📋 JSON metadata
{
"artifact_id": "L1-497",
"chain_block": 41554142,
"chain_hash": "0xa90c41129839d479a6f9f714c56d115fb02474e988cafe143aff0d0f20a41892",
"chain_tx_hash": "0xe42c883903794eac325d3f907d95f786b069bc9352d658bbd7df71d98e1ecd80",
"domain": "Semiconductor Physics",
"hardness_fn": {
"delta": 5,
"kappa": 500,
"metric": "kappa_relative_error",
"type": "epsilon_fn"
},
"initiator_dataset": [
{
"ipfs_cid": null,
"license_hash": null,
"name": "primary",
"weight": 1.0
}
],
"layer": "L1",
"observable_profile": {
"metric": "kappa_relative_error",
"regime": "Well-posed; inversion for branch-resolved tau is ill-conditioned (only integrated kappa measured).",
"secondary": "kappa_T_curve_RMSE"
},
"physics_fingerprint": {
"L_DAG": 3.6,
"carrier": "phonon",
"difficulty_delta": 5,
"domain": "Semiconductor Physics",
"integration_axis": "wavevector",
"noise_model": "gaussian",
"primitives": [
"E.phonon_dispersion",
"E.scattering_rates",
"O.composite_method",
"O.kappa"
],
"problem_class": "linear_inverse",
"sensing_mechanism": "thermal_conductivity_measurement",
"solution_space": "phonon_distribution_n_q_s",
"sub_domain": "Thermal phonon transport",
"title": "Phonon Boltzmann Transport Equation"
},
"size_tiers": {
"allowed_forward_operators": [
"phonon_bte_forward"
],
"allowed_omega_dimensions": [
"material",
"T_K",
"grain_size_um",
"N_q_grid",
"isotope_naturality"
],
"allowed_problem_classes": [
"phonon_bte_inversion"
],
"center_spec": {
"epsilon_fn_center": "kappa rel error \u003c= 0.03",
"forward_operator": "phonon_bte_forward",
"input_format": "measurement_only",
"omega": {
"N_q_grid": 16,
"T_K": 300,
"grain_size_um": 10,
"isotope_naturality": 1.0,
"material": "Si"
},
"problem_class": "phonon_bte_inversion"
},
"epsilon_bounds": {
"kappa_relative_error": [
0.01,
0.4
]
},
"omega_bounds": {
"N_q_grid": [
8,
64
],
"T_K": [
10,
1500
],
"grain_size_um": [
0.001,
1000
],
"isotope_naturality": [
0.0,
1.0
]
}
},
"staked_pwm": 0.0,
"status": "testnet",
"sub_domain": "Thermal phonon transport",
"title": "Phonon Boltzmann Transport Equation"
}