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We develop a method to incorporate the Kleinman-Bylander--type ab initio pseudopotential in the calculation of conductance in quantum wires using the Landauer formalism. This method is computationally efficient and mathematically stable; it does not involve singularity in inverting the transfer matrix. We also describe the ab initio nonlocal pseudopotential method to calculate the complex band structure that is required in the wave-function matching between the resistive material and the realistic metal probe. We present, as an example, the calculated conductance of the (10, 10) carbon nanotube with a pentagon-heptagon-pair defect in the low-temperature limit.
Choi et al. (Fri,) studied this question.