Title :
Calculating quench propagation with ANSYS®
Author :
Caspi, S. ; Chiesa, L. ; Ferracin, P. ; Gourlay, S.A. ; Hafalia, R. ; Hinkins, R. ; Lietzke, A.F. ; Prestemon, S.
Author_Institution :
Lawrence Berkeley Nat. Lab., CA, USA
fDate :
6/1/2003 12:00:00 AM
Abstract :
A commercial Finite-Element-Analysis program, ANSYS®, is widely used in structural and thermal analysis. With the program\´s ability to include nonlinear material properties and import complex CAD files, one can generate coil geometries and simulate quench propagation in superconducting magnets. A "proof-of-principle" finite element model was developed assuming a resistivity that increases linearly from zero to its normal value at a temperature consistent with the assumed B magnetic field. More sophisticated models could easily include finer-grained coil, cable, structural, and circuit details. A quench is provoked by raising the temperature of an arbitrary superconducting element above its Tc. The time response to this perturbation is calculated using small time-steps to allow convergence between steps. Snapshots of the temperature and voltage distributions allow examination of longitudinal and turn-to-turn quench propagation, quench-front annihilation, and cryo-stability. Modeling details are discussed, and a computed voltage history was compared with measurements from a recent magnet test.
Keywords :
convergence of numerical methods; finite element analysis; niobium alloys; quenching (thermal); superconducting cables; superconducting coils; superconducting magnets; temperature distribution; tin alloys; voltage distribution; ANSYS; Nb3Sn; Nb3Sn cable; arbitrary superconducting element; coil geometries; complex CAD files; convergence; cryo-stability; finite-element-analysis program; longitudinal quench propagation; nonlinear material properties; proof-of-principle finite element model; quench propagation velocity; quench-front annihilation; superconducting magnets; temperature distributions; time response; turn-to-turn quench propagation; voltage distributions; voltage history; Finite element methods; Geometry; Magnetic analysis; Material properties; Solid modeling; Superconducting cables; Superconducting coils; Superconducting magnets; Temperature; Voltage;
Journal_Title :
Applied Superconductivity, IEEE Transactions on
DOI :
10.1109/TASC.2003.812867