By Cher Ming Tan, Wei Li, Zhenghao Gan, Yuejin Hou

Applications of Finite point tools for Reliability reviews on ULSI Interconnections offers a close description of the appliance of finite aspect tools (FEMs) to the examine of ULSI interconnect reliability. during the last twenty years the appliance of FEMs has develop into frequent and maintains to guide to a more robust realizing of reliability physics.

To aid readers focus on the expanding sophistication of FEMs’ functions to interconnect reliability, Applications of Finite aspect equipment for Reliability reviews on ULSI Interconnections will:

  • introduce the primary of FEMs;
  • review numerical modeling of ULSI interconnect reliability;
  • describe the actual mechanism of ULSI interconnect reliability encountered within the electronics undefined; and
  • discuss intimately using FEMs to appreciate and enhance ULSI interconnect reliability from either the actual and useful viewpoint, incorporating the Monte Carlo method.

A full-scale assessment of the numerical modeling method utilized in the research of interconnect reliability highlights valuable and memorable strategies which were built lately. Many illustrations are used through the publication to enhance the reader’s realizing of the method and its verification. genuine experimental effects and micrographs on ULSI interconnects also are included.

Applications of Finite point tools for Reliability reviews on ULSI Interconnections is an efficient reference for researchers who're engaged on interconnect reliability modeling, in addition to in case you need to know extra approximately FEMs for reliability functions. It offers readers a radical knowing of the purposes of FEM to reliability modeling and an appreciation of the strengths and weaknesses of varied numerical versions for interconnect reliability.

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Additional info for Applications of Finite Element Methods for Reliability Studies on ULSI Interconnections

Sample text

6K 6 21 )6 4 ... K22 ... ... Kn1 Kn2 ... i ¼ 1; 2; . ; n 38 9 8 9 K1n > a1 > > F1 > > > > > > = > = < > K2n 7 2 7 a2 ¼ 7 . . 3 General Procedure of Finite Element Method 47 where the terms in the stiffness matrix are given by Kij ¼ Zx2 ! 21 is similar to Eq. 8, and with Eq. 21, ai can be solved. A more specific example is given below. Here, we have the temperature distribution T(r) near the core of a reaction tube approximated by the following 1D governing equation ! d dT ¼ 0; ð1 x 2Þ ð3:24Þ ðr þ 1Þ Á dr dr where r is the distance from the center of the tube.

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