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Nanowire

By Hong-Hyun Park1, Lang Zeng2, Matthew Buresh3, Siqi Wang1, Gerhard Klimeck1, Saumitra Raj Mehrotra1, Clemens Heitzinger1, Benjamin P Haley1

1. Purdue University 2. Peking University 3. Arizona State University

Simulate 3D nanowire transport in the effective mass approximation with phonon scattering and 3D Poisson self-consistent solution

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Version 3.02 - published on 05 May 2011

DOI: 10254/nanohub-r1307.8 cite this

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928 Coupled Mode Space
Asked by Dalia Selim Louis @ 11:09 AM on Open 2
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665 netlist
Asked by anita narendra bhatt @ 07:55 AM on Open 1
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487 Is it possible to dope the nanowire n-type at the source end and p-type at the drain end using this tool?
Asked by Ahmet Ceyhan @ 03:17 PM on Open 1
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436 Matlab Code Nanowire
Asked by boudjella @ 11:17 PM on Open 1
319 not converging to the default tolerance
Asked by George Pau @ 12:05 PM on Closed 1
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296 fermi energy
Asked by George Pau @ 11:53 PM on Closed 1
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294 defining the 3D electron density
Asked by George Pau @ 04:25 PM on Closed 2
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289 Is the poisson equation in the iterative scheme altered in the same manner as NanoMOS?
Asked by George Pau @ 06:36 PM on Closed 1
264 Boundary conditions for the potential equation
Asked by George Pau @ 07:35 PM on Closed 1
261 Want to find out capability
Asked by Abdul Rahman @ 07:06 PM on Closed 1
53 Problem during simulation
Asked by deelep Gupta @ 01:58 AM on Closed 1

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