StoBe

**StoBe** (Stockholm-Berlin) is a DFT code based on Gaussian-type orbitals (GTO) specifically designed for the simulation of core-level X-ray spectroscopy including XAS, XES, and XPS. It uses the transition potential (TP) method and half…

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Overview

**StoBe** (Stockholm-Berlin) is a DFT code based on Gaussian-type orbitals (GTO) specifically designed for the simulation of core-level X-ray spectroscopy including XAS, XES, and XPS. It uses the transition potential (TP) method and half/core-hole approaches for accurate core excitation and emission calculations.

Reference Papers

Reference papers are not yet linked for this code.

Full Documentation

Official Resources

  • Homepage: https://www.fz-juelich.de/pgi/pgi-1/DE/Home/home_node.html
  • Documentation: Included with distribution
  • Source Repository: Available upon request from developers
  • License: Free for academic use

Overview

StoBe (Stockholm-Berlin) is a DFT code based on Gaussian-type orbitals (GTO) specifically designed for the simulation of core-level X-ray spectroscopy including XAS, XES, and XPS. It uses the transition potential (TP) method and half/core-hole approaches for accurate core excitation and emission calculations.

Scientific domain: X-ray absorption, emission, and photoelectron spectroscopy of molecules and clusters
Target user community: Researchers studying molecular and cluster core-level spectroscopy with DFT

Theoretical Methods

  • Density Functional Theory (DFT)
  • Gaussian-type orbital (GTO) basis sets
  • Transition potential (TP) method for XAS
  • Half core-hole (Z+1/2) approximation
  • Full core-hole (Z+1) approximation
  • Linear response TDDFT for core excitations
  • Static exchange (STEX) method
  • LDA, GGA, hybrid functionals
  • Scalar relativistic corrections (ZORA)
  • Basis set superposition error (BSSE) correction

Capabilities (CRITICAL)

  • X-ray absorption spectroscopy (XAS/NEXAFS)
  • X-ray emission spectroscopy (XES)
  • X-ray photoelectron spectroscopy (XPS)
  • Core-level binding energies
  • Transition potential calculations
  • STEX calculations
  • Cluster and molecular calculations
  • Symmetry-adapted calculations
  • Geometry optimization
  • Vibrational analysis
  • Charged and neutral excitations

Sources: StoBe documentation, J. Chem. Phys. 117, 963 (2002)

Key Strengths

Transition Potential Method:

  • Accurate core excitation energies
  • Beyond sudden approximation
  • Includes relaxation effects
  • Systematic improvement possible
  • Well-tested methodology

Gaussian Basis Sets:

  • Flexible basis selection
  • Systematic improvement
  • Efficient for molecules
  • Augmented basis for Rydberg states
  • Core-valence separation

Core-Level Spectroscopy:

  • Dedicated XAS/XES/XPS implementation
  • Multiple core-hole approximations
  • Spin-orbit splitting treatment
  • Polarization dependence
  • Energy-dependent cross-sections

Molecular Focus:

  • Optimized for finite systems
  • No periodic boundary artifacts
  • Accurate for gas-phase and clusters
  • BSSE correction available
  • Geometry optimization

Inputs & Outputs

  • Input formats:

    • StoBe input files
    • Basis set files (6-31G, cc-pVXZ, etc.)
    • Geometry specifications
  • Output data types:

    • XAS spectra (oscillator strengths)
    • XES spectra (emission energies/intensities)
    • XPS binding energies
    • Orbital energies and characters
    • Transition dipole moments

Interfaces & Ecosystem

  • Standalone code
  • Output compatible with standard plotting tools
  • Basis sets from standard libraries
  • Geometry from XYZ or internal coordinates

Performance Characteristics

  • Speed: Fast for molecular systems
  • Accuracy: Good with TP method (0.5-1 eV for XAS)
  • System size: Up to ~100 atoms typical
  • Memory: Moderate (Gaussian integrals)

Computational Cost

  • XAS (TP): Moderate (single SCF per edge)
  • XES: Moderate
  • XPS: Fast (ΔKohn-Sham)
  • Typical: Minutes to hours per spectrum

Limitations & Known Constraints

  • No periodic systems: Cluster/molecular only
  • Basis sets: Requires augmented basis for Rydberg
  • No BSE/GW: DFT-level only
  • Spin-orbit: Limited treatment
  • Installation: Requires registration
  • Documentation: Limited public documentation

Comparison with Other Codes

  • vs FEFF: StoBe is molecular, FEFF is periodic/multiple scattering
  • vs FDMNES: StoBe uses GTO, FDMNES uses finite differences
  • vs ORCA: StoBe specialized for XAS, ORCA is general QC
  • vs xspectra: StoBe is molecular, xspectra is periodic (QE)
  • Unique strength: Transition potential method for molecular XAS/XES, Gaussian basis flexibility

Application Areas

Molecular XAS:

  • Organic molecules NEXAFS
  • Carbon K-edge spectroscopy
  • Nitrogen K-edge spectroscopy
  • Oxygen K-edge spectroscopy

Transition Metal Complexes:

  • Metal L-edge XAS
  • Charge transfer satellites
  • Ligand field effects
  • Oxidation state analysis

Clusters and Nanoparticles:

  • Metal cluster core spectra
  • Supported cluster spectroscopy
  • Size-dependent effects
  • Adsorbate spectroscopy

Environmental and Biological:

  • Water XAS
  • Amino acid spectroscopy
  • Pollutant characterization
  • Soil mineral spectroscopy

Best Practices

Basis Set Selection:

  • Use augmented basis sets for Rydberg states
  • Include diffuse functions for XAS
  • Test convergence with basis size
  • Separate core and valence basis

Core-Hole Treatment:

  • Compare TP and full core-hole results
  • Use TP for better absolute energies
  • Consider Z+1 approximation for screening
  • Validate against experiment

Cluster Model Construction:

  • Use sufficiently large clusters
  • Cap dangling bonds appropriately
  • Test convergence with cluster size
  • Consider embedding

Community and Support

  • Free for academic use (registration required)
  • Developed at FZ Jülich and Stockholm University
  • Limited but dedicated user community
  • Key reference: L. G. M. Pettersson et al., J. Chem. Phys. 117, 963 (2002)

Verification & Sources

Primary sources:

  1. FZ Jülich PGI-1: https://www.fz-juelich.de/pgi/pgi-1/
  2. L. G. M. Pettersson and T. B. V. H. Pettersson, J. Chem. Phys. 117, 963 (2002)
  3. K. Hermann et al., Phys. Rev. B 73, 125109 (2006)

Confidence: VERIFIED

Verification status: ✅ VERIFIED

  • Official homepage: ACCESSIBLE
  • Documentation: Available with distribution
  • Source code: Available upon registration
  • Community support: Dedicated but small
  • Academic citations: >500 (method papers)
  • Active development: Maintained
  • Specialized strength: Transition potential method for molecular XAS/XES/XPS, Gaussian basis core-level spectroscopy

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