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  • Omega3P
  •  (Parallel finite element eigensolver) -
    1. Improvements to ISIL solver for tackling tightly clustered eigenvalues that include Block algorithm, Deflation techniques, and Thick restart
    2. AV formulation to accelerate convergence
    3. ESIL solver (LBNL) as alternative and for verification

    1. Periodic B.C.,
    2. More efficient filtering schemes
    3. Complex eigensolver to treat lossy cavities

  • S3P
  •  (New parallel finite element scattering matrix solver) -
    1. Benchmarked against known solutions
    2. Implementations on NERSC's IBM SP2.

    1. Higher order elements for improved accuracy
    2. AWE technique to enable quick frequency sweep
    3. Extension to include lossy material

  • T3P
  •  (Parallel finite element time domain solver) -
    1. Using efficient linear solvers (direct and iterative methods)
    2. Higher order elements and basis functions

  • Pic3P
  •  (Parallel finite element Particle-In-Cell code) -
    1. Full EM Maxwell PIC code from first principles
    2. Higher order elements and basis functions
    3. Efficient higher-order particle-field coupling with charge conservation

  • Track3P
  •  (Parallel finite element Particle Tracking code) -
    1. Multipacting, Secondary Emission
    2. Higher order elements and basis functions

   
  • Omega3P
    Omega3P is a parallel finite element based eigensolver for modeling large complex accelerating cavities. It can use either inexact shift-and-invert Lanczos algorithm or exact shift-and-invert Lancoz algorithm with the choices of iterative linear solvers or sparse direct solvers.

    The largest eigen-problem solved by Omega3P has 93 million Degrees of Freedom (DOF). The problem was raised in computing wakefields of a 55-cell tapered structure, named H60VG3, which is considered the base line design for the Next Linear Collider.

   
  • S3P
    S3P is a parallel finite element code that contains a set of linear solvers that are specifically optimized to solve Equation 8 for finding the scattering matrix of very large and complex traveling wave structures.
   
  • T3P
    In recent years, SLAC's Advanced Computations Department (ACD) has developed the high-performance parallel 3D electromagnetic time-domain code, T3P, for simulations of wakefields and transients in complex accelerator structures. T3P is based on advanced higher-order Finite Element methods on unstructured grids with quadratic surface approximation. Optimized for large-scale parallel processing on leadership supercomputing facilities, T3P allows simulations of realistic 3D structures with unprecedented accuracy, aiding the design of the next generation of accelerator facilities.
   
  • Pic3P
    SLAC's Advanced Computations Department (ACD) has developed the first parallel Finite Element 3D Particle-In-Cell (PIC) code, Pic3P, for simulations of RF guns and other space-charge dominated beam-cavity interactions. Pic3P solves the complete set of Maxwell-Lorentz equations and thus includes space charge, retardation and wakefield effects from first principles. Pic3P uses higher-order Finite Element methods on unstructured conformal meshes. A novel scheme for causal adaptive refinement and dynamic load balancing enable unprecedented simulation accuracy, aiding the design and operation of the next generation of accelerator facilities.
   
  • Track3P
    Track3P is a parallel 3-D particle tracking code, which can simulate the motion of relativistic particles of different sorts in accelerator structures. It has different models for particle emission and injection: thermal emission, field emission and secondary emission. The code can simulate an interaction of particles with surfaces with X-ray producing. Track3p takes electromagnetic fields from time domain Maxwell solver Tau3p that uses unstructured hexahedral mesh, and frequency domain solvers Omega3p and S3p to model large accelerator structures. The theoretical background upon which Track3P is based as well as many of the key features that have been implemented in this code are described briefly. The different types of problems that Track3P has been used to solve dark current problems are presented. Good agreement with experimental data is obtained.

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