Abstract

The rotating search coil is a commonly used tool to measure magnetic fields of accelerator magnets. The coil intercepts the magnetic flux at a radius given by the dimensions of the measurement shaft that comprises a set of search coils for the analog bucking of the main signal from the dipole field component. For magnets of a rectangular aperture with large aspect ratio (>3:1) the cylindrical domain covers only a portion of the magnet bore. As the field representation is dominated by measurement errors outside that cylindrical domain, a sampling technique is required. The method presented in this paper trades the precision in the measurements against the precision in the shaft positioning and arrives at a multipole representation that covers the entire bore of the magnet.

Highlights

  • Magnetic field measurements are of fundamental importance in every accelerator project

  • We present the combination of three rotating-coil measurements on the mid-plane of a normal-conducting dipole magnet

  • The combination of the three measurements yields a field synthesis in oblong magnet apertures, which is more accurate than the extrapolation from a single measurement

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Summary

Introduction

Magnetic field measurements are of fundamental importance in every accelerator project. Magnetic measurements are essential to study dynamic effects, such as combinations of iron hysteresis and 3D eddy-currents, which are still a challenge in magnetic field simulation. The magnetic field of accelerator magnets is commonly described by its main field component and the higher-order field errors. This representation is an analytic function with socalled multipole coefficients [1]. These coefficients are determined by a Fourier series expansion of one integrated field component along the design trajectory. This representation is strictly two-dimensional as the magnetic field is integrated along the search coil that covers the magnet extremities and the fringe-field region

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