Cracked-Stripe Resistance and Current Crowding Effect

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概要

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• The contribution of a stripe cracking to its resistance is obtained in a closed form by means of Christoffel-Schwarz transformation. It is shown that the cracked region resistance is a sum of two terms in series: one is the typical resistance term which is linearly proportional to the width and inversely proportional to the cross section of the stripe, the other depends sensitively upon the perpendicular depth of the crack, known as the current crowding resistance. Some numerical results for the crack region resistance are presented. The extra local electric field, its corresponding mass flux and their potential implications to electromigration arc also discussed.

• 社団法人応用物理学会の論文
• 1975-02-05

著者

• Huang Huei

  Department Of Physics National Taiwan University

• Huang Huei

  Department Of Physics National Taiwan University Taipei

• Chaug Yi-shung

  Department Of Physics National Taiwan University

• Chaug Yi-shung

  Department Of Physics National Taiwan University Taipei

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• Cracked-Stripe Resistance and Current Crowding Effect

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