Alamode – High-order force constants and self-consistent phonons: [code]; [paper]
AlmaBTE – Boltzmann transport for device level simulations: [code]; [paper]
DynaPhoPy – Anharmonic phonons from molecular dynamics simulations: [code]; [paper]
D3q – 3-phonon processes and stochastic self-consistent phonons using random displacements: [code]; [paper]
Phono3py – 3-phonon processesand thermal conductivity from finite-displacements: [code]; [paper]
SCALID – self-consistent phonon approach, but no longer developed and fails for optic modes: [code];[paper]
ShengBTE – 3-phonon processes and thermal conductivity from finite-displacements: [code]; [paper]
TDEP – effective Hamiltonian approach for anharmonic systems from molecular dynamics simulations: [code]; [paper]
OpenBTE – an open source, parallel solver based on the phonon mean-free-path dependent Boltzmann transport equation and heat diffusion equation, and it is interfaced to the most popular first-principles thermal conductivity solvers: [code]; [paper]
hiPhive – hiPhive is a tool for efficiently extracting high-order force constants from atomistic simulations, most commonly density functional theory calculations. It has been implemented in the form of a Python library, which allows it to be readily integrated with many first-principles codes and analysis tools accessible in Python: [code]; [paper]
phonTS – PhonTS is a lattice dynamics code that calculates thermal conductivity via the solution of the Boltzmann Transport Equation (BTE) for phonons. [code]; [paper]
You may use CASTEP code, which is a part of Materials studio software, and I (our team) calculate the lattice thermal conductivity of different materials from elastic study. Hope it will be helpful. Thanks.