Calculates an average of two or more spectra.
Calcule la moyenne de deux spectres ou plus.
average_spectra(ftir, sample_ids = NA, average_id = "averaged_spectra")A data.frame in long format with columns `sample_id`, `wavenumber`, and `absorbance`/`transmittance`. Un data.frame au format long avec les colonnes `sample_id`, `wavenumber`, et `absorbance`/`transmittance`.
A vector of sample IDs to be averaged together. All sample
IDs must be present in the ftir data.frame. If averaging all spectra,
provide NA or NULL.
Un vecteur d'identifiants d'échantillons dont la moyenne doit être
calculée.. Tous les identifiants des échantillons doivent être présents
dans le data.frame ftir. Si la moyenne est calculée pour tous les
spectres, indiquez NA ou NULL.
The name to be used as sample_id for the averaged
spectra.
Le nom à utiliser en tant que sample_id pour les spectres moyennés.
A data.frame containing the averaged FTIR spectra, with sample_id
corresponding to the provided average_id.
Un data.frame contenant les spectres IRTF moyennés, avec sample_id
correspondant à l'identifiant average_id fourni.
# Calculate the average of biodiesel B5 spectra and the unknown spectra
average_spectra(biodiesel, c("biodiesel_5_0", "biodiesel_B5", "diesel_unknown"))
#> wavenumber absorbance sample_id
#> 1 700.7395 0.0907343333 averaged_spectra
#> 2 702.6032 0.0901430000 averaged_spectra
#> 3 704.4669 0.0845533333 averaged_spectra
#> 4 706.3305 0.0756243333 averaged_spectra
#> 5 708.1942 0.0733490000 averaged_spectra
#> 6 710.0579 0.0716013333 averaged_spectra
#> 7 711.9215 0.0714386667 averaged_spectra
#> 8 713.7852 0.0682950000 averaged_spectra
#> 9 715.6489 0.0744883333 averaged_spectra
#> 10 717.5125 0.0975670000 averaged_spectra
#> 11 719.3762 0.1200460000 averaged_spectra
#> 12 721.2399 0.1270026667 averaged_spectra
#> 13 723.1035 0.1264226667 averaged_spectra
#> 14 724.9672 0.1218353333 averaged_spectra
#> 15 726.8309 0.1193326667 averaged_spectra
#> 16 728.6945 0.1106360000 averaged_spectra
#> 17 730.5582 0.1022526667 averaged_spectra
#> 18 732.4219 0.1037013333 averaged_spectra
#> 19 734.2856 0.1074240000 averaged_spectra
#> 20 736.1492 0.1153513333 averaged_spectra
#> 21 738.0129 0.1210630000 averaged_spectra
#> 22 739.8766 0.1216853333 averaged_spectra
#> 23 741.7402 0.1187936667 averaged_spectra
#> 24 743.6039 0.1067416667 averaged_spectra
#> 25 745.4676 0.0978116667 averaged_spectra
#> 26 747.3312 0.0902713333 averaged_spectra
#> 27 749.1949 0.0858123333 averaged_spectra
#> 28 751.0586 0.0888760000 averaged_spectra
#> 29 752.9222 0.0912446667 averaged_spectra
#> 30 754.7859 0.0853800000 averaged_spectra
#> 31 756.6496 0.0810233333 averaged_spectra
#> 32 758.5132 0.0791250000 averaged_spectra
#> 33 760.3769 0.0812540000 averaged_spectra
#> 34 762.2406 0.0908906667 averaged_spectra
#> 35 764.1043 0.0991533333 averaged_spectra
#> 36 765.9679 0.1027056667 averaged_spectra
#> 37 767.8316 0.0981273333 averaged_spectra
#> 38 769.6953 0.0911576667 averaged_spectra
#> 39 771.5589 0.0892226667 averaged_spectra
#> 40 773.4226 0.0816633333 averaged_spectra
#> 41 775.2863 0.0748476667 averaged_spectra
#> 42 777.1499 0.0741593333 averaged_spectra
#> 43 779.0136 0.0749850000 averaged_spectra
#> 44 780.8773 0.0738236667 averaged_spectra
#> 45 782.7409 0.0709430000 averaged_spectra
#> 46 784.6046 0.0664086667 averaged_spectra
#> 47 786.4683 0.0628426667 averaged_spectra
#> 48 788.3320 0.0602480000 averaged_spectra
#> 49 790.1956 0.0594343333 averaged_spectra
#> 50 792.0593 0.0586570000 averaged_spectra
#> 51 793.9230 0.0580146667 averaged_spectra
#> 52 795.7866 0.0574030000 averaged_spectra
#> 53 797.6503 0.0574486667 averaged_spectra
#> 54 799.5140 0.0624260000 averaged_spectra
#> 55 801.3776 0.0723313333 averaged_spectra
#> 56 803.2413 0.0795930000 averaged_spectra
#> 57 805.1050 0.0845430000 averaged_spectra
#> 58 806.9686 0.0839373333 averaged_spectra
#> 59 808.8323 0.0801986667 averaged_spectra
#> 60 810.6960 0.0798470000 averaged_spectra
#> 61 812.5596 0.0798363333 averaged_spectra
#> 62 814.4233 0.0796503333 averaged_spectra
#> 63 816.2870 0.0771920000 averaged_spectra
#> 64 818.1507 0.0711130000 averaged_spectra
#> 65 820.0143 0.0660763333 averaged_spectra
#> 66 821.8780 0.0625260000 averaged_spectra
#> 67 823.7417 0.0592090000 averaged_spectra
#> 68 825.6053 0.0553523333 averaged_spectra
#> 69 827.4690 0.0514233333 averaged_spectra
#> 70 829.3327 0.0488146667 averaged_spectra
#> 71 831.1963 0.0491453333 averaged_spectra
#> 72 833.0600 0.0490696667 averaged_spectra
#> 73 834.9237 0.0492526667 averaged_spectra
#> 74 836.7873 0.0482840000 averaged_spectra
#> 75 838.6510 0.0472993333 averaged_spectra
#> 76 840.5147 0.0500613333 averaged_spectra
#> 77 842.3784 0.0542903333 averaged_spectra
#> 78 844.2420 0.0571516667 averaged_spectra
#> 79 846.1057 0.0582953333 averaged_spectra
#> 80 847.9694 0.0583713333 averaged_spectra
#> 81 849.8330 0.0572346667 averaged_spectra
#> 82 851.6967 0.0561576667 averaged_spectra
#> 83 853.5604 0.0550936667 averaged_spectra
#> 84 855.4240 0.0529213333 averaged_spectra
#> 85 857.2877 0.0507370000 averaged_spectra
#> 86 859.1514 0.0500330000 averaged_spectra
#> 87 861.0150 0.0508700000 averaged_spectra
#> 88 862.8787 0.0517160000 averaged_spectra
#> 89 864.7424 0.0518276667 averaged_spectra
#> 90 866.6060 0.0516103333 averaged_spectra
#> 91 868.4697 0.0530520000 averaged_spectra
#> 92 870.3334 0.0534963333 averaged_spectra
#> 93 872.1971 0.0523770000 averaged_spectra
#> 94 874.0607 0.0524746667 averaged_spectra
#> 95 875.9244 0.0536900000 averaged_spectra
#> 96 877.7881 0.0543446667 averaged_spectra
#> 97 879.6517 0.0534150000 averaged_spectra
#> 98 881.5154 0.0517396667 averaged_spectra
#> 99 883.3791 0.0511453333 averaged_spectra
#> 100 885.2427 0.0512466667 averaged_spectra
#> 101 887.1064 0.0520416667 averaged_spectra
#> 102 888.9701 0.0525740000 averaged_spectra
#> 103 890.8337 0.0517403333 averaged_spectra
#> 104 892.6974 0.0494996667 averaged_spectra
#> 105 894.5611 0.0469810000 averaged_spectra
#> 106 896.4247 0.0449036667 averaged_spectra
#> 107 898.2884 0.0430203333 averaged_spectra
#> 108 900.1521 0.0415846667 averaged_spectra
#> 109 902.0158 0.0405513333 averaged_spectra
#> 110 903.8794 0.0398013333 averaged_spectra
#> 111 905.7431 0.0398020000 averaged_spectra
#> 112 907.6068 0.0398086667 averaged_spectra
#> 113 909.4704 0.0403250000 averaged_spectra
#> 114 911.3341 0.0409183333 averaged_spectra
#> 115 913.1978 0.0408550000 averaged_spectra
#> 116 915.0614 0.0417013333 averaged_spectra
#> 117 916.9251 0.0431550000 averaged_spectra
#> 118 918.7888 0.0434920000 averaged_spectra
#> 119 920.6524 0.0423790000 averaged_spectra
#> 120 922.5161 0.0410916667 averaged_spectra
#> 121 924.3798 0.0400153333 averaged_spectra
#> 122 926.2435 0.0393363333 averaged_spectra
#> 123 928.1071 0.0396833333 averaged_spectra
#> 124 929.9708 0.0406043333 averaged_spectra
#> 125 931.8345 0.0412180000 averaged_spectra
#> 126 933.6981 0.0418530000 averaged_spectra
#> 127 935.5618 0.0424620000 averaged_spectra
#> 128 937.4255 0.0427036667 averaged_spectra
#> 129 939.2891 0.0430973333 averaged_spectra
#> 130 941.1528 0.0428860000 averaged_spectra
#> 131 943.0165 0.0428893333 averaged_spectra
#> 132 944.8801 0.0428453333 averaged_spectra
#> 133 946.7438 0.0420556667 averaged_spectra
#> 134 948.6075 0.0416930000 averaged_spectra
#> 135 950.4711 0.0418493333 averaged_spectra
#> 136 952.3348 0.0419666667 averaged_spectra
#> 137 954.1985 0.0420606667 averaged_spectra
#> 138 956.0622 0.0422626667 averaged_spectra
#> 139 957.9258 0.0431026667 averaged_spectra
#> 140 959.7895 0.0438266667 averaged_spectra
#> 141 961.6532 0.0444336667 averaged_spectra
#> 142 963.5168 0.0450466667 averaged_spectra
#> 143 965.3805 0.0455616667 averaged_spectra
#> 144 967.2442 0.0458480000 averaged_spectra
#> 145 969.1078 0.0459403333 averaged_spectra
#> 146 970.9715 0.0452676667 averaged_spectra
#> 147 972.8352 0.0444606667 averaged_spectra
#> 148 974.6988 0.0439096667 averaged_spectra
#> 149 976.5625 0.0429716667 averaged_spectra
#> 150 978.4262 0.0414393333 averaged_spectra
#> 151 980.2899 0.0397136667 averaged_spectra
#> 152 982.1535 0.0392200000 averaged_spectra
#> 153 984.0172 0.0393153333 averaged_spectra
#> 154 985.8809 0.0390246667 averaged_spectra
#> 155 987.7445 0.0389890000 averaged_spectra
#> 156 989.6082 0.0384763333 averaged_spectra
#> 157 991.4719 0.0385683333 averaged_spectra
#> 158 993.3355 0.0392393333 averaged_spectra
#> 159 995.1992 0.0396370000 averaged_spectra
#> 160 997.0629 0.0397400000 averaged_spectra
#> 161 998.9265 0.0403470000 averaged_spectra
#> 162 1000.7902 0.0412023333 averaged_spectra
#> 163 1002.6539 0.0420143333 averaged_spectra
#> 164 1004.5175 0.0425696667 averaged_spectra
#> 165 1006.3812 0.0421663333 averaged_spectra
#> 166 1008.2449 0.0415173333 averaged_spectra
#> 167 1010.1086 0.0412093333 averaged_spectra
#> 168 1011.9722 0.0416400000 averaged_spectra
#> 169 1013.8359 0.0418993333 averaged_spectra
#> 170 1015.6996 0.0423546667 averaged_spectra
#> 171 1017.5632 0.0432020000 averaged_spectra
#> 172 1019.4269 0.0439410000 averaged_spectra
#> 173 1021.2906 0.0449523333 averaged_spectra
#> 174 1023.1542 0.0447276667 averaged_spectra
#> 175 1025.0179 0.0433976667 averaged_spectra
#> 176 1026.8816 0.0427400000 averaged_spectra
#> 177 1028.7452 0.0441383333 averaged_spectra
#> 178 1030.6089 0.0459193333 averaged_spectra
#> 179 1032.4726 0.0457243333 averaged_spectra
#> 180 1034.3362 0.0446553333 averaged_spectra
#> 181 1036.1999 0.0442016667 averaged_spectra
#> 182 1038.0636 0.0439466667 averaged_spectra
#> 183 1039.9273 0.0429920000 averaged_spectra
#> 184 1041.7909 0.0420223333 averaged_spectra
#> 185 1043.6546 0.0407596667 averaged_spectra
#> 186 1045.5183 0.0391833333 averaged_spectra
#> 187 1047.3819 0.0386646667 averaged_spectra
#> 188 1049.2456 0.0384833333 averaged_spectra
#> 189 1051.1093 0.0381510000 averaged_spectra
#> 190 1052.9729 0.0381090000 averaged_spectra
#> 191 1054.8366 0.0384906667 averaged_spectra
#> 192 1056.7003 0.0387686667 averaged_spectra
#> 193 1058.5639 0.0390626667 averaged_spectra
#> 194 1060.4276 0.0395210000 averaged_spectra
#> 195 1062.2913 0.0400410000 averaged_spectra
#> 196 1064.1550 0.0401826667 averaged_spectra
#> 197 1066.0186 0.0402023333 averaged_spectra
#> 198 1067.8823 0.0397356667 averaged_spectra
#> 199 1069.7460 0.0387906667 averaged_spectra
#> 200 1071.6096 0.0383086667 averaged_spectra
#> 201 1073.4733 0.0381326667 averaged_spectra
#> 202 1075.3370 0.0383750000 averaged_spectra
#> 203 1077.2006 0.0384526667 averaged_spectra
#> 204 1079.0643 0.0379663333 averaged_spectra
#> 205 1080.9280 0.0381563333 averaged_spectra
#> 206 1082.7916 0.0383166667 averaged_spectra
#> 207 1084.6553 0.0378920000 averaged_spectra
#> 208 1086.5190 0.0374926667 averaged_spectra
#> 209 1088.3826 0.0370110000 averaged_spectra
#> 210 1090.2463 0.0373040000 averaged_spectra
#> 211 1092.1100 0.0380293333 averaged_spectra
#> 212 1093.9737 0.0385476667 averaged_spectra
#> 213 1095.8373 0.0381716667 averaged_spectra
#> 214 1097.7010 0.0372350000 averaged_spectra
#> 215 1099.5647 0.0368410000 averaged_spectra
#> 216 1101.4283 0.0366616667 averaged_spectra
#> 217 1103.2920 0.0360160000 averaged_spectra
#> 218 1105.1557 0.0352930000 averaged_spectra
#> 219 1107.0193 0.0349636667 averaged_spectra
#> 220 1108.8830 0.0346646667 averaged_spectra
#> 221 1110.7467 0.0348893333 averaged_spectra
#> 222 1112.6103 0.0349710000 averaged_spectra
#> 223 1114.4740 0.0343773333 averaged_spectra
#> 224 1116.3377 0.0344700000 averaged_spectra
#> 225 1118.2014 0.0350813333 averaged_spectra
#> 226 1120.0650 0.0359780000 averaged_spectra
#> 227 1121.9287 0.0363843333 averaged_spectra
#> 228 1123.7924 0.0358376667 averaged_spectra
#> 229 1125.6560 0.0356513333 averaged_spectra
#> 230 1127.5197 0.0361630000 averaged_spectra
#> 231 1129.3834 0.0369423333 averaged_spectra
#> 232 1131.2470 0.0377776667 averaged_spectra
#> 233 1133.1107 0.0384513333 averaged_spectra
#> 234 1134.9744 0.0393663333 averaged_spectra
#> 235 1136.8380 0.0402260000 averaged_spectra
#> 236 1138.7017 0.0402756667 averaged_spectra
#> 237 1140.5654 0.0407270000 averaged_spectra
#> 238 1142.4290 0.0418396667 averaged_spectra
#> 239 1144.2927 0.0431763333 averaged_spectra
#> 240 1146.1564 0.0447643333 averaged_spectra
#> 241 1148.0201 0.0460830000 averaged_spectra
#> 242 1149.8837 0.0474673333 averaged_spectra
#> 243 1151.7474 0.0497396667 averaged_spectra
#> 244 1153.6111 0.0524493333 averaged_spectra
#> 245 1155.4747 0.0546520000 averaged_spectra
#> 246 1157.3384 0.0554946667 averaged_spectra
#> 247 1159.2021 0.0557800000 averaged_spectra
#> 248 1161.0657 0.0565703333 averaged_spectra
#> 249 1162.9294 0.0578630000 averaged_spectra
#> 250 1164.7931 0.0600403333 averaged_spectra
#> 251 1166.6567 0.0623283333 averaged_spectra
#> 252 1168.5204 0.0634056667 averaged_spectra
#> 253 1170.3841 0.0626813333 averaged_spectra
#> 254 1172.2477 0.0597383333 averaged_spectra
#> 255 1174.1114 0.0562956667 averaged_spectra
#> 256 1175.9751 0.0531370000 averaged_spectra
#> 257 1177.8388 0.0499373333 averaged_spectra
#> 258 1179.7024 0.0477103333 averaged_spectra
#> 259 1181.5661 0.0464176667 averaged_spectra
#> 260 1183.4298 0.0450786667 averaged_spectra
#> 261 1185.2934 0.0443846667 averaged_spectra
#> 262 1187.1571 0.0441410000 averaged_spectra
#> 263 1189.0208 0.0446653333 averaged_spectra
#> 264 1190.8844 0.0459503333 averaged_spectra
#> 265 1192.7481 0.0469873333 averaged_spectra
#> 266 1194.6118 0.0475136667 averaged_spectra
#> 267 1196.4754 0.0473583333 averaged_spectra
#> 268 1198.3391 0.0470363333 averaged_spectra
#> 269 1200.2028 0.0464350000 averaged_spectra
#> 270 1202.0665 0.0451350000 averaged_spectra
#> 271 1203.9301 0.0440973333 averaged_spectra
#> 272 1205.7938 0.0437330000 averaged_spectra
#> 273 1207.6575 0.0437860000 averaged_spectra
#> 274 1209.5211 0.0435050000 averaged_spectra
#> 275 1211.3848 0.0423946667 averaged_spectra
#> 276 1213.2485 0.0416470000 averaged_spectra
#> 277 1215.1121 0.0416326667 averaged_spectra
#> 278 1216.9758 0.0412696667 averaged_spectra
#> 279 1218.8395 0.0410663333 averaged_spectra
#> 280 1220.7031 0.0409063333 averaged_spectra
#> 281 1222.5668 0.0401626667 averaged_spectra
#> 282 1224.4305 0.0400026667 averaged_spectra
#> 283 1226.2941 0.0400786667 averaged_spectra
#> 284 1228.1578 0.0400953333 averaged_spectra
#> 285 1230.0215 0.0403156667 averaged_spectra
#> 286 1231.8852 0.0405990000 averaged_spectra
#> 287 1233.7488 0.0415300000 averaged_spectra
#> 288 1235.6125 0.0422246667 averaged_spectra
#> 289 1237.4762 0.0429173333 averaged_spectra
#> 290 1239.3398 0.0439480000 averaged_spectra
#> 291 1241.2035 0.0447940000 averaged_spectra
#> 292 1243.0672 0.0457020000 averaged_spectra
#> 293 1244.9308 0.0470280000 averaged_spectra
#> 294 1246.7945 0.0478780000 averaged_spectra
#> 295 1248.6582 0.0477183333 averaged_spectra
#> 296 1250.5218 0.0474466667 averaged_spectra
#> 297 1252.3855 0.0468966667 averaged_spectra
#> 298 1254.2492 0.0464356667 averaged_spectra
#> 299 1256.1129 0.0458920000 averaged_spectra
#> 300 1257.9765 0.0457356667 averaged_spectra
#> 301 1259.8402 0.0462716667 averaged_spectra
#> 302 1261.7039 0.0465806667 averaged_spectra
#> 303 1263.5675 0.0464723333 averaged_spectra
#> 304 1265.4312 0.0461936667 averaged_spectra
#> 305 1267.2949 0.0462203333 averaged_spectra
#> 306 1269.1585 0.0463246667 averaged_spectra
#> 307 1271.0222 0.0463380000 averaged_spectra
#> 308 1272.8859 0.0466016667 averaged_spectra
#> 309 1274.7495 0.0468120000 averaged_spectra
#> 310 1276.6132 0.0466583333 averaged_spectra
#> 311 1278.4769 0.0468666667 averaged_spectra
#> 312 1280.3405 0.0473726667 averaged_spectra
#> 313 1282.2042 0.0472493333 averaged_spectra
#> 314 1284.0679 0.0476133333 averaged_spectra
#> 315 1285.9316 0.0479070000 averaged_spectra
#> 316 1287.7952 0.0481323333 averaged_spectra
#> 317 1289.6589 0.0485560000 averaged_spectra
#> 318 1291.5226 0.0484246667 averaged_spectra
#> 319 1293.3862 0.0490490000 averaged_spectra
#> 320 1295.2499 0.0503776667 averaged_spectra
#> 321 1297.1136 0.0515123333 averaged_spectra
#> 322 1298.9772 0.0525536667 averaged_spectra
#> 323 1300.8409 0.0535423333 averaged_spectra
#> 324 1302.7046 0.0537690000 averaged_spectra
#> 325 1304.5682 0.0539643333 averaged_spectra
#> 326 1306.4319 0.0541426667 averaged_spectra
#> 327 1308.2956 0.0539003333 averaged_spectra
#> 328 1310.1592 0.0538590000 averaged_spectra
#> 329 1312.0229 0.0533500000 averaged_spectra
#> 330 1313.8866 0.0523006667 averaged_spectra
#> 331 1315.7503 0.0513710000 averaged_spectra
#> 332 1317.6139 0.0511420000 averaged_spectra
#> 333 1319.4776 0.0512500000 averaged_spectra
#> 334 1321.3413 0.0507190000 averaged_spectra
#> 335 1323.2049 0.0508613333 averaged_spectra
#> 336 1325.0686 0.0512246667 averaged_spectra
#> 337 1326.9323 0.0515186667 averaged_spectra
#> 338 1328.7959 0.0526203333 averaged_spectra
#> 339 1330.6596 0.0543943333 averaged_spectra
#> 340 1332.5233 0.0566500000 averaged_spectra
#> 341 1334.3869 0.0589213333 averaged_spectra
#> 342 1336.2506 0.0612683333 averaged_spectra
#> 343 1338.1143 0.0644246667 averaged_spectra
#> 344 1339.9780 0.0669403333 averaged_spectra
#> 345 1341.8416 0.0676006667 averaged_spectra
#> 346 1343.7053 0.0675603333 averaged_spectra
#> 347 1345.5690 0.0673216667 averaged_spectra
#> 348 1347.4326 0.0677023333 averaged_spectra
#> 349 1349.2963 0.0691913333 averaged_spectra
#> 350 1351.1600 0.0707976667 averaged_spectra
#> 351 1353.0236 0.0723026667 averaged_spectra
#> 352 1354.8873 0.0733213333 averaged_spectra
#> 353 1356.7510 0.0757900000 averaged_spectra
#> 354 1358.6146 0.0811003333 averaged_spectra
#> 355 1360.4783 0.0899673333 averaged_spectra
#> 356 1362.3420 0.1066223333 averaged_spectra
#> 357 1364.2056 0.1309620000 averaged_spectra
#> 358 1366.0693 0.1457210000 averaged_spectra
#> 359 1367.9330 0.1475240000 averaged_spectra
#> 360 1369.7967 0.1516980000 averaged_spectra
#> 361 1371.6603 0.1717210000 averaged_spectra
#> 362 1373.5240 0.2083183333 averaged_spectra
#> 363 1375.3877 0.2511180000 averaged_spectra
#> 364 1377.2513 0.2677973333 averaged_spectra
#> 365 1379.1150 0.2470830000 averaged_spectra
#> 366 1380.9787 0.2016990000 averaged_spectra
#> 367 1382.8423 0.1626733333 averaged_spectra
#> 368 1384.7060 0.1332150000 averaged_spectra
#> 369 1386.5697 0.1038020000 averaged_spectra
#> 370 1388.4333 0.0765186667 averaged_spectra
#> 371 1390.2970 0.0617546667 averaged_spectra
#> 372 1392.1607 0.0545883333 averaged_spectra
#> 373 1394.0244 0.0505316667 averaged_spectra
#> 374 1395.8880 0.0476516667 averaged_spectra
#> 375 1397.7517 0.0469166667 averaged_spectra
#> 376 1399.6154 0.0459770000 averaged_spectra
#> 377 1401.4790 0.0454563333 averaged_spectra
#> 378 1403.3427 0.0453756667 averaged_spectra
#> 379 1405.2064 0.0453816667 averaged_spectra
#> 380 1407.0700 0.0455290000 averaged_spectra
#> 381 1408.9337 0.0464566667 averaged_spectra
#> 382 1410.7974 0.0481446667 averaged_spectra
#> 383 1412.6610 0.0500520000 averaged_spectra
#> 384 1414.5247 0.0515736667 averaged_spectra
#> 385 1416.3884 0.0538816667 averaged_spectra
#> 386 1418.2520 0.0571233333 averaged_spectra
#> 387 1420.1157 0.0611216667 averaged_spectra
#> 388 1421.9794 0.0644866667 averaged_spectra
#> 389 1423.8431 0.0684540000 averaged_spectra
#> 390 1425.7067 0.0745593333 averaged_spectra
#> 391 1427.5704 0.0830670000 averaged_spectra
#> 392 1429.4341 0.0957390000 averaged_spectra
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#> 1590 3662.1094 0.0042996667 averaged_spectra
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#> 1599 3678.8824 0.0058470000 averaged_spectra
#> 1600 3680.7461 0.0055356667 averaged_spectra
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