Table 5 Full deformation potential for specific entries.

Material	MP-ID	Gap_PBE	Gap_mBJ	\({\widetilde{\Xi }}_{{{{\rm{gap}}}}}\) (eV)	Ξ_PBE (eV)	Ξ_mBJ (eV)
GeO₂	mp-470	1.19	3.54	−13.71	−10.21	−11.45
Sr₂AlSbO₆	mp-1208835	1.84	3.27	−12.92	−11.01	−11.39
SrSnO₃	mp-546973	0.94	2.95	−12.75	−12.34	−12.80
Sr₂GaSbO₆	mp-6065	0.68	2.60	−12.57	−11.20	−11.71
Al₂O₃	mp-1143	5.85	7.55	−12.50	−11.99	−12.47
BaSr(SnO₃)₂	mp-1227736	0.62	5.70	−12.34	−11.95	−12.22
BaGe(PO₄)₂	mp-1095485	4.09	8.98	−12.34	−6.12	−8.11
TeWO₆	mvc-5676	1.25	2.21	−12.25	−13.18	−14.27
LiAlO₂	mp-8001	6.17	8.05	−12.25	−9.59	−9.07
SrGe(PO₄)₂	mp-1101981	4.02	6.11	−12.24	−5.86	−3.35
PNO	mp-38975	5.14	6.42	−12.02	−7.78	−10.09
LiAsF₆	mp-9144	5.00	7.12	−11.91	−1.90	−1.72
AlSbO₄	mp-676861	1.52	3.04	−11.80	−8.42	−8.55
GaBO₃	mp-1078259	3.77	5.96	−11.76	−11.95	−12.63
LiPF₆	mp-9143	7.52	10.31	−11.70	−3.19	−2.03
Hg	mp-1184554	0.31	0.59	5.75	7.40	5.83
CsSnCl₃	mp-1070375	1.05	2.13	5.36	3.17	6.76
CsSnBr₃	mp-27214	0.79	1.36	5.14	2.38	2.72
Tl₃AsF₆	mp-1238924	3.16	4.75	5.07	1.19	−0.11
RbSnBr₃	mp-998157	0.97	1.59	4.91	5.16	7.96
RbSnCl₃	mp-998156	1.54	2.82	4.75	9.32	12.83
TlGeBr₃	mp-998153	1.51	2.21	4.65	4.73	6.25
K₂InSbBr₆	mp-1112183	0.24	0.48	4.57	6.80	6.64
Cs₂TlSbF₆	mp-1112563	2.50	4.95	4.54	3.55	6.63
SnS	mp-559676	0.39	0.72	4.54	2.05	3.08
Rb₂InSbBr₆	mp-1114390	0.31	0.55	4.53	6.77	6.87
K₂InSbCl₆	mp-1112017	0.69	1.30	4.51	6.92	10.11
Rb₃SbF₆	mp-1237359	3.69	5.08	4.50	−1.69	−2.54
LiAuS	mp-29829	1.57	2.32	4.50	4.81	5.30
CsGeBr₃	mp-570223	0.79	1.23	4.49	1.66	7.72

Values of the volume deformation potential for the materials with the highest absolute values of the estimator \({\widetilde{{{\Xi }}}}_{{{{\rm{gap}}}}}\). We show the materials project ID, the band gap calculated with both the PBE and the mBJ approximations, the estimator \({\widetilde{{{\Xi }}}}_{{{{\rm{gap}}}}}\), and the deformation potential calculated with PBE and mBJ.

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