Title :
Stress analysis of structurally graded long solenoid coils
Author :
Mitchell, N. ; Mszanowski, U.
Author_Institution :
Max-Planck-Inst. fur Plasmaphys., Garching, Germany
fDate :
1/1/1992 12:00:00 AM
Abstract :
The equilibrium and compatibility equations are derived for a cylinder with `smeared´ elastic and current density properties. These can then be solved self-consistently. It is shown that even radially uniform solenoid coils must contain radially nonuniform axial stresses to maintain plane strain conditions. Without vertical compression, vertical tensile stresses can exist between the insulation layers. Uniform solenoids are under conditions of radial compression which are beneficial to the insulation system. Structural grading creates conditions of radial tension
Keywords :
boundary-value problems; stress analysis; stress-strain relations; superconducting magnets; boundary conditions; compatibility equations; equilibrium equations; insulation layers; plane strain conditions; radially nonuniform axial stresses; radially uniform solenoid coils; smeared properties; stress analysis; structural grading; structurally graded long solenoid coils; superconducting solenoids; vertical tensile stresses; Bonding; Coils; Compressive stress; Conducting materials; Conductors; Insulation; Internal stresses; Magnetic analysis; Solenoids; Tensile stress;
Journal_Title :
Magnetics, IEEE Transactions on