1991IEEE Transactions on MagneticsOpen access

Optimizing the conductor dimensions for a 10-13 T superconducting dipole magnet (for accelerators)

D. ter Avest, Herman H.J. ten Kate, Louis J. M. van de Klundert

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Abstract

A method to obtain systematic solutions for the conductor dimensions and their layout is described. From these solutions a selection can be made based on a number of practical requirements. The inclusion of a measured J/sub max/(B) relation of the superconductor in order to make the design practical has a large effect on the geometry. A dipole magnet with cables of equal width is not necessarily the best solution; it is often better to have a broader inner-layer cable. The volume of superconductor appeared to vary only within a few percent in the systematic solutions and is therefore not a relevant criterion. In the case of a 13-T dipole magnet and using the J/sub max/(B) relation described, more than two layers of conductors must be used in order to keep the design within practical limits. It appears to be difficult to obtain a convenient solution for a 13-T magnet, although the number of geometrical variants is very high.

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A method to obtain systematic solutions for the conductor dimensions and their layout is described. From these solutions a selection can be made based on a number of practical requirements. The inclusion of a measured J/sub max/(B) relation of the superconductor in order to make the design practical has a large effect on the geometry. A dipole magnet with cables of equal width is not necessarily the best solution; it is often better to have a broader inner-layer cable. The volume of superconductor appeared to vary only within a few percent in the systematic solutions and is therefore not a relevant criterion. In the case of a 13-T dipole magnet and using the J/sub max/(B) relation described, more than two layers of conductors must be used in order to keep the design within practical limits. It appears to be difficult to obtain a convenient solution for a 13-T magnet, although the number of geometrical variants is very high.

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Available abstract

A method to obtain systematic solutions for the conductor dimensions and their layout is described. From these solutions a selection can be made based on a number of practical requirements. The inclusion of a measured J/sub max/(B) relation of the superconductor in order to make the design practical has a large effect on the geometry. A dipole magnet with cables of equal width is not necessarily the best solution; it is often better to have a broader inner-layer cable. The volume of superconductor appeared to vary only within a few percent in the systematic solutions and is therefore not a relevant criterion. In the case of a 13-T dipole magnet and using the J/sub max/(B) relation described, more than two layers of conductors must be used in order to keep the design within practical limits. It appears to be difficult to obtain a convenient solution for a 13-T magnet, although the number of geometrical variants is very high.

Key concepts: Conductor, Magnet, Electrical conductor, Superconducting magnet, Dipole, Superconductivity, Dipole magnet, Physics

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