LAMMPS trajectory file analysis utility
Project description
Trajan
LAMMPS trajectory analysis utility for LAMMPS, developed by Vasilii Maksimov at the Functional Glasses and Materials Modeling Laboratory (FGM²L) at the University of North Texas, under the supervision of Dr. Jincheng Du.
Trajan is a command-line utility for analyzing molecular dynamics trajectories generated by LAMMPS. It is designed with a focus on disordered systems and oxide glasses, offering specialized tools for calculating density evolution, bond angle distributions, $Q^n$ species distributions, radial distribution functions, and neutron total correlation functions $T(r)$ with experimental broadening.
🔧 Features
- Command-line interface with
argparse-based subcommands - Memory efficient: Batch processing for neighbor list generation in large systems
- Glass Science Toolkit:
- Density: Time-dependent density evolution
- Angle: Bond angle distributions with cutoff support
- Q-unit: Network connectivity analysis ($Q^n$ distribution)
- RDF: Partial radial distribution functions and Neutron Total Correlation Functions ($T(r)$)
- Experimental comparison: Includes Lorch window broadening for $T(r)$ to match experimental $Q_{max}$
- Modular design: New analysis methods can be added as handler classes
📦 Installation
Install from PyPI
The package is published on PyPI. You can install the latest stable release with:
pip install lammps-trajan
Install directly from GitHub (bleeding-edge)
For the latest development version:
pip install git+[https://github.com/superde1fin/trajan.git](https://github.com/superde1fin/trajan.git)
Clone & install locally
For local experimentation or contributing:
git clone [https://github.com/superde1fin/trajan.git](https://github.com/superde1fin/trajan.git)
cd trajan
# Standard install
pip install .
# OR editable install (auto-reload while editing)
pip install -e .
Requires Python ≥ 3.6, numpy, and scipy.
🥪 Usage
The general syntax involves providing the trajectory file first, followed by the specific analyzer command:
trajan [file] [analyzer] [options]
1. Density Analysis
Calculates the system density over the trajectory. You must provide the atomic masses or element symbols.
Example:
trajan glass_melt.lammpstrj density Si O Na
If your trajectory uses custom masses, you can specify values directly:
trajan glass_melt.lammpstrj density 28.085 15.999 22.99
Options:
-u/--units: LAMMPS unit set (default:metal). Supportsrealandmetal.
2. Bond Angle Distribution (angle)
Calculates the distribution of bond angles for a specified triplet of atom types (Type1-Type2-Type3), where Type2 is the central atom.
Example:
trajan glass_melt.lammpstrj angle 1 2 1 -c 1.8 1.8 -b 500
This calculates the angle distribution for Type 1 - Type 2 - Type 1, assuming a bond cutoff of 1.8 Å.
Options:
types: Three integers representing the atomic types (e.g.,1 2 1).-c/--cutoffs: Maximum distance for atoms to be considered bonded.-b/--bincount: Number of histogram bins (default: 1000).
3. Q-unit Distribution (qunit)
Calculates the distribution of $Q^n$ species (connectivity of network formers). The input requires a list of "Former" types and "Connector" types separated by a 0.
Syntax: [Formers] 0 [Connectors]
Example:
trajan silica.lammpstrj qunit 1 0 2 -c 1.8
In this example, Type 1 is the network former (e.g., Si) and Type 2 is the connector (e.g., O). The cutoff is 1.8 Å.
Complex Example (Aluminosilicate):
# Types: 1=Si, 2=Al, 3=O
trajan glass.lammpstrj qunit 1 2 0 3 -c 1.8 1.9
Note: Cutoffs must be provided for every Former-Connector pair in order.
4. Radial Distribution Functions (rdf)
Calculates partial Radial Distribution Functions $g(r)$ and the Neutron Total Correlation Function $T(r)$.
Basic RDF Example:
trajan glass.lammpstrj rdf -p 1 2 -p 1 1 -c 10.0
Neutron Total Correlation Function Example: To calculate $T(r)$, you must map atom types to their neutron scattering lengths (or element names).
trajan glass.lammpstrj rdf -t Si O Na -br 25.0
This calculates the total correlation function using standard scattering lengths for Si, O, and Na, and applies experimental broadening with $Q_{max} = 25.0$ Å⁻¹.
The Physics:
When -t is invoked, Trajan calculates:
$$
T(r) = 4\pi r \rho_0 G_{total}(r)
$$
If -br (broadening) is used, the function is convolved with a Lorch window function to simulate the termination effects of experimental scattering data at finite $Q_{max}$.
Options:
-c/--cutoff: Max distance (default: 10 Å).-p/--pair: Specific pairs to analyze (e.g.,-p 1 2). Ignored if-tis used.-t/--total: Calculate total correlation function. Provide list of elements or scattering lengths.-br/--broaden: Apply experimental broadening ($Q_{max}$ in Å⁻¹).-bs/--batch-size: Atom batch size for memory management (default: 1000).
📚 Documentation
All subcommands support -h or --help flags for detailed usage:
trajan rdf --help
🧠 Design Overview
The project follows a modular "Handler" architecture:
cli.py: Main entry point; handles argument parsing and dispatches to specific handlers.base_handler.py: Core logic for parsing LAMMPS dump files, handling periodic boundary conditions, and neighbor searching.handlers/: Contains the logic for specific analyses:density.py: Simple mass/volume calculations.angle.py: Vector algebra for bond angles.qunit.py: Network topology analysis.rdfs.py: Pairwise distances and Fourier transform logic for broadening.
🥪 Development
Install dev dependencies:
pip install .[dev]
🔖 License
GNU General Public License v3.0 (GPLv3). See LICENSE for details.
👤 Author
Vasilii Maksimov
University of North Texas
✉️ VasiliiMaksimov@my.unt.edu
🌐 Links
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