| max | min | std | mean | count | formula | material_id |
|---|---|---|---|---|---|---|
| 12.0 | 12.0 | 12.0 | 1 | (CSN2H4) | mp-23993 | |
| 12.0 | 12.0 | 12.0 | 1 | (CSN2H4) | mp-634059 | |
| 12.0 | 12.0 | 12.0 | 1 | (CSN2H4) | mp-721896 | |
| 12.0 | 12.0 | 12.0 | 1 | (CSN2H4) | mp-23930 | |
| 12.0 | 12.0 | 12.0 | 1 | (CSN2H4) | mp-735023 | |
| 583.0 | 583.0 | 0.0 | 583.0 | 2 | (Co0.5Mn0.5)2P | mp-20249 |
| 46.0 | 37.8 | 5.798275605729692 | 41.9 | 2 | (Dy0.50Er0.50)Al2 | mp-1225265 |
This is a first draft of a compiled Curie temperature dataset mapping crystal structure (from Materials Project) to Curie temperature. Builds on the work of https://github.com/Songyosk/CurieML. Dataset includes ~6,800 unique materials representing 3,284 unique chemical families.
| Column | Range | Mean | Filled |
|---|---|---|---|
| formula | 4,476 distinct | — | 100% |
| standardized_formula | 3,284 distinct | — | 100% |
| rounded_formula | 3,284 distinct | — | 100% |
| count | 1–213 | 4.795 | 100% |
| mean | 0–1,434 | 274.3 | 100% |
| min | 0–1,360 | 248.1 | 100% |
| max | 0–2,184 | 300.4 | 100% |
| std | 0–561.4 | 39.76 | 48% |
| material_id | 5,020 distinct | — | 100% |
| chgnet_feat_0 | -0.6595–0.3869 | -0.01502 | 100% |
| chgnet_feat_1 | -32.94–11.48 | -1.171 | 100% |
| chgnet_feat_2 | -0.1601–0.04485 | -0.008316 | 100% |
| chgnet_feat_3 | 0.0001674–0.04699 | 0.004411 | 100% |
| chgnet_feat_4 | -2.059–0.631 | -0.1233 | 100% |
| chgnet_feat_5 | -0.5715–-0.003385 | -0.06149 | 100% |
| chgnet_feat_6 | -23.73–56.5 | 2.399 | 100% |
| chgnet_feat_7 | -15.99–19.45 | 0.04 | 100% |
| chgnet_feat_8 | -0.627–169.3 | 16.46 | 100% |
| chgnet_feat_9 | -0.8418–-0.003621 | -0.0889 | 100% |
| chgnet_feat_10 | -219.1–15.4 | -20.37 | 100% |
| chgnet_feat_11 | -0.08558–0.2972 | 0.01398 | 100% |
| chgnet_feat_12 | -1.514–1.123 | -0.04046 | 100% |
| chgnet_feat_13 | -1.485–0.2383 | -0.1266 | 100% |
| chgnet_feat_14 | -0.1214–1.237 | 0.09561 | 100% |
| chgnet_feat_15 | -16.66–7.199 | -0.898 | 100% |
| chgnet_feat_16 | -0.4439–-0.00225 | -0.04549 | 100% |
| chgnet_feat_17 | -0.7281–0.4169 | -0.04136 | 100% |
| chgnet_feat_18 | -18.46–66.3 | 0.9593 | 100% |
| chgnet_feat_19 | -43.27–11.8 | -1.056 | 100% |
| chgnet_feat_20 | -27.36–21.92 | -1.18 | 100% |
| chgnet_feat_21 | -55.46–7.072 | -4.955 | 100% |
| chgnet_feat_22 | -0.006046–0.1453 | 0.01018 | 100% |
| chgnet_feat_23 | -0.5605–0.6116 | -0.01157 | 100% |
| chgnet_feat_24 | -5.576–126.7 | 8.465 | 100% |
| chgnet_feat_25 | -0.7244–0.5586 | 0.003309 | 100% |
| chgnet_feat_26 | -13.78–24 | -0.3443 | 100% |
| chgnet_feat_27 | -1.853–1.376 | 0.03116 | 100% |
| chgnet_feat_28 | -0.995–0.3565 | -0.04863 | 100% |
| chgnet_feat_29 | -5.371–1.58 | -0.1405 | 100% |
| chgnet_feat_30 | -21.72–35.84 | 2.484 | 100% |
| chgnet_feat_31 | -7.364–59.4 | 3.487 | 100% |
| chgnet_feat_32 | -0.04831–0.7052 | 0.0612 | 100% |
| chgnet_feat_33 | -0.2587–1.232 | 0.02987 | 100% |
| chgnet_feat_34 | 1.211–397.8 | 39.13 | 100% |
| chgnet_feat_35 | -0.005732–0.4556 | 0.03404 | 100% |
| chgnet_feat_36 | -1.022–2.18 | 0.02586 | 100% |
| chgnet_feat_37 | -1.137–1.477 | 0.07799 | 100% |
| chgnet_feat_38 | 0.001974–1.232 | 0.132 | 100% |
| chgnet_feat_39 | -9.796–18.04 | 0.4799 | 100% |
| chgnet_feat_40 | -12.89–26.14 | 1.345 | 100% |
| chgnet_feat_41 | -0.5867–0.03183 | -0.04656 | 100% |
| chgnet_feat_42 | -0.04904–0.282 | 0.01338 | 100% |
| chgnet_feat_43 | -0.6125–0.04647 | -0.04012 | 100% |
| chgnet_feat_44 | -17.94–11.44 | -0.6976 | 100% |
| chgnet_feat_45 | -0.2421–0.1572 | -0.005761 | 100% |
| chgnet_feat_46 | -0.05323–0.08978 | -0.0004878 | 100% |
| chgnet_feat_47 | -1.406–1.339 | -0.06315 | 100% |
| chgnet_feat_48 | -20.33–18.22 | 0.2897 | 100% |
| chgnet_feat_49 | -0.5336–0.8469 | -0.02744 | 100% |
| chgnet_feat_50 | -0.5351–0.139 | -0.02733 | 100% |
| chgnet_feat_51 | -1.162–1.65 | 0.02923 | 100% |
| chgnet_feat_52 | -16.15–12.43 | 0.3777 | 100% |
| chgnet_feat_53 | -20.37–94.06 | 3.237 | 100% |
| chgnet_feat_54 | -0.1059–0.1082 | -0.00123 | 100% |
| chgnet_feat_55 | -0.2467–0.4319 | 0.00478 | 100% |
| chgnet_feat_56 | -1.442–-0.006154 | -0.1468 | 100% |
| chgnet_feat_57 | -0.8936–1.245 | -0.01687 | 100% |
| chgnet_feat_58 | -0.4696–0.4851 | 0.03899 | 100% |
| chgnet_feat_59 | -0.5403–0.2232 | -0.01624 | 100% |
| chgnet_feat_60 | -23.48–13.9 | -0.4388 | 100% |
| chgnet_feat_61 | 0.0002277–1.044 | 0.09886 | 100% |
| chgnet_feat_62 | -1.55–0.857 | -0.09911 | 100% |
| chgnet_feat_63 | -0.1606–0.1199 | 0.001291 | 100% |
| chgnet_feat_64 | -5.732–4.07 | -0.6407 | 100% |
| chgnet_feat_65 | -7.406–4.941 | -0.9987 | 100% |
| chgnet_feat_66 | -7.473–5.48 | -0.527 | 100% |
| chgnet_feat_67 | -5.323–7.242 | -0.1839 | 100% |
| chgnet_feat_68 | -6.085–3.099 | -0.8697 | 100% |
| chgnet_feat_69 | -3.616–5.852 | 0.652 | 100% |
| chgnet_feat_70 | -10.83–12.04 | 1.857 | 100% |
| chgnet_feat_71 | -5.877–6.172 | -0.9734 | 100% |
| chgnet_feat_72 | -2.49–8.851 | 4.17 | 100% |
| chgnet_feat_73 | -6.845–4.621 | -0.1844 | 100% |
| chgnet_feat_74 | -7.732–5.624 | -3.033 | 100% |
| chgnet_feat_75 | -6.918–4.35 | -0.8368 | 100% |
| chgnet_feat_76 | -6.878–3.912 | -0.6344 | 100% |
| chgnet_feat_77 | -6.53–6.736 | -0.1073 | 100% |
| chgnet_feat_78 | -4.291–6.223 | -0.08332 | 100% |
| chgnet_feat_79 | -6.026–4.706 | -0.4895 | 100% |
| chgnet_feat_80 | -4.055–3.886 | 0.2401 | 100% |
| chgnet_feat_81 | -5.637–3.745 | -0.8659 | 100% |
| chgnet_feat_82 | -5.777–5.989 | -0.5628 | 100% |
| chgnet_feat_83 | -10.16–6.754 | 0.09589 | 100% |
| chgnet_feat_84 | -5.922–5.462 | -0.6414 | 100% |
| chgnet_feat_85 | -4.451–5.954 | 0.1681 | 100% |
| chgnet_feat_86 | -5.707–4.144 | -0.08823 | 100% |
| chgnet_feat_87 | -5.904–6.583 | 0.0575 | 100% |
| chgnet_feat_88 | -8.506–9.517 | -0.4197 | 100% |
| chgnet_feat_89 | -5.685–5.628 | 0.234 | 100% |
| chgnet_feat_90 | -5.806–5.326 | -0.2702 | 100% |