DocumentCode
3118076
Title
Energy losses in high current density conductors
Author
Spielman, R.B. ; Chantrenne, S. ; McDaniel, D.H.
Author_Institution
Ktech Corporation, Albuquerque, NM 87123 USA
Volume
2
fYear
2007
fDate
17-22 June 2007
Firstpage
937
Lastpage
941
Abstract
The Z accelerator at Sandia National Laboratories has reached currents in excess of 20 MA; and the new ZR accelerator, scheduled to come on line later in 2007, will generate currents greater than 26 MA. These very high currents are delivered to loads with characteristic dimensions of ∼ 1 cm or less. The resulting linear current densities can exceed 5 MA/cm. At these current densities there can be significant losses in conductors. Original studies by Singer [5] and later work by Spielman et al. [7] started to provide predictions of these conductor losses. Improved materials properties (equations-of-state and resistivities) have found their way into magneto-hydrodynamic computer codes thereby providing significant improvements in predictive capabilities. We find that the key loss mechanisms are shock heating, pdV compressive heating, ohmic heating, and dynamic material motion. In addition to the dissipative losses described above, diffusion of current into conductors and material motion acts to increase the inductance of the conductors. We describe calculations of conductor losses in stainless steel and tungsten. We show that losses generally increase with lower density material and strongly increase with current density and current pulse duration. For 100-ns rise-time current pulses at current densities of 10 MA/cm, energy losses in a stainless steel coaxial conductor can be ∼ 8%/cm.
Keywords
Character generation; Conducting materials; Conductors; Current density; Energy loss; Heating; Laboratories; Magnetic materials; Steel; Zirconium;
fLanguage
English
Publisher
ieee
Conference_Titel
Pulsed Power Conference, 2007 16th IEEE International
Conference_Location
Albuquerque, NM
Print_ISBN
978-1-4244-0913-6
Electronic_ISBN
978-1-4244-0914-3
Type
conf
DOI
10.1109/PPPS.2007.4652345
Filename
4652345
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