{"edges":{"apply_nac_correction":{"lean":"theorem edge_apply_nac_correction_to_DynamicalMatrix :\n  DynamicalMatrix = BareDynamicalMatrix * BornCharges * DielectricTensor := by\n  apply Dimension.ext <;> simp [DynamicalMatrix, BareDynamicalMatrix, BornCharges, DielectricTensor]"},"compute_dos":{"lean":"theorem edge_compute_dos_to_PhononDOS :\n  PhononDOS = Frequency := by\n  apply Dimension.ext <;> simp [PhononDOS, Frequency]"},"compute_isotope_scattering":{"lean":"theorem edge_compute_isotope_scattering_to_Linewidth_channel_isotope :\n  Linewidth_channel_isotope = Eigenvectors * Frequency * IsotopeAbundances := by\n  apply Dimension.ext <;> simp [Linewidth_channel_isotope, Eigenvectors, Frequency, IsotopeAbundances]"},"compute_participation_ratio":{"lean":"theorem edge_compute_participation_ratio_to_ParticipationRatio :\n  ParticipationRatio = Eigenvectors := by\n  apply Dimension.ext <;> simp [ParticipationRatio, Eigenvectors]"},"compute_reaction_energy":{"lean":"theorem edge_compute_reaction_energy_to_ReactionEnergy :\n  ReactionEnergy = FormationEnergy := by\n  apply Dimension.ext <;> simp [ReactionEnergy, FormationEnergy]"},"compute_transition_temperature":{"lean":"theorem edge_compute_transition_temperature_to_TransitionTemperature :\n  TransitionTemperature = PhaseFraction * Temperature := by\n  apply Dimension.ext <;> simp [TransitionTemperature, PhaseFraction, Temperature]"},"contract_bulk_modulus":{"lean":"theorem edge_contract_bulk_modulus_to_BulkModulus :\n  BulkModulus = ElasticConstants := by\n  apply Dimension.ext <;> simp [BulkModulus, ElasticConstants]"},"contract_pressure":{"lean":"theorem edge_contract_pressure_to_Pressure :\n  Pressure = Stress := by\n  apply Dimension.ext <;> simp [Pressure, Stress]"},"contract_shear_modulus":{"lean":"theorem edge_contract_shear_modulus_to_ShearModulus :\n  ShearModulus = ElasticConstants := by\n  apply Dimension.ext <;> simp [ShearModulus, ElasticConstants]"},"identity_dm":{"lean":"theorem edge_identity_dm_to_DynamicalMatrix :\n  DynamicalMatrix = BareDynamicalMatrix := by\n  apply Dimension.ext <;> simp [DynamicalMatrix, BareDynamicalMatrix]"},"resolve_effective_conductivity":{"lean":"theorem edge_resolve_effective_conductivity_to_ThermalConductivity :\n  ThermalConductivity = ThermalConductivity_effective_medium_nan_orientation_random := by\n  apply Dimension.ext <;> simp [ThermalConductivity, ThermalConductivity_effective_medium_nan_orientation_random]"},"resolve_thermal_conductivity":{"lean":"theorem edge_resolve_thermal_conductivity_to_ThermalConductivity :\n  ThermalConductivity = ThermalConductivity_bte_solver_direct_inverse := by\n  apply Dimension.ext <;> simp [ThermalConductivity, ThermalConductivity_bte_solver_direct_inverse]"}},"identities":{"compute_ionic_conductivity":{"kind":"law","lean":"theorem law_compute_ionic_conductivity (D : \u211d) (T : \u211d) (sigma_ion : \u211d) (e_c : \u211d) (k_B : \u211d) (n_c : \u211d) (z : \u211d) (h_sigma_ion : sigma_ion = ((D * n_c * z ^ 2 * e_c ^ 2)) / ((T * k_B))) (hd0 : ((T * k_B)) \u2260 0) :\n    sigma_ion * ((T * k_B)) = ((D * n_c * z ^ 2 * e_c ^ 2)) := by subst h_sigma_ion; exact div_mul_cancel\u2080 _ hd0"},"contract_diffusivity":{"kind":"law","lean":"theorem law_contract_diffusivity (D : \u211d) (slope_MSD : \u211d) (d : \u211d) (h_D : D = (slope_MSD) / ((2 * d))) (hd0 : ((2 * d)) \u2260 0) :\n    D * ((2 * d)) = (slope_MSD) := by subst h_D; exact div_mul_cancel\u2080 _ hd0"},"contract_heat_capacity_p_identity":{"kind":"composition","lean":"theorem identity_contract_heat_capacity_p_identity (C_V_mol : \u211d) (K : \u211d) (N_A : \u211d) (T : \u211d) (V_m : \u211d) (V_cell : \u211d) (alpha_V : \u211d) (h_V_m : V_m = (N_A * V_cell)) :\n    (C_V_mol + (K * T * V_m * alpha_V ^ 2)) = (C_V_mol + (K * N_A * T * V_cell * alpha_V ^ 2)) := by subst h_V_m; ring"},"contract_kappa[transport_model=hnemd]":{"kind":"law","lean":"theorem law_contract_kappa_transport_model_hnemd (F_e_beta : \u211d) (J_alpha_t : \u211d) (T : \u211d) (V_cell : \u211d) (kappa_MD_alpha_beta : \u211d) (h_kappa_MD_alpha_beta : kappa_MD_alpha_beta = (J_alpha_t) / ((F_e_beta * T * V_cell))) (hd0 : ((F_e_beta * T * V_cell)) \u2260 0) :\n    kappa_MD_alpha_beta * ((F_e_beta * T * V_cell)) = (J_alpha_t) := by subst h_kappa_MD_alpha_beta; exact div_mul_cancel\u2080 _ hd0"},"contract_kappa[transport_model=nemd]":{"kind":"law","lean":"theorem law_contract_kappa_transport_model_nemd (J_alpha_t : \u211d) (kappa_MD_alpha_beta : \u211d) (nabla_T_beta : \u211d) (h_kappa_MD_alpha_beta : kappa_MD_alpha_beta = ((-1 * J_alpha_t)) / (nabla_T_beta)) (hd0 : (nabla_T_beta) \u2260 0) :\n    kappa_MD_alpha_beta * (nabla_T_beta) = ((-1 * J_alpha_t)) := by subst h_kappa_MD_alpha_beta; exact div_mul_cancel\u2080 _ hd0"},"contract_poisson_ratio":{"kind":"law","lean":"theorem law_contract_poisson_ratio (G : \u211d) (K : \u211d) (nu : \u211d) (h_nu : nu = (((-2 * G) + (3 * K))) / (((2 * G) + (6 * K)))) (hd0 : (((2 * G) + (6 * K))) \u2260 0) :\n    nu * (((2 * G) + (6 * K))) = (((-2 * G) + (3 * K))) := by subst h_nu; exact div_mul_cancel\u2080 _ hd0"},"contract_thermal_gruneisen_identity":{"kind":"law","lean":"theorem law_contract_thermal_gruneisen_identity (C_V_vol : \u211d) (K : \u211d) (alpha_V : \u211d) (gamma_th : \u211d) (h_gamma_th : gamma_th = ((K * alpha_V)) / (C_V_vol)) (hd0 : (C_V_vol) \u2260 0) :\n    gamma_th * (C_V_vol) = ((K * alpha_V)) := by subst h_gamma_th; exact div_mul_cancel\u2080 _ hd0"},"contract_youngs_modulus":{"kind":"law","lean":"theorem law_contract_youngs_modulus (E_Y : \u211d) (G : \u211d) (K : \u211d) (h_E_Y : E_Y = ((9 * G * K)) / ((G + (3 * K)))) (hd0 : ((G + (3 * K))) \u2260 0) :\n    E_Y * ((G + (3 * K))) = ((9 * G * K)) := by subst h_E_Y; exact div_mul_cancel\u2080 _ hd0"},"contract_zt":{"kind":"composition","lean":"theorem identity_contract_zt (PF : \u211d) (S : \u211d) (T : \u211d) (kappa : \u211d) (kappa_e : \u211d) (kappa_tot : \u211d) (sigma_el : \u211d) (h_PF : PF = (sigma_el * S ^ 2)) (h_kappa_tot : kappa_tot = (kappa + kappa_e)) (hd0 : (kappa + kappa_e) \u2260 0) :\n    (PF * T) / (kappa_tot) = (T * sigma_el * S ^ 2) / ((kappa + kappa_e)) := by subst h_PF h_kappa_tot; field_simp"},"hasselman_johnson":{"kind":"law","lean":"theorem law_hasselman_johnson (G_int : \u211d) (kappa_c : \u211d) (a_rad : \u211d) (f_vol : \u211d) (k_f_3_3 : \u211d) (k_m : \u211d) (h_kappa_c : kappa_c = ((k_m * ((k_f_3_3 * ((2 * k_m) + (G_int * a_rad))) + (2 * f_vol * ((k_f_3_3 * ((-1 * k_m) + (G_int * a_rad))) + (-1 * G_int * a_rad * k_m))) + (2 * G_int * a_rad * k_m)))) / (((k_f_3_3 * ((2 * k_m) + (G_int * a_rad))) + (-1 * f_vol * ((k_f_3_3 * ((-1 * k_m) + (G_int * a_rad))) + (-1 * G_int * a_rad * k_m))) + (2 * G_int * a_rad * k_m)))) (hd0 : (((k_f_3_3 * ((2 * k_m) + (G_int * a_rad))) + (-1 * f_vol * ((k_f_3_3 * ((-1 * k_m) + (G_int * a_rad))) + (-1 * G_int * a_rad * k_m))) + (2 * G_int * a_rad * k_m))) \u2260 0) :\n    kappa_c * (((k_f_3_3 * ((2 * k_m) + (G_int * a_rad))) + (-1 * f_vol * ((k_f_3_3 * ((-1 * k_m) + (G_int * a_rad))) + (-1 * G_int * a_rad * k_m))) + (2 * G_int * a_rad * k_m))) = ((k_m * ((k_f_3_3 * ((2 * k_m) + (G_int * a_rad))) + (2 * f_vol * ((k_f_3_3 * ((-1 * k_m) + (G_int * a_rad))) + (-1 * G_int * a_rad * k_m))) + (2 * G_int * a_rad * k_m)))) := by subst h_kappa_c; exact div_mul_cancel\u2080 _ hd0"},"nan_effective_kappa":{"kind":"law","lean":"theorem law_nan_effective_kappa (G_int : \u211d) (L_11 : \u211d) (L_33 : \u211d) (kappa_c : \u211d) (d_1 : \u211d) (d_3 : \u211d) (f_vol : \u211d) (k_f_1_1 : \u211d) (k_f_3_3 : \u211d) (k_m : \u211d) (h_kappa_c : kappa_c = ((k_m * ((f_vol * (((1 + (-1 * L_33)) * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (2 * (1 + (-1 * L_11)) * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3)))) * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))))) + (3 * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3)))))))) / (((-1 * f_vol * ((L_33 * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (2 * L_11 * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3)))) * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))))) + (3 * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3)))))))) (hd0 : (((-1 * f_vol * ((L_33 * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (2 * L_11 * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3)))) * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))))) + (3 * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3))))))) \u2260 0) :\n    kappa_c * (((-1 * f_vol * ((L_33 * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (2 * L_11 * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3)))) * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))))) + (3 * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3))))))) = ((k_m * ((f_vol * (((1 + (-1 * L_33)) * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (2 * (1 + (-1 * L_11)) * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3)))) * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))))) + (3 * ((L_11 * ((-1 * k_m * ((2 * k_f_1_1) + (G_int * d_1))) + (k_f_1_1 * G_int * d_1))) + (k_m * ((2 * k_f_1_1) + (G_int * d_1)))) * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3)))))))) := by subst h_kappa_c; exact div_mul_cancel\u2080 _ hd0"},"nan_effective_kappa_aligned":{"kind":"law","lean":"theorem law_nan_effective_kappa_aligned (G_int : \u211d) (L_33 : \u211d) (kappa_c : \u211d) (d_3 : \u211d) (f_vol : \u211d) (k_f_3_3 : \u211d) (k_m : \u211d) (h_kappa_c : kappa_c = ((k_m * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (f_vol * (1 + (-1 * L_33)) * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3)))))) / (((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (-1 * L_33 * f_vol * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3)))))) (hd0 : (((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (-1 * L_33 * f_vol * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))))) \u2260 0) :\n    kappa_c * (((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (-1 * L_33 * f_vol * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))))) = ((k_m * ((L_33 * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3))) + (k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (f_vol * (1 + (-1 * L_33)) * ((-1 * k_m * ((2 * k_f_3_3) + (G_int * d_3))) + (k_f_3_3 * G_int * d_3)))))) := by subst h_kappa_c; exact div_mul_cancel\u2080 _ hd0"},"solve_bte[bte_solver=rta]":{"kind":"law","lean":"theorem law_solve_bte_bte_solver_rta (F_alpha_q_nu : \u211d) (Gamma_q_nu : \u211d) (v_alpha_q_nu : \u211d) (h_F_alpha_q_nu : F_alpha_q_nu = (v_alpha_q_nu) / ((2 * Gamma_q_nu))) (hd0 : ((2 * Gamma_q_nu)) \u2260 0) :\n    F_alpha_q_nu * ((2 * Gamma_q_nu)) = (v_alpha_q_nu) := by subst h_F_alpha_q_nu; exact div_mul_cancel\u2080 _ hd0"}},"nodes":{"ActivationEnergy":{"lean":"def ActivationEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"AdsorptionEnergy":{"lean":"def AdsorptionEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"BandGap":{"lean":"def BandGap : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"BareDynamicalMatrix":{"lean":"def BareDynamicalMatrix : Dimension := \u27e80, (-2 : \u211a), 0, 0, 0\u27e9"},"BondDissociationEnergy":{"lean":"def BondDissociationEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"BornCharges":{"lean":"def BornCharges : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"BulkModulus":{"lean":"def BulkModulus : Dimension := \u27e8(-1 : \u211a), (-2 : \u211a), 1, 0, 0\u27e9"},"CarrierDensity":{"lean":"def CarrierDensity : Dimension := \u27e8(-3 : \u211a), 0, 0, 0, 0\u27e9"},"ConfigurationalEnergy":{"lean":"def ConfigurationalEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"CumulativeKappa[wrt=mfp]":{"lean":"def CumulativeKappa_wrt_mfp : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"CumulativeKappa[wrt=omega]":{"lean":"def CumulativeKappa_wrt_omega : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"DepolarizationFactor":{"lean":"def DepolarizationFactor : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"DielectricTensor":{"lean":"def DielectricTensor : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"Diffusivity":{"lean":"def Diffusivity : Dimension := \u27e82, (-1 : \u211a), 0, 0, 0\u27e9"},"DynamicalMatrix":{"lean":"def DynamicalMatrix : Dimension := \u27e80, (-2 : \u211a), 0, 0, 0\u27e9"},"Eigenvectors":{"lean":"def Eigenvectors : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"ElasticConstants":{"lean":"def ElasticConstants : Dimension := \u27e8(-1 : \u211a), (-2 : \u211a), 1, 0, 0\u27e9"},"ElectronicDOS":{"lean":"def ElectronicDOS : Dimension := \u27e8(-2 : \u211a), 2, (-1 : \u211a), 0, 0\u27e9"},"ElectronicThermalConductivity":{"lean":"def ElectronicThermalConductivity : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"EnergyAboveHull":{"lean":"def EnergyAboveHull : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"Entropy":{"lean":"def Entropy : Dimension := \u27e82, (-2 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"FillerVolumeFraction":{"lean":"def FillerVolumeFraction : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"ForceConstants[order=2]":{"lean":"def ForceConstants_order_2 : Dimension := \u27e80, (-2 : \u211a), 1, 0, 0\u27e9"},"ForceConstants[order=3]":{"lean":"def ForceConstants_order_3 : Dimension := \u27e8(-1 : \u211a), (-2 : \u211a), 1, 0, 0\u27e9"},"Forces":{"lean":"def Forces : Dimension := \u27e81, (-2 : \u211a), 1, 0, 0\u27e9"},"FormationEnergy":{"lean":"def FormationEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"Frequency":{"lean":"def Frequency : Dimension := \u27e80, (-1 : \u211a), 0, 0, 0\u27e9"},"GrainBoundaryEnergy":{"lean":"def GrainBoundaryEnergy : Dimension := \u27e80, (-2 : \u211a), 1, 0, 0\u27e9"},"GroupVelocity":{"lean":"def GroupVelocity : Dimension := \u27e81, (-1 : \u211a), 0, 0, 0\u27e9"},"Gruneisen":{"lean":"def Gruneisen : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"HOMOLUMOGap":{"lean":"def HOMOLUMOGap : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"HeatCapacity":{"lean":"def HeatCapacity : Dimension := \u27e82, (-2 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"HeatCapacity[method=pimd]":{"lean":"def HeatCapacity_method_pimd : Dimension := \u27e82, (-2 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"HeatCurrent":{"lean":"def HeatCurrent : Dimension := \u27e83, (-3 : \u211a), 1, 0, 0\u27e9"},"HelmholtzFreeEnergy":{"lean":"def HelmholtzFreeEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"InterfaceConductance":{"lean":"def InterfaceConductance : Dimension := \u27e80, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"InternalEnergy":{"lean":"def InternalEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"IsotopeAbundances":{"lean":"def IsotopeAbundances : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"Linewidth[channel=anharmonic_3ph]":{"lean":"def Linewidth_channel_anharmonic_3ph : Dimension := \u27e80, (-1 : \u211a), 0, 0, 0\u27e9"},"Linewidth[channel=boundary]":{"lean":"def Linewidth_channel_boundary : Dimension := \u27e80, (-1 : \u211a), 0, 0, 0\u27e9"},"Linewidth[channel=isotope]":{"lean":"def Linewidth_channel_isotope : Dimension := \u27e80, (-1 : \u211a), 0, 0, 0\u27e9"},"Linewidth[channel=total]":{"lean":"def Linewidth_channel_total : Dimension := \u27e80, (-1 : \u211a), 0, 0, 0\u27e9"},"MassDensity":{"lean":"def MassDensity : Dimension := \u27e8(-3 : \u211a), 0, 1, 0, 0\u27e9"},"MeanFreeDisplacement[bte_solver=direct_inverse]":{"lean":"def MeanFreeDisplacement_bte_solver_direct_inverse : Dimension := \u27e81, 0, 0, 0, 0\u27e9"},"MeanFreeDisplacement[bte_solver=rta]":{"lean":"def MeanFreeDisplacement_bte_solver_rta : Dimension := \u27e81, 0, 0, 0, 0\u27e9"},"MeanSquaredDisplacement":{"lean":"def MeanSquaredDisplacement : Dimension := \u27e82, 0, 0, 0, 0\u27e9"},"ModalDiffusivity":{"lean":"def ModalDiffusivity : Dimension := \u27e82, (-1 : \u211a), 0, 0, 0\u27e9"},"MolecularFrequency":{"lean":"def MolecularFrequency : Dimension := \u27e80, (-1 : \u211a), 0, 0, 0\u27e9"},"ParticipationRatio":{"lean":"def ParticipationRatio : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"PhaseFraction":{"lean":"def PhaseFraction : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"PhaseSpace3Phonon":{"lean":"def PhaseSpace3Phonon : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"PhononDOS":{"lean":"def PhononDOS : Dimension := \u27e80, (-1 : \u211a), 0, 0, 0\u27e9"},"PhononTransmission":{"lean":"def PhononTransmission : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"PoissonRatio":{"lean":"def PoissonRatio : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"PotentialOfMeanForce":{"lean":"def PotentialOfMeanForce : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"PowerFactor":{"lean":"def PowerFactor : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-2 : \u211a)\u27e9"},"Pressure":{"lean":"def Pressure : Dimension := \u27e8(-1 : \u211a), (-2 : \u211a), 1, 0, 0\u27e9"},"QuantumKineticEnergy":{"lean":"def QuantumKineticEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"ReactionBarrier[construction=neb_mep]":{"lean":"def ReactionBarrier_construction_neb_mep : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"ReactionEnergy":{"lean":"def ReactionEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"ShearModulus":{"lean":"def ShearModulus : Dimension := \u27e8(-1 : \u211a), (-2 : \u211a), 1, 0, 0\u27e9"},"StaticDielectricTensor":{"lean":"def StaticDielectricTensor : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"Stress":{"lean":"def Stress : Dimension := \u27e8(-1 : \u211a), (-2 : \u211a), 1, 0, 0\u27e9"},"SurfaceEnergy":{"lean":"def SurfaceEnergy : Dimension := \u27e80, (-2 : \u211a), 1, 0, 0\u27e9"},"Temperature":{"lean":"def Temperature : Dimension := \u27e80, 0, 0, 0, 1\u27e9"},"ThermalConductance[transport_model=landauer]":{"lean":"def ThermalConductance_transport_model_landauer : Dimension := \u27e82, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity":{"lean":"def ThermalConductivity : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[bte_solver=direct_inverse]":{"lean":"def ThermalConductivity_bte_solver_direct_inverse : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[bte_solver=rta]":{"lean":"def ThermalConductivity_bte_solver_rta : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[contribution=total]":{"lean":"def ThermalConductivity_contribution_total : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[effective_medium=nan,orientation=aligned]":{"lean":"def ThermalConductivity_effective_medium_nan_orientation_aligned : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[effective_medium=nan,orientation=random]":{"lean":"def ThermalConductivity_effective_medium_nan_orientation_random : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[role=filler]":{"lean":"def ThermalConductivity_role_filler : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[role=matrix]":{"lean":"def ThermalConductivity_role_matrix : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[transport_model=green_kubo]":{"lean":"def ThermalConductivity_transport_model_green_kubo : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[transport_model=hnemd]":{"lean":"def ThermalConductivity_transport_model_hnemd : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[transport_model=nemd]":{"lean":"def ThermalConductivity_transport_model_nemd : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[transport_model=qhgk]":{"lean":"def ThermalConductivity_transport_model_qhgk : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[transport_model=wigner]":{"lean":"def ThermalConductivity_transport_model_wigner : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[transport_model=wigner_coherences]":{"lean":"def ThermalConductivity_transport_model_wigner_coherences : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalConductivity[transport_model=wigner_populations]":{"lean":"def ThermalConductivity_transport_model_wigner_populations : Dimension := \u27e81, (-3 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"ThermalExpansion":{"lean":"def ThermalExpansion : Dimension := \u27e80, 0, 0, 0, (-1 : \u211a)\u27e9"},"ThermalGruneisen":{"lean":"def ThermalGruneisen : Dimension := \u27e80, 0, 0, 0, 0\u27e9"},"TotalEnergy":{"lean":"def TotalEnergy : Dimension := \u27e82, (-2 : \u211a), 1, 0, 0\u27e9"},"Trajectory":{"lean":"def Trajectory : Dimension := \u27e81, 0, 0, 0, 0\u27e9"},"TransitionTemperature":{"lean":"def TransitionTemperature : Dimension := \u27e80, 0, 0, 0, 1\u27e9"},"VolumetricHeatCapacity":{"lean":"def VolumetricHeatCapacity : Dimension := \u27e8(-1 : \u211a), (-2 : \u211a), 1, 0, (-1 : \u211a)\u27e9"},"YoungsModulus":{"lean":"def YoungsModulus : Dimension := \u27e8(-1 : \u211a), (-2 : \u211a), 1, 0, 0\u27e9"},"ZT":{"lean":"def ZT : Dimension := \u27e80, 0, 0, 0, 0\u27e9"}},"version":"f69b18c18fb7"}