A model of 3-D thermal process of a normal ,zone propagation during quench in solenoidal superconducting coils with epoxy-impregnated windings is suggested. A mathematical formulation reduces the 3-D problem to a I-D non-linear non-stationary differential -integral -difference heat balance equation
Full featured implementation of quench simulation in superconducting magnets
β Scribed by S. Pissanetzky; D. Latypov
- Publisher
- Elsevier Science
- Year
- 1994
- Tongue
- English
- Weight
- 973 KB
- Volume
- 34
- Category
- Article
- ISSN
- 0011-2275
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β¦ Synopsis
Professional software is presented for superconducting quench simulation, applicable to magnets with a single or multiple coils, with or without iron, operating in either the persistent mode or from external power. Drift, dump and charge simulations are also possible. The method assumes that a quench starts at an arbitrary point of a coil and propagates in three dimensions longitudinally along the conductors and transversely across the insulation. Multiple independent fronts can coexist in any or all of the coils.
Local magnetic fields and coil inductive couplings are calculated by a finite element method. The circuit equations are solved by a time difference method. All material properties are temperature dependent, and local fields, temperatures, front velocities, coil currents, terminal voltages and turn-to-turn voltages are all obtained by solving the corresponding equations at each point and time. Quench protection systems are automatically simulated. We present an application for a 4T, 1 m bore, fully iron shielded MRI magnet built by TAC, and a comparison with actual measurements in a test coil.
π SIMILAR VOLUMES
Theory based on the minimum propagating zone (MPZ) criterion overestimates the critical heat of quench in partially stabilized superconducting magnets. The discrepancy is especially important for high values of the Stekly parameter. In this paper the variational principle for the calculation of crit
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