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An expression P=2R/sub c/V/sub L rms/H/sub a rms/ was theoretically derived for the ac power losses in a circular superconducting disk in a perpendicular ac applied magnetic field when the losses are measured by a planar circular pickup coil surrounding the disk. Here, R/sub c/ is the radius of the pickup coil, which is coplanar with the disk, and V/sub L rms/ and H/sub a rms/ are rms values of the loss voltage and applied magnetic field. This method of measuring losses has an advantage over a susceptibility technique, since the coil need not be calibrated. However, this expression is valid only for large values of R/sub c/ relative to the radius R of the disk, since the dipole approximation was used in the derivation. We experimentally evaluated the minimum value of the diameter 2R/sub c/ for which this method provided approximately correct losses. A YBa/sub 2/Cu/sub 3/O/sub 7/ disk with diameter 2R/spl ap/5.3 mm was used for the measurements. The electronically determined apparent losses at all field values decreased with increasing coil radius, and asymptotically approached a constant value for R/sub c//R>/spl sim/3.
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Suenaga et al. (2005) studied this question.
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