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MURI Kickoff Meeting

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Element Class. Volume. Face. Edge. Node. Example - Refinement ... Assembled using FV / FE techniques. Stored in hierarchical parameter data base. What is Alagator? ... – PowerPoint PPT presentation

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Title: MURI Kickoff Meeting


1
MURI Kick-off Meeting
  • Prof. Mark E. Law
  • Department of Electrical and Computer Eng.

2
FLOOPS / FLOODS
  • Object-oriented codes
  • Multi-dimensional
  • P Process / D Device 90 code shared
  • Scripting capability for PDEs - Alagator
  • Commercialized - ISE / Synopsis
  • Licensed at approximately 200 sites world-wide

3
Object Oriented
  • Modular - Grid / Operators / Fields
  • Code written for elements works in all dimensions
  • Example - every element can compute Size

4
Example - Refinement
  • Local Error Estimate - Bank Weiser Based
  • Remove
  • Replace an edge w/ a node
  • Dose Stays Constant
  • Position new node at optimal quality position
  • Addition
  • Subdivide an edge
  • Find effected volumes (Voronoi)
  • Centroidal positioning

SRC Supported
5
Anisotropic Grid - Initial
  • Rectangular region created at the command line
  • Remainder of the silicon is smoothed
  • Silicon Elements 478
  • Joint Quality 0.936
  • Average Quality 0.944

SRC Supported
6
Anisotropic Grid
  • Refinement of both extension and deep source /
    drain
  • LevelSet Spacer
  • Note - etch onto rectangular regions
  • Silicon Elements 1150
  • Joint Quality 0.937
  • Average Quality 0.961
  • Improved Quality on Add!

SRC Supported
7
Anisotropic Grid - Final Anneal
  • Refinement and unrefinement have occurred
  • Refinement under gate edge as extension diffuses
  • Silicon Elements 1056
  • Joint Quality 0.925
  • Average Quality 0.957

SRC Supported
8
LevelSet Example - 3D
  • 3D Spacer Formation
  • More robust - exploit publicly available 3D grid
    codes

9
What is Alagator?
  • Scripting language for PDEs
  • Parsed into an expression tree
  • Assembled using FV / FE techniques
  • Stored in hierarchical parameter data base

10
What is Alagator?
  • Example use of operators for diffusion equation
  • Ficks Second Law of Diffusion
  • ddt(Boron) - 9.0e-16 grad(Boron)
  • ?C(x,t) / ?t D ?2C(x,t) / ?x2

11
Todays Transistor
Scaled MOSFETS and alternate materials to extend
Moores Law
S. Thompson et al., IEEE EDL. 191-193, 2004.
  • Technology scaling is driven by cost per
    transistor
  • Channel length scaling is slowing in bulk planar
    devices
  • Limited by leakage current
  • Strained Si devices

S. Thompson et al., IEDM Tech. Dig. 61-64, 2003.
12
Finite Element Method Mechanics
  • Theory of Elasticity linear elastic materials
  • - Silicon is modeled as an isotropic material
    for simplicity
  • Enhanced Alagator
  • Added elastic operator for displacement
  • Added source term operators
  • Elastic(displacement) BodyStrain(Boronk)

13
Stress Contours
MPa
Source FLOOPS
14
Basic Upgrades
  • FLOODS has been used for
  • Bipolar devices (SiGe)
  • GaN based heterostructures MEMs
  • Noise simulations for RF devices
  • Enhancements for modern MOS
  • More flexible contacting options
  • Account for quantum confinement
  • Accurate mobility - transverse field

15
Strain and SEU Upgrades
  • Anisotropic operators
  • Current direction, strain interaction
  • Mobility has an orientation
  • Density of States
  • Recombination
  • Driving Forces?

16
SEU Enhancements
  • Coupled to GEANT for charge cloud
  • Investigate regrid / transient
  • Circuit elements
  • 3D Optimizations
  • Memory cheap design
  • Parallel Assembly / Factorization

17
Summary
  • Flexible tool with many appropriate capabilities
  • Specific Radiation related enhancements will be
    performed
  • Couple tool to others for system simulation
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