Senarai alkana rantai lurus
Penampilan
Senarai ini menyenaraikan alkana rantai lurus, termasuk bilangan isomernya (termasuk rantai bercabang), dan nama-namanya berdasarkan bilangan atom karbon.[1][2]
Bilangan atom karbon | Bilangan isomer[3][4] | Bilangan isomer termasuk stereoisomer[3][5] | Formula molekul | Nama rantai lurus | Sinonim |
---|---|---|---|---|---|
1 | 1 | 1 | CH 4 |
metana | metil hidrida; gas asli |
2 | 1 | 1 | C 2H 6 |
etana | dimetil; etil hidrida; metil metana |
3 | 1 | 1 | C 3H 8 |
propana | dimetil metana; propil hidrida |
4 | 2 | 2 | C 4H 10 |
n-butana | butil hidrida; metiletil metana |
5 | 3 | 3 | C 5H 12 |
n-pentana | amil hidrida; Skellysolve A |
6 | 5 | 5 | C 6H 14 |
n-heksana | dipropil; Gettysolve-B; heksil hidrida; Skellysolve B |
7 | 9 | 11 | C 7H 16 |
n-heptana | dipropil metana; Gettysolve-C; heptil hidrida; Skellysolve C |
8 | 18 | 24 | C 8H 18 |
n-oktana | dibutil; oktil hidrida |
9 | 35 | 55 | C 9H 20 |
n-nonana | nonil hidrida; Shellsol 140 |
10 | 75 | 136 | C 10H 22 |
n-dekana | desil hidrida |
11 | 159 | 345 | C 11H 24 |
n-undekana | hendekana |
12 | 355 | 900 | C 12H 26 |
n-dodekana | adakana 12; biheksil; diheksil; duodekana |
13 | 802 | 2412 | C 13H 28 |
n-tridekana | |
14 | 1858 | 6563 | C 14H 30 |
n-tetradekana | |
15 | 4347 | 127 18 | C 15H 32 |
n-pentadekana | |
16 | 359 10 | 699 50 | C 16H 34 |
n-heksadekana | setana |
17 | 894 24 | 255 143 | C 17H 36 |
n-heptadekana | |
18 | 523 60 | 429 408 | C 18H 38 |
n-oktadekana | |
19 | 284 148 | 173770 1 | C 19H 40 |
n-nonadekana | |
20 | 319 366 | 396844 3 | C 20H 42 |
n-ikosana | didesil ikosana |
21 | 726 910 | 892302 9 | C 21H 44 |
n-heneikosana | henikosana |
22 | 278658 2 | 972080 28 | C 22H 46 |
n-dokosana | |
23 | 731580 5 | 289390 85 | C 23H 48 |
n-trikosana | |
24 | 490245 14 | 260276 252 | C 24H 50 |
n-tetrakosana | |
25 | 797588 36 | 329719 749 | C 25H 52 |
n-pentakosana | |
26 | 839412 93 | 234695030 2 | C 26H 54 |
n-heksakosana | serana |
27 | 215803 240 | 688893605 6 | C 27H 56 |
n-heptakosana | |
28 | 105614 617 | 089296554 20 | C 28H 58 |
n-oktakosana | |
29 | 590507121 1 | 526543480 60 | C 29H 60 |
n-nonakosana | |
30 | 111846763 4 | 896187256 182 | C 30H 62 |
n-triakontana | |
31 | 660307791 10 | 188210352 554 | C 31H 64 |
n-hentriakontana | untriakontana |
32 | 711253769 27 | 683557607211 1 | C 32H 66 |
n-dotriakontana | disetil |
33 | 214088660 72 | 126819371356 5 | C 33H 68 |
n-tritriakontana | |
34 | 626236139 188 | 647855317080 15 | C 34H 70 |
n-tetratriakontana | |
35 | 782952902 493 | 862049187447 47 | C 35H 72 |
n-pentatriakontana | |
36 | 295297588128 1 | 691564302648 146 | C 36H 74 |
n-heksatriakontana | |
37 | 404490780161 3 | 451875783866 450 | C 37H 76 |
n-heptatriakontana | |
38 | 964747474595 8 | 385724615285949 1 | C 38H 78 |
n-oktatriakontana | |
39 | 647478933969 23 | 270217915878409 4 | C 39H 80 |
n-nonatriakontana | |
40 | 481801147341 62 | 180446189326135 13 | C 40H 82 |
n-tetrakontana | |
41 | 351455535782 165 | 745751356421890 40 | C 41H 84 |
n-hentetrakontana | |
42 | 242894769226 438 | 146261761339138 126 | C 42H 86 |
n-dotetrakontana | |
43 | 163169707886427 1 | 089580997271932 391 | C 43H 88 |
n-tritetrakontana | |
44 | 091461011836856 3 | 214115357550059889 1 | C 44H 90 |
n-tetratetrakontana | |
45 | 227162372221203 8 | 773978539594435261 3 | C 45H 92 |
n-pentatetrakontana | |
46 | 921834086683418 21 | 54674499017×1019 1.174 | C 46H 94 |
n-heksatetrakontana | |
47 | 481806621987010 58 | 73634249825×1019 3.659 | C 47H 96 |
n-heptatetrakontana | |
48 | 192366474590639 156 | 60680977903×1020 1.141 | C 48H 98 |
n-oktatetrakontana | |
49 | 612400765382272 417 | 92605035317×1020 3.564 | C 49H 100 |
n-nonatetrakontana | |
50 | 117743651746953270 1 | 37894744930×1021 1.114 | C 50H 102 |
n-pentakontana | |
51 | 994664179967370611 2 | 95195511947×1021 3.486 | C 51H 104 |
n-henpentakontana | |
52 | 031081780535296591 8 | 12674104354×1022 1.092 | C 52H 106 |
n-dopentakontana | |
53 | 77719135726×1019 2.155 | 72129990732×1022 3.423 | C 53H 108 |
n-tripentakontana | |
54 | 91808731484×1019 5.791 | 25456458975×1023 1.074 | C 54H 110 |
n-tetrapentakontana | |
55 | 45431857550×1020 1.557 | 53654348452×1023 3.373 | C 55H 112 |
n-pentapentakontana | |
56 | 49571193412×1020 4.191 | 27803437626×1024 1.060 | C 56H 114 |
n-heksapentakontana | |
57 | 93957836133×1021 1.128 | 01408819192×1024 3.335 | C 57H 116 |
n-heptapentakontana | |
58 | 04357190683×1021 3.043 | 80159528436×1025 1.049 | C 58H 118 |
n-oktapentakontana | |
59 | 61536686375×1021 8.208 | 02230705762×1025 3.307 | C 59H 120 |
n-nonapentakontana | |
60 | 87345357704×1022 2.215 | 50134336061×1026 1.042 | C 60H 122 |
n-heksakontana | |
61 | 80978477069×1022 5.985 | 63382009164×1026 3.288 | C 61H 124 |
n-henheksakontana | |
62 | 05725349297×1023 1.618 | 11173709570×1027 1.038 | C 62H 126 |
n-doheksakontana | |
63 | 71691526159×1023 4.376 | 08841257682×1027 3.279 | C 63H 128 |
n-triheksakontana | |
64 | 61618538531×1024 1.184 | 41522884615×1028 1.036 | C 64H 130 |
n-tetraheksakontana | |
65 | 28506618148×1024 3.208 | 76398697850×1028 3.277 | C 65H 132 |
n-pentaheksakontana | |
66 | 13071202487×1024 8.694 | 23411195159×1029 1.037 | C 66H 134 |
n-heksaheksakontana | |
67 | 37961344482×1025 2.357 | 15364073692×1029 3.284 | C 67H 136 |
n-heptaheksakontana | |
68 | 51595273481×1025 6.395 | 42406553793×1030 1.040 | C 68H 138 |
n-oktaheksakontana | |
69 | 03007393950×1026 1.736 | 84745978795×1030 3.297 | C 69H 140 |
n-nonaheksakontana | |
70 | 84798515330×1026 4.714 | 86901217870×1031 1.045 | C 70H 142 |
n-heptakontana | |
71 | 15131576464×1027 1.281 | 51797512264×1031 3.318 | C 71H 144 |
n-henheptakontana | |
72 | 96574914069×1027 3.482 | 47699979053×1032 1.053 | C 72H 146 |
n-doheptakontana | |
73 | 44738680449×1027 9.473 | 90848928408×1032 3.345 | C 73H 148 |
n-triheptakontana | |
74 | 93062389544×1028 2.577 | 17688936105×1033 1.063 | C 74H 150 |
n-tetraheptakontana | |
75 | 32115122141×1028 7.018 | 82367012913×1033 3.379 | C 75H 152 |
n-pentaheptakontana | |
76 | 56381393249×1029 1.911 | 91568187130×1034 1.074 | C 76H 154 |
n-heksaheptakontana | |
77 | 74195248907×1029 5.208 | 12195021483×1034 3.420 | C 77H 156 |
n-heptaheptakontana | |
78 | 90891534395×1030 1.419 | 65635628610×1035 1.088 | C 78H 158 |
n-oktaheptakontana | |
79 | 28257513701×1030 3.872 | 70937556328×1035 3.466 | C 79H 160 |
n-nonaheptakontana | |
80 | 44769069467×1031 1.056 | 37611939016×1036 1.104 | C 80H 162 |
n-oktakontana | |
81 | 36094362773×1031 2.883 | 53462699296×1036 3.519 | C 81H 164 |
n-henoktakontana | |
82 | 55854643910×1031 7.872 | 06499012211×1037 1.122 | C 82H 166 |
n-dooktakontana | |
83 | 27809474797×1032 2.150 | 58499756067×1037 3.578 | C 83H 168 |
n-trioktakontana | |
84 | 31723826577×1032 5.875 | 72465774427×1038 1.141 | C 84H 170 |
n-tetraoktakontana | |
85 | 91377849471×1033 1.605 | 88315587311×1038 3.643 | C 85H 172 |
n-pentaoktakontana | |
86 | 00290809332×1033 4.391 | 36756600997×1039 1.163 | C 86H 174 |
n-heksaoktakontana | |
87 | 02579077569×1034 1.201 | 48456067735×1039 3.715 | C 87H 176 |
n-heptaoktakontana | |
88 | 12955581209×1034 3.286 | 01618541837×1040 1.187 | C 88H 178 |
n-oktaoktakontana | |
89 | 09590248916×1034 8.994 | 47541983580×1040 3.793 | C 89H 180 |
n-nonaoktakontana | |
90 | 45150242821×1035 2.462 | 70244338682×1041 1.212 | C 90H 182 |
n-nonakontana | |
91 | 91606297983×1035 6.743 | 97110845861×1041 3.877 | C 91H 184 |
n-hennonakontana | |
92 | 51504801261×1036 1.847 | 46728824609×1042 1.240 | C 92H 186 |
n-dononakontana | |
93 | 81811212116×1036 5.062 | 11497803001×1042 3.969 | C 93H 188 |
n-trinonakontana | |
94 | 78575295845×1037 1.387 | 36036776471×1043 1.270 | C 94H 190 |
n-tetranonakontana | |
95 | 18360708038×1037 3.805 | 07750189460×1043 4.067 | C 95H 192 |
n-pentanonakontana | |
96 | 63664561059×1038 1.043 | 43980672744×1044 1.302 | C 96H 194 |
n-heksanonakontana | |
97 | 12976836850×1038 2.863 | 05571326637×1044 4.172 | C 97H 196 |
n-heptanonakontana | |
98 | 84759853088×1038 7.856 | 77207115080×1045 1.336 | C 98H 198 |
n-oktanonakontana | |
99 | 59631984508×1039 2.156 | 27290059784×1045 4.284 | C 99H 200 |
n-nonanonakontana | |
100 | 07203812581×1039 5.921 | 43190918329×1047 1.373 | C 100H 202 |
n-hektana | |
101 | 07500143337×1040 1.626 | C 101H 204 |
n-henihektana | ||
102 | 70631687268×1040 4.466 | C 102H 206 |
n-dohektana | ||
103 | 26610195426×1041 1.227 | C 103H 208 |
n-trihektana | ||
104 | 81538963752×1041 3.372 | C 104H 210 |
n-tetrahektana | ||
105 | 43441542280×1041 9.271 | C 105H 212 |
n-pentahektana | ||
106 | 17652030591×1042 2.549 | C 106H 214 |
n-heksahektana | ||
107 | 51065630088×1042 7.010 | C 107H 216 |
n-heptahektana | ||
108 | 38773361102×1043 1.928 | C 108H 218 |
n-oktahektana | ||
109 | 57278101059×1043 5.305 | C 109H 220 |
n-nonahektana | ||
110 | 02972524313×1044 1.460 | C 110H 222 |
n-dekahektana | ||
111 | 65724190509×1044 4.018 | C 111H 224 |
n-undekahektana | ||
112 | 33962543222×1045 1.106 | C 112H 226 |
n-dodekahektana | ||
113 | 36987596851×1045 3.046 | C 113H 228 |
n-tridekahektana | ||
114 | 99942017075×1045 8.389 | C 114H 230 |
n-tetradekahektana | ||
115 | 13265930118×1046 2.311 | C 115H 232 |
n-pentadekahektana | ||
116 | 51554673601×1046 6.367 | C 116H 234 |
n-heksadekahektana | ||
117 | 67195960063×1047 1.754 | C 117H 236 |
n-heptadekahektana | ||
118 | 16671898832×1047 4.836 | C 118H 238 |
n-oktadekahektana | ||
119 | 16731232142×1048 1.333 | C 119H 240 |
n-nonadekahektana | ||
120 | 74018395043×1048 3.675 | C 120H 242 |
n-ikosahektana |
Rujukan
[sunting | sunting sumber]- ^ "organic chemistry - How to determine number of structural isomers?". Stack Exchange. Dicapai pada 29 March 2019.
- ^ "Paraffins - Rosetta Code". rosettakode.org. 13 January 2019. Dicapai pada 29 March 2019.
- ^ a b Fujita, Shinsaku (2007). "Alkanas as Stereoisomers. Enumeration by the Combination of Two Dichotomies for Three-Dimensional Trees" (PDF). MATCH Commun. Math. Comput. Chem. 57 (2): 328 (PDF p. 30). ISSN 0340-6253. Dicapai pada 29 March 2019.
- ^ Sloane, N. J. A. (penyunting). "Sequence A000602". The On-Line Encyclopedia of Integer Sequences (dalam bahasa Inggeris). OEIS Foundation.
- ^ Sloane, N. J. A. (penyunting). "Sequence A000628". The On-Line Encyclopedia of Integer Sequences (dalam bahasa Inggeris). OEIS Foundation.