-axis. This defines the electrodes center in a circular tolerance zone around the nominal beam Z-axis described on the X-Y plane. U R = 6. µm The relationship of these axes is shown in Figure 4. Tolerance Zone Electrodes Center Axis Electron Beam Nominal Z-Axis U R Figure 4 Electron Beam Z-Axis to BM Electrode Center Axis Radial Tolerance i Mechanical Measurements 5 th Edition Bechwith-Marangoni-Lienhard p. 44
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