Luận án Thiết kế, tổng hợp và ứng dụng các sensor huỳnh quang từ dẫn xuất của dimethylaminocinnamaldehyde và dansyl
Sự chuyển dịch năng lượng cộng hưởng Forster (FRET) là một tương tác phụ
thuộc vào khoảng cách giữa các trạng thái kích thích electron của hai fluorophore,
trong đó một fluorophore “cho” (donor) ở trạng thái electron bị kích thích, có thể
chuyển năng lượng kích thích cho một fluorophore “nhận” (acceptor) gần đó, dưới
hình thức không phát xạ (Hình 4.PL1), thông qua tương tác lưỡng cực - lưỡng cực
tầm xa (long-range dipole-dipole interactions). Lý thuyết hỗ trợ quá trình chuyển
giao năng lượng dựa trên khái niệm về xem xét một fluorophore ở trạng thái kích
thích như một lưỡng cực dao động có thể trải qua một cuộc trao đổi năng lượng với
một lưỡng cực thứ hai có một tần số cộng hưởng tương tự. Trong quá trình FRET,
đầu tiên fluorophore “cho” hấp thụ năng lượng kích thích của ánh sáng tới và
chuyển năng lượng kích thích đến một fluorophore “nhận” gần đó.
233 trang |
Chia sẻ: phamthachthat | Lượt xem: 1258 | Lượt tải: 0
Bạn đang xem trước 20 trang tài liệu Luận án Thiết kế, tổng hợp và ứng dụng các sensor huỳnh quang từ dẫn xuất của dimethylaminocinnamaldehyde và dansyl, để xem tài liệu hoàn chỉnh bạn click vào nút DOWNLOAD ở trên
.0709094055 -2.9640338978 -1.0544413337
H 0.6945194240 -2.3582605511 -1.5083217065
H -0.1619224157 -0.1454659088 -0.9967329547
H 1.7771370135 3.8817572147 0.9647424455
H 4.2407013230 3.3650069498 1.1480024490
P17
H 5.0655535654 1.0941252464 0.5637943725
H 5.3674656275 -2.2630312133 -1.8254225295
H 6.6872280164 -2.3516507123 -0.6400524921
H 5.2884841713 -3.4392180428 -0.4824331456
H 4.8466941957 -0.6656191734 2.0521832541
H 5.0931715340 -2.4191762628 1.9129706981
H 6.4374206600 -1.2949115250 1.5710070621
N -6.2896012086 -2.2536540748 0.6955987641
C -5.8823638632 -2.0797992112 -0.7199888030
C -5.1361653957 -0.7387219869 -0.8743537760
N -4.0549701007 -0.7157699498 0.1710857185
C -3.3776682745 0.6099889085 0.3726262462
C -2.1052569010 0.4261881693 1.2396249274
N -1.3429238358 1.6650378541 1.4636001066
H -7.1839108814 -1.8330708983 0.9378651638
H -6.2161790217 -3.2071268937 1.0400512596
H -6.7273713068 -2.1067221803 -1.4230521993
H -5.1906010124 -2.8857672721 -0.9893318332
H -4.6624998740 -0.6617981737 -1.8572033495
H -5.8042770846 0.1176360404 -0.7185956167
H -4.5044489196 -1.0875703398 1.0274661536
H -3.0826860388 0.9953585476 -0.6071613649
H -4.0846623412 1.3116759987 0.8350280249
H -2.3612505785 0.0445229297 2.2385659608
H -1.4597117093 -0.3235135115 0.7727897259
H -3.3025855771 -1.4574697405 -0.1741482215
H -1.7696985323 2.4037090273 2.0276580705
Cl -2.1880538803 -2.6719853352 -0.9800899446
P18
Phụ lục 10: Tọa độ XYZ của hình học bền sản phẩm C tại
DFT/B3LYP/LanL2DZ
C 4.6334016575 1.6692099145 1.1069613736
C 3.3742622628 1.7309562609 1.7607798352
C 2.3550969315 0.8381999962 1.4593676459
C 2.5951897924 -0.2049373772 0.5093479946
C 3.8967284605 -0.3257089706 0.1126835830
C 4.9057575306 0.6813330524 0.1546390649
C 1.6279533856 -1.1915796730 0.1357455081
C 1.8882222042 -2.2702161597 -0.6875056646
C 3.2050228632 -2.4232472875 -1.2012187625
C 4.1737965877 -1.4671207456 -0.9263349215
N 6.1545459287 0.6141428471 -0.5216018851
C 7.3254977698 1.2248811656 0.1250525550
C 6.1661447024 0.7774316258 -1.9935314538
S -0.1505184400 -1.0968101889 0.7424816380
O -0.9321048942 -2.4369109009 0.2448124543
O -0.2564637442 -0.7062854436 2.3277591265
H 5.3815452697 2.4197582847 1.3406846196
H 3.2050567118 2.5077866791 2.5025039818
H 1.4125244454 0.8793303106 1.9955660528
H 1.1008961623 -2.9838196837 -0.9128892588
H 3.4453476991 -3.2918450768 -1.8068931239
P19
H 5.1843092527 -1.5994139363 -1.2974258598
H 7.3553134609 0.9537299996 1.1849925713
H 8.2338439931 0.8380578385 -0.3526404740
H 7.3467385331 2.3279972588 0.0412248544
H 5.2467839047 0.3895482478 -2.4362274631
H 6.2539201466 1.8419920274 -2.2765391808
H 7.0171983308 0.2362598455 -2.4267579522
N -6.7001865039 0.3307200013 1.0085438219
C -6.6615458565 -0.9391449626 0.1925763448
C -5.6296667835 -0.7215634606 -0.953935348
N -4.5426410614 0.1764626211 -0.4945386731
C -3.1569761031 -0.2479300084 -0.7828991138
C -2.1794022506 0.6631161921 -0.0183779272
N -0.7650313598 0.2772063227 -0.2844000758
H -6.9962415698 1.1779669586 0.3362330279
H -7.2887400712 0.2667466601 1.8420014433
H -7.6621173045 -1.1357920191 -0.2033538618
H -6.3585734072 -1.7605646028 0.8516500744
H -5.2218184576 -1.6967218370 -1.2416076835
H -6.1464400662 -0.2881550938 -1.8176013817
H -4.7511666640 1.1331662689 -0.8083496702
H -3.0196874861 -1.2818496596 -0.4500196328
H -2.9081504785 -0.2106769066 -1.8571223634
H -2.2828963858 1.6992792092 -0.3690959525
H -2.4201418753 0.6516007659 1.0556891377
H -0.0948788268 1.0500945833 -0.2023360181
Cl -6.9736543803 2.4402439320 -0.9968615448
H -5.7073646563 0.5341108928 1.2307579193
P20
Phụ lục 11: Tọa độ XYZ của hình học bền sản phẩm D tại
DFT/B3LYP/LanL2DZ
C 2.4994581919 -2.6055928223 -1.8807106982
C 1.2271551262 -2.2251859002 -2.3789811950
C 0.5817532290 -1.0775421161 -1.9355196274
C 1.2459127254 -0.2121296836 -1.0117366358
C 2.5870594941 -0.5335978068 -0.5722464238
C 3.1732231974 -1.8053433930 -0.9509789013
C 0.7126936319 1.0131218945 -0.4929457530
C 1.4203126989 1.9223481629 0.2754846300
C 2.7771889719 1.6389584876 0.5679706624
C 3.3305152692 0.4294893760 0.1722022848
N 4.4188157556 -2.1846059429 -0.3937021798
C 5.2459022034 -3.1538361223 -1.1253986075
C 4.5192401828 -2.3352944411 1.0787492596
S -1.0875403612 1.4936931577 -0.7197255440
O -1.2492246133 3.0664689439 -0.3468367928
O -1.7656544193 0.9127338074 -2.0802988565
H 2.9305442132 -3.5475644554 -2.2032394545
H 0.7342388910 -2.8673479248 -3.1051536617
H -0.3914336566 -0.8086810702 -2.3294284006
H 0.9508083270 2.8325557685 0.6334732467
H 3.3644592623 2.3606676414 1.1265018136
P21
H 4.3681216515 0.2110800425 0.3995259694
H 5.2826871295 -2.8957745544 -2.1886802972
H 6.2676310411 -3.1160484912 -0.7288707323
H 4.8866121217 -4.1954461704 -1.0259483054
H 3.7728588302 -1.7220385553 1.5866574765
H 4.3468359590 -3.3842750207 1.3763192684
H 5.5171707103 -2.0383769323 1.4268239397
N -1.9808573972 0.5312907455 0.8008633040
H -1.1250700928 0.3171356005 1.5515469369
Cl -0.0324135940 -0.2295152543 2.7944495052
C -2.4295845281 -0.8471014160 0.3799668899
H -1.5989368220 -1.2714464179 -0.1930843799
H -2.4720805562 -1.4117901602 1.3218944014
C -2.9254503899 1.4722289475 1.5070729881
H -3.3223049390 0.9072963270 2.3583062320
H -2.3027915827 2.2801053750 1.9031800287
C -4.0880978977 2.0743313082 0.6849172979
H -3.7460494893 2.3246651951 -0.3315247978
H -4.8809808598 1.3270572178 0.6084704102
N -4.5946043496 3.2429899282 1.4132792172
H -4.0525621863 4.0942054944 1.3037656953
H -5.5963458250 3.3901979836 1.3820085801
C -3.7389504334 -1.0122852690 -0.4106846308
H -3.8477964914 -0.2036929161 -1.1387608635
H -3.6210360543 -1.9430655145 -0.9970645175
N -4.9165820147 -1.0392189656 0.4774571700
H -5.8090337651 -0.9940795345 -0.0083878325
H -4.9022306616 -1.7848977327 1.1704697349
P22
Phụ lục 12: Tọa độ XYZ của hình học bền sản phẩm E tại
DFT/B3LYP/LanL2DZ
C -3.5160444025 -2.2335846267 1.6151585751
C -2.5340538907 -1.4450358648 2.2711113300
C -1.6523086426 -0.6430227248 1.5600090114
C -1.7704914960 -0.5621469501 0.1391208152
C -2.8088444687 -1.3084628639 -0.5408185263
C -3.6499886217 -2.2100829409 0.2231599053
C -0.9468278034 0.2571776567 -0.6970987678
C -1.1355783704 0.4388311014 -2.0559408498
C -2.2195806136 -0.2356200195 -2.6789495495
C -3.0249201779 -1.0891127509 -1.9355413185
N -4.6132503146 -3.0065872912 -0.4530246689
C -5.7990107082 -3.4453632836 0.2985383915
C -4.1338918781 -4.0291823121 -1.4113544464
S 0.4768738538 1.2435949306 0.0185064947
O 1.0990873118 2.1620973899 -1.1983866121
O 0.0930286860 2.0509951401 1.3911768639
H -4.1503823601 -2.8819389884 2.2107799581
H -2.4626020095 -1.4905874509 3.3549424996
H -0.9113208526 -0.0479063082 2.0798530230
H -0.4825073474 1.1033905830 -2.6136924642
H -2.4167092478 -0.0698301800 -3.7334954033
P23
H -3.8731157214 -1.5755867955 -2.4048353348
H -6.2088156816 -2.6116667805 0.8771349866
H -6.5647021401 -3.7767473472 -0.4131739928
H -5.5944305782 -4.2873579999 0.9863861922
H -3.2031161296 -3.7129198235 -1.8862210688
H -3.9435320778 -4.9925928157 -0.9050577141
H -4.8855311993 -4.1960628484 -2.1936081193
N 1.6857237807 0.0205598952 0.5396889619
C 2.1434013139 -0.9444129738 -0.4909503913
C 3.1788964586 -0.4527802750 -1.5381307740
N 3.4214896162 -1.5338618914 -2.5034566534
H 2.5509679932 -1.7997477285 0.0660742913
H 1.2700691432 -1.3193685122 -1.0362317149
H 2.7656454174 0.4118301145 -2.0685186782
H 4.0996302495 -0.1149503792 -1.0325051595
H 3.5920917484 -1.2420917183 -3.4593617950
H 4.0486195470 -2.2708663258 -2.1966748609
C 2.5566834160 0.4676348650 1.6554269551
H 3.0910330141 -0.4322691015 1.9864791027
H 1.9090077812 0.7839584584 2.4805734659
C 3.6014006532 1.5698728081 1.3703428859
H 4.2106166438 1.7370788441 2.2658085773
H 4.2874194864 1.2937858104 0.5666176081
N 3.0179548555 2.9106021890 1.0055090331
H 2.2442248341 3.1704679117 1.6290521977
H 2.6529757441 2.9320799537 0.0408517621
H 3.9002576796 3.6418988177 1.1351302840
Cl 5.4465191912 4.3883822411 1.5058676614
P24
Phụ lục 13: Tọa độ XYZ của hình học bền sản phẩm P1 tại
DFT/B3LYP/LanL2DZ
C 2.9523631471 -2.0339733174 -0.6560056786
C 1.5385474616 -2.1805596035 -0.6431242931
C 0.6954210825 -1.1032732856 -0.8721721396
C 1.2569186534 0.1734428452 -1.1856127119
C 2.6944658428 0.3240576891 -1.2678384226
C 3.5458188542 -0.7993073504 -0.9302492882
C 0.4845033859 1.3429512223 -1.4770028374
C 1.0225631581 2.5473622138 -1.8927888117
C 2.4329557426 2.6438795233 -2.0455703573
C 3.2409911477 1.5595982344 -1.7327685665
N 4.9610750750 -0.6228334081 -0.9262902070
C 5.8006415444 -1.8037735807 -1.1753855317
C 5.5378290839 0.2795130591 0.0959846310
S -1.3948565475 1.3453935097 -1.3429630364
O -1.8995359628 2.8073917820 -1.8682718819
O -2.0648472766 -0.0008364479 -1.9758150340
H 3.5711859807 -2.894968060 -0.4234475815
H 1.1138179907 -3.158023838 -0.4275111323
H -0.3799635661 -1.2320702156 -0.8566897365
H 0.3669697794 3.3828016438 -2.1210985743
P25
H 2.8685288682 3.5664062673 -2.4179181595
H 4.3137324470 1.6201140472 -1.8824780640
H 5.4068706970 -2.3732136140 -2.0231472257
H 6.8146684605 -1.4700113462 -1.4279211506
H 5.8789924744 -2.4796642531 -0.3020755640
H 4.8646962755 1.1146523120 0.3003721462
H 5.7165414989 -0.2512814740 1.0494539534
H 6.4960295038 0.6829022013 -0.2564678109
N -5.5969451346 -2.9221472525 3.4930937328
C -5.3367938466 -1.8044408274 4.4244217681
C -3.9760630930 -1.1546038144 4.1174262135
N -3.9764731678 -0.6344490907 2.7440237347
C -2.6992647030 -0.0983802218 2.2580483955
C -2.9162197228 0.6091242319 0.9053699119
N -1.6210524992 1.1810117427 0.4515855371
H -5.0415947984 -3.7572049652 3.6621984616
H -6.5764377063 -3.1330537209 3.3285543320
H -5.3612772856 -2.1060557041 5.4875796587
H -6.1190685989 -1.0511039647 4.2722838483
H -3.8033774556 -0.3284091496 4.8232775925
H -3.1714717628 -1.9028475893 4.2937096501
H -4.3965015482 -1.3240379752 2.1171653010
H -2.3264400729 0.6283240680 2.9955178990
H -1.9064261835 -0.8615616160 2.1334244438
H -3.2393060300 -0.1162523183 0.1491611305
H -3.7019636308 1.3692732521 1.0092339190
H -1.3697310093 2.0757711384 0.8836433012
P26
Phụ lục 14: Tọa độ XYZ của hình học bền sản phẩm P2 tại
DFT/B3LYP/LanL2DZ
C -3.2249954911 -1.9390367288 -0.9475627295
C -1.9028593462 -2.4522999153 -1.0388049623
C -0.8313173934 -1.8049797776 -0.4413373627
C -1.0638157376 -0.6249025950 0.3314105712
C -2.4142176903 -0.1274976411 0.4894757509
C -3.4973253206 -0.7751116603 -0.2240253663
C -0.0401840051 0.1046815493 1.0169082693
C -0.2811988510 1.1716493909 1.8626490930
C -1.6256526866 1.5847261975 2.0705152720
C -2.6586779623 0.9524522893 1.3924673177
N -4.8123497087 -0.2317111733 -0.1348304983
C -5.9480535633 -1.1460932779 -0.3245954052
C -5.0489755957 1.1018092194 -0.7327893611
S 1.7776003402 -0.3739078865 0.8602283287
O 2.5909099680 0.6314892960 1.8711906087
O 1.9843492974 -1.9854248518 1.0378777298
H -4.0248324071 -2.4531105878 -1.4711845286
H -1.7307976012 -3.3633758821 -1.6067813518
H 0.1692586760 -2.2122366617 -0.5184422893
H 0.5481073771 1.6570149587 2.3684559600
P27
H -1.8355678741 2.3895144769 2.7687660893
H -3.6874948055 1.2434540224 1.5753051407
H -5.7862393052 -2.0695474123 0.2402927823
H -6.8569383183 -0.6652310628 0.0576664382
H -6.1289687005 -1.4082256218 -1.3848060824
H -4.1675564144 1.7372215963 -0.6255202907
H -5.2812978931 1.0251398780 -1.8110497693
H -5.8946235980 1.5926657630 -0.2338859028
N 2.1408620270 -0.0162843557 -0.8634125945
C 1.9375380898 1.3851352916 -1.2956934485
C 2.9694259899 2.4496617434 -0.8315187411
N 2.5554327974 3.7657509456 -1.3424949536
H 1.9086847447 1.3517025492 -2.3941075823
H 0.9467016076 1.7214931451 -0.9686528651
H 2.9770812361 2.4782520917 0.2626821829
H 3.9832560671 2.1605177932 -1.1543228502
H 2.7506670693 4.5561518906 -0.7384245872
H 2.7652139835 3.9495704960 -2.3185794880
C 3.1159841449 -0.9203957596 -1.5183125828
H 2.9315829441 -0.8220387924 -2.5990098368
H 2.8555911514 -1.9446533414 -1.2263867882
C 4.6240435157 -0.6809944867 -1.2057304220
H 5.1906738114 -1.4230433101 -1.7882826704
H 4.9341446618 0.3051377348 -1.5722382871
N 5.0052843196 -0.7946242789 0.2050108052
H 4.8005645301 -1.6972647786 0.6273650579
H 4.7061948624 -0.0298393132 0.8066968844
P28
Phụ lục 15: Tọa độ XYZ của hình học bền ion OH- tại DFT/B3LYP/LanL2DZ
O -0.1116105727 0.0000000000 0.0000000000
H 0.8928845812 0.0000000000 0.0000000000
Phụ lục 16: Tọa độ XYZ của hình học bền ion Cl- tại DFT/B3LYP/LanL2DZ
Cl 0.0000000000 0.0000000000 0.0000000000
Phụ lục 17: Tọa độ XYZ của hình học bền ion H2O tại DFT/B3LYP/LanL2DZ
O -0.0646379402 -0.0914605701 0.0000000000
H 0.9121933836 -0.0961059457 0.0000000000
H -0.3950898623 0.8277905064 0.0000000000
P29
Phụ lục 18: Tọa độ XYZ của hình học bền DT tại DFT/B3LYP/LanL2DZ
C -4.8889967508 -1.3792133636 -0.9348100474
C -3.6611643449 -1.1879191300 -0.2454050736
C -3.0671088261 0.0624466198 -0.1561976907
C -3.7288442260 1.1966223750 -0.7204800121
C -5.0115001571 1.0288382576 -1.3706554786
C -5.5581895172 -0.3047074062 -1.5263905074
C -3.2292107263 2.5365056164 -0.6541100368
C -3.9207757599 3.6492944413 -1.0975424270
C -5.2147081553 3.4645946498 -1.6568852185
C -5.7362456890 2.1854456875 -1.7927379362
N -6.7800104189 -0.4769522560 -2.2402038697
C -7.6126994867 -1.6419033730 -1.9059486331
C -6.7802862304 -0.1743686722 -3.6895037462
S -1.5424075689 2.9268620517 0.0871389437
O -1.3898702665 4.5526498965 0.0790752006
O -1.2672974925 2.1061823826 1.4706259472
H -5.2917236823 -2.3835687645 -1.0197792622
H -3.1704714945 -2.0488187235 0.2021089908
H -2.1308461322 0.1904098184 0.3731832627
H -3.4841006131 4.6377985381 -0.9884058109
H -5.7925019452 4.3308868606 -1.9651128035
P30
H -6.7375297341 2.0463230925 -2.1861967048
H -7.6865003034 -1.7520894961 -0.8195234116
H -8.6223256639 -1.4805588459 -2.3034701280
H -7.2329535524 -2.5903016971 -2.3320877279
H -6.1055184448 0.6544992993 -3.9130269376
H -6.4519496363 -1.0468883360 -4.2838541273
H -7.7913096720 0.1017587237 -4.0159243241
N 4.8805499131 -1.6356198863 0.1100425659
C 4.7406056550 -1.2778176613 -1.3129462300
C 3.2781599356 -1.0637340629 -1.7457353627
N 2.6402144390 0.0012352115 -0.9420943983
C 1.3408337958 0.4837299567 -1.4470941843
C 0.8908189423 1.7054069076 -0.6219783011
N -0.4224176033 2.1746409133 -1.1311934806
H 5.0027896088 -0.8681166877 0.7633576784
H 5.1845024331 -2.0787900724 -1.9127612047
H 5.3009294602 -0.3488468566 -1.4717351814
H 3.2838841862 -0.7439455607 -2.7970342452
H 2.7409914828 -2.0266756414 -1.6949824361
H 2.5727246008 -0.2744817151 0.0397316555
H 1.4712915536 0.7752326605 -2.4987325355
H 0.5378269047 -0.2757365998 -1.4184641946
H 0.7515056145 1.4181083540 0.4277265562
H 1.6621978012 2.4862908948 -0.6614442874
H -0.3802161737 2.7944710816 -1.9457117776
C 4.8204749346 -2.9107941223 0.5971718990
N 4.9838789441 -3.0661924263 1.9665533840
H 4.8032599463 -4.0115987067 2.2869998327
S 4.5279940246 -4.3131439826 -0.3892646294
C 5.3381655583 -2.0840276520 2.9468076044
P31
C 6.4293731777 -1.2051148644 2.7537250780
C 4.6106251927 -2.0366871663 4.1569277127
C 6.7637852771 -0.2727135607 3.7524653742
H 7.0322170809 -1.2786321772 1.8527281945
C 4.9657444546 -1.1163156059 5.1583077631
H 3.7685019271 -2.7094587200 4.3014684350
C 6.0363434353 -0.2231027496 4.9571585113
H 7.6040522104 0.3993062729 3.5961120890
H 4.4001870727 -1.0880778522 6.0862887371
H 6.3023340907 0.4947819041 5.7283557082
Phụ lục 19: Tọa độ XYZ của hình học bền DT-1 tại DFT/B3LYP/LanL2DZ
C -2.1301863186 3.6464413950 -1.2963483429
C -1.1103993060 2.7558515852 -1.7250157123
C -1.2804551805 1.3796443740 -1.6728300259
C -2.5297495448 0.8403800187 -1.2347544376
C -3.6065262709 1.7369107386 -0.8682205019
C -3.3610640305 3.1660665061 -0.8395612777
C -2.8322288225 -0.5584208268 -1.1771755417
C -4.0834941742 -1.0738243810 -0.8895543372
C -5.1459144336 -0.1672440424 -0.6258856064
C -4.9033563354 1.1991779705 -0.6050287477
C -4.3851971741 5.4247362573 -0.8898658344
C -4.8211347019 3.9455365962 1.0211097685
P32
S -1.5223612167 -1.8810198206 -1.4825937286
N -0.5501703567 -1.8622401207 0.0522201798
O -2.3079963863 -3.3077411613 -1.5799842036
O -0.4676004107 -1.4569395849 -2.6555379682
C 0.9216473950 -1.9932678749 -0.0843865751
C 1.5919105749 -0.6547843201 0.3056402159
N 3.0490160768 -0.6411161660 0.0107311807
C 3.4513752261 0.1414224089 -1.1865216379
C 3.0945183911 -0.5416539973 -2.5285219940
N 3.5613774783 0.3164785268 -3.6313737858
H -1.9333975604 4.7135991979 -1.3073566352
H -0.1703703918 3.1660428109 -2.0859721560
H -0.4996847825 0.7153695883 -2.0230121558
H -4.2447098948 -2.1477925096 -0.8988582313
H -6.1455578736 -0.5527229595 -0.4492117019
H -5.7201206549 1.8921349499 -0.4344237074
H -4.2000480027 5.4370494194 -1.9684688938
H -5.3707130934 5.8700144852 -0.7064971020
H -3.6308031057 6.0652098289 -0.3944227974
H -4.7481352466 2.9176503293 1.3818217690
H -4.1934681817 4.5780292707 1.6751211724
H -5.8628078996 4.2768810460 1.1212924767
H -1.0027863170 -2.4945560273 0.7160536194
H 1.2676445847 -2.8024170341 0.5676219585
H 1.1866001782 -2.2518138455 -1.1155044857
H 1.1343681969 0.1456570789 -0.2809283868
H 1.3893324983 -0.4373453399 1.3567035453
H 2.9560516316 1.1190678481 -1.1434850262
H 4.5330229653 0.2963667923 -1.1407095114
H 3.5368879165 -1.5514900655 -2.5346934019
P33
H 2.0076678306 -0.6529567779 -2.6229077616
H 3.0447275588 0.2131729364 -4.4995238597
N -4.3912610217 4.0408512619 -0.3926965475
C 3.9395569390 -1.4888841189 0.6186994863
N 3.5679124929 -2.0500053970 1.8516477448
H 4.1214175356 -2.8760192305 2.0615485892
S 5.4693643704 -1.9589459717 -0.0619111616
C 3.0324174978 -1.3900677416 3.0023238331
C 3.0559678756 0.0147111705 3.1554872056
C 2.5214841882 -2.1940918522 4.0473803944
C 2.5624411830 0.5985592881 4.3351962868
H 3.4754763397 0.6380743414 2.3715009636
C 2.0426774285 -1.6009891120 5.2277213031
H 2.5020243529 -3.2759287803 3.9310806953
C 2.0537083782 -0.2002634895 5.3774809200
H 2.5890901492 1.6803826057 4.4431503675
H 1.6575468773 -2.2317797485 6.0254149821
H 1.6795083431 0.2579767341 6.2890251721
H 4.5678445689 0.3055856518 -3.7760183301
Phụ lục 20: Tọa độ XYZ của hình học bền DT-2 tại DFT/B3LYP/LanL2DZ
C -3.6855293254 -2.3413692520 -1.0347521698
C -2.3368074327 -2.6155586526 -0.6866313236
P34
C -1.5884976934 -1.7260131660 0.0710740234
C -2.1996074240 -0.5339036792 0.5641642697
C -3.5921951706 -0.2673232447 0.2671639754
C -4.3168483524 -1.1697673750 -0.6063475834
C -1.5416136459 0.4395074390 1.3809459492
C -2.1585878153 1.5435938975 1.9433933552
C -3.5475867142 1.7279896862 1.7098512883
C -4.2368639609 0.8450415659 0.8885801664
N -5.6569753690 -0.8594374690 -0.9699404291
C -6.5487368313 -1.9726077145 -1.3295604688
C -5.8904000327 0.3466644827 -1.7983189634
S 0.2857078336 0.2844998429 1.8127814545
O 0.6686570722 1.5689924623 2.7289281542
O 0.6230168303 -1.2041318204 2.4109833857
H -4.2152498016 -3.0426677215 -1.6711365390
H -1.8751065060 -3.5310974517 -1.0470295115
H -0.5592723666 -1.9604194295 0.3112862522
H -1.5913462369 2.2308825550 2.5640149986
H -4.0634102054 2.5567496454 2.1850624909
H -5.3039052320 0.9675995407 0.7370793517
H -6.4394712661 -2.7906826330 -0.6107378797
H -7.5864367717 -1.6196192635 -1.2912845975
H -6.3669638086 -2.3685808836 -2.3466486892
H -5.1675651097 1.1293414882 -1.5599464893
H -5.7952630517 0.1171338703 -2.8749977695
H -6.9001364707 0.7372189770 -1.6180963830
C 2.0081051068 -0.5209045285 -0.4539511382
N 1.1770857231 0.4499443896 0.1571565980
N 2.2670610209 -1.6340477783 0.2937177997
H 1.8340293558 -1.6524788390 1.2283661473
P35
C 3.0030493303 -2.8271746651 0.0218054149
C 3.8002562611 -3.0762506469 -1.1174226060
C 2.9097871459 -3.8205600248 1.0315547859
C 4.4806598275 -4.3036638384 -1.2325152418
H 3.8878958664 -2.3291485191 -1.8932559730
C 3.5947940357 -5.0366351798 0.9038090013
H 2.3003619010 -3.6328302625 1.9138630845
C 4.3867860712 -5.2893510270 -0.2343231568
H 5.0917873525 -4.4818276101 -2.1144297671
H 3.5103224884 -5.7832103485 1.6897447310
H 4.9193074823 -6.2313995019 -0.3368000776
S 2.5752035452 -0.1962615050 -2.0567814862
C 0.9752532288 1.8245681122 0.3923751080
H 0.0605338560 2.2332629735 0.0541816225
H 0.8138003569 1.7504649627 -1.4691880160
C 2.1564432405 2.774250996 -0.1011769703
H 2.3828938604 2.7498770172 0.9796442111
H 3.0376829703 2.4083391972 -0.6392674421
N 1.8166639344 4.1141393457 -0.6006541938
H 1.1601739258 4.6203985742 -0.0035171803
C 2.9456946694 4.9915574641 -0.9413133234
H 3.6771626823 5.0936711805 -0.1098291126
H 3.4914657674 4.5684627803 -1.7965679673
C 2.4234341795 6.3889482206 -1.3160524785
H 3.2709726657 7.0085813417 -1.6627254000
H 1.7214462213 6.2831500716 -2.1521579706
N 1.6879892875 6.9850189420 -0.1790555869
H 2.2740101822 7.2411486701 0.6126151126
H 1.0336022456 7.7214258473 -0.4277125491
P36
Phụ lục 21: Tọa độ XYZ của hình học bền DG tại DFT/B3LYP/LanL2DZ
C -3.4944694700 0.1934895164 2.6415659190
C -2.2401566858 0.6148003956 2.1256893108
C -1.6027605407 -0.0818393893 1.1088965439
C -2.2453013408 -1.2144971820 0.5226774437
C -3.5574530190 -1.6146921705 0.9886911360
C -4.1495797103 -0.9254141367 2.1188871335
C -1.7069289225 -1.9831429634 -0.5588482734
C -2.3875491338 -2.9931688830 -1.2173069000
C -3.7084601202 -3.3034970647 -0.7960067166
C -4.2674006872 -2.6342637026 0.2845275984
N -5.3978642767 -1.3757527369 2.6321451267
C -6.2523081196 -0.3995746531 3.3250541672
C -5.4551846435 -2.7215965576 3.2472751042
S 0.0254444225 -1.6883550074 -1.2324917415
N 1.0974172041 -2.3009489347 0.1018378933
O 0.1913625442 -2.6054339942 -2.5690082985
O 0.4109806177 -0.1013081965 -1.3388726894
C 2.4826354099 -1.7413328739 0.0784046965
C 2.6017479738 -0.5193594201 1.0239080700
N 3.7957769107 0.2732373642 0.7449356384
H -3.9314936332 0.7414925189 3.4700021645
H -1.7634582000 1.4931171522 2.5536243273
P37
H -0.6499309766 0.2588246068 0.7246820985
H -1.9244130567 -3.5078528778 -2.0541501335
H -4.2766880216 -4.0577788960 -1.3316996298
H -5.2880839959 -2.8465993202 0.5838312183
H -6.2922713711 0.5357600317 2.7581985242
H -7.2696779847 -0.8041917535 3.3897080998
H -5.9152723501 -0.1749600791 4.3547780240
H -4.7546813492 -3.4029229859 2.7601504268
H -5.1966935470 -2.6829319307 4.3211169510
H -6.4670689783 -3.1363973954 3.1532759875
H 1.0406892866 -3.3242402777 0.0969738565
H 3.1576633061 -2.5444550089 0.3983288940
H 2.7907740041 -1.4488135786 -0.9339081058
H 1.6962906164 0.0905747714 0.9221306520
H 2.6290610356 -0.8675460018 2.0642528934
C 4.9277739380 0.3451379466 1.6980936544
H 5.5147078255 -0.5814071894 1.7027558188
H 4.5605361386 0.5272450800 2.7219807521
C 5.7386465309 1.5641392578 1.1417262625
H 6.6580475766 1.2305433206 0.6410232264
H 6.0268872083 2.2634710913 1.9351372324
N 4.8556054591 2.2409132971 0.1505011735
C 3.8088003933 1.4678428389 -0.0292470702
N 2.7528606708 1.6905247737 -0.8913164177
H 2.0426025510 0.9641473833 -0.9831921648
C 2.5393756448 2.8183748887 -1.7288567572
C 1.3632965962 2.8117949922 -2.5211282484
C 3.4266893541 3.9177731170 -1.8018726916
C 1.0814526068 3.8906218544 -3.3722357580
H 0.6859201328 1.9621417633 -2.4664670037
P38
C 3.1247727533 4.9914722888 -2.6599012141
H 4.324929216 3.9063461927 -1.1973045274
C 1.9591111175 4.9916477486 -3.4486609865
H 0.1768260386 3.8703225358 -3.9765131605
H 3.8130283724 5.8330539385 -2.7108365940
H 1.7388427737 5.8265631179 -4.1096825035
Phụ lục 22: Tọa độ XYZ của hình học bền DG-1 tại DFT/B3LYP/LanL2DZ
C 1.3260055633 -2.6053285194 1.0923574003
N 1.4422825480 -1.4216342091 0.2330001556
C 2.3511823055 -0.3807865446 0.4757905690
N 3.0513135014 -0.1247998902 1.5428764215
C 2.9545446043 -0.7350444464 2.8688783715
C 1.5976990300 -0.5248116573 3.6102388024
N 0.4083732787 -1.0433063301 2.9347127300
C 0.4346099177 -2.3922607984 2.3794188054
N 2.5633287631 0.5380554098 -0.5936648351
S 0.1765159181 -1.3706548951 -1.1944445402
C -1.4233270534 -0.9202550426 -0.2651383505
O -0.0524322833 -2.9855531013 -1.4661640340
O 1.6066864829 0.7465794792 -2.8934122611
C -2.3031435899 -1.9632011197 -0.0413731225
C -3.5195200921 -1.7040447990 0.6481895843
P39
C -3.8368773519 -0.4101885064 1.0402164429
C -2.9705262091 0.6899915988 0.7555583055
C -1.6986527842 0.4341321567 0.1136978103
C -3.3146461999 2.0466388013 1.1325540695
C -2.3613706529 3.0554204083 0.9643807237
C -1.1024071717 2.7819478189 0.3640334952
C -0.7756571556 1.5095874154 -0.0826842767
N -4.5980434174 2.3111838956 1.6949523847
C -4.7322435043 3.4731219026 2.5850874958
C -5.7829421424 2.1194266200 0.8283478858
H 0.8849538190 -3.4020295203 0.4750954482
H 2.3378988070 -2.9334009160 1.3511281437
H 3.7382054417 -0.2762750999 3.4867024266
H 3.1772195925 -1.8127583328 2.8498049043
H 1.4461243755 0.5487676676 3.7793991827
H 1.6996110600 -0.9987787608 4.6003307446
H -0.0651499045 -0.3676982821 2.3428465332
H -0.5955566435 -2.6738873818 2.1374074743
H 0.7835818193 -3.0926215923 3.1522250104
H -2.0382830556 -2.9599142899 -0.3862797995
H -4.1923940813 -2.5264824536 0.8750685677
H -4.7424842108 -0.2196352738 1.6061317436
H -2.5915200984 4.0745953175 1.2589015949
H -0.3980182838 3.5987115853 0.2253925814
H 0.1726082615 1.3391546656 -0.5832604019
H -3.8985792841 3.5028402021 3.2937959301
H -4.7709573585 4.4388295328 2.0449364520
H -5.6638311606 3.3753413924 3.1561885070
H -5.6254074804 1.2927897722 0.1328253930
H -6.6653799104 1.8955500255 1.4418465200
P40
H -5.9973310067 3.0257678852 0.2323206641
C 2.7347521309 0.2467005598 -1.9826299313
C 3.3317622373 -1.0517040550 -2.3842899559
C 2.9630269826 1.4241878075 -2.9168776199
C 3.9757433644 -1.1804820214 -3.5789694336
H 3.2656971246 -1.8823892507 -1.6884817746
C 3.7966664004 1.2180376752 -4.1165679755
H 2.9175884992 2.4283323069 -2.4965595347
C 4.2140921088 -0.0370345111 -4.4571294347
H 4.3917523445 -2.1442879643 -3.8628887869
H 4.0701352721 2.0846028468 -4.7136225299
H 4.7978521491 -0.1929234996 -5.3615366179
H 3.0799684827 1.3392701247 -0.2436713332
Phụ lục 23: Tọa độ XYZ của hình học bền DACA tại DFT/B3LYP/LanL2DZ
C 0.8150559542 0.5149108564 -0.1357162599
C 1.3011266703 -0.7469667785 0.2012762452
C 0.4214100860 -1.8405172650 0.4910129672
C -0.9788803395 -1.5624751833 0.4144865306
C -1.4486849501 -0.2922070293 0.0752957302
C -0.5763631518 0.7881276255 -0.2109463655
N 0.9075024719 -3.1048955070 0.8286626768
C 0.0498633376 -4.2560710829 1.1343064518
C 2.3337304897 -3.4396443577 0.9198317222
P41
C -1.1258820733 2.0911067119 -0.5589973971
C -0.4457531360 3.2393453839 -0.8636740419
C -1.1615584437 4.4689531310 -1.1924717762
O -0.6140064316 5.5621361484 -1.4827160944
H 1.5319995028 1.3049280127 -0.3448671942
H 2.3759904262 -0.8782670049 0.2382367171
H -1.7116657864 -2.3339298668 0.6186126395
H -2.5247363594 -0.1296406932 0.0300783387
H -1.0084445205 -4.0124582232 1.0687253841
H 0.2503188449 -5.0806993010 0.4330382527
H 0.2490338420 -4.6229741628 2.1529694860
H 2.9741627331 -2.5898606771 0.6933331410
H 2.5817380807 -3.7876884113 1.9343432884
H 2.5836589793 -4.2473560850 0.2148477827
H -2.2181320149 2.1466268829 -0.5757019219
H 0.6406247120 3.2935567347 -0.8762133826
H -2.2694009502 4.3875700845 -1.1727353532
Phụ lục 24: Tọa độ XYZ của hình học bền DA-1 tại DFT/B3LYP/LanL2DZ
C 1.7864664261 0.9569993184 -0.0336190293
C 3.1402426192 1.2847964092 -0.0283357564
C 4.1456572771 0.2741832938 0.1036089608
C 3.7041375069 -1.0785479683 0.2284489035
P42
C 2.3436465758 -1.3874173929 0.2206066208
C 1.3418085655 -0.3885630485 0.0909303408
N 5.4958237901 0.5980898569 0.1094849634
C 6.5075566480 -0.4583944283 0.2428084190
C 5.9241823321 1.9969508422 -0.0224405373
C -0.0585355141 -0.7765355103 0.0895105923
C -1.1581629984 0.0409263843 -0.0188879013
C -2.4926356863 -0.4949172388 -0.0145319333
N -3.5489761898 0.2827011717 -0.1065267062
H 1.0590852804 1.7580909696 -0.1380062373
H 3.4257328721 2.3261740589 -0.1277074766
H 4.4242799611 -1.8826614363 0.3300795227
H 2.0402436635 -2.4288786032 0.3165712451
H 6.3986042836 -1.0078178672 1.1896280882
H 6.4487001820 -1.1837808981 -0.5822140982
H 7.5044638580 -0.0110387753 0.2266289141
H 5.5928838013 2.4362532459 -0.9750862563
H 5.5347377116 2.6202113244 0.7960482476
H 7.0154569282 2.0466620790 0.0082075838
H -0.2478339859 -1.8485416759 0.1850663621
H -1.0670442537 1.1198153827 -0.1185190013
H -2.6088467329 -1.5845815286 0.0677391926
N -5.6151324705 1.9885462261 0.5165859236
H -5.1684983567 2.0255415045 1.4344290608
H -5.0504059030 2.4847325587 -0.1746648860
C -4.8378218716 -0.2657103855 -0.1909313738
N -5.8223769879 0.6438882007 0.1082859749
S -5.2598683381 -1.8775370089 -0.6778457571
H -6.7882841748 0.3552119637 0.0095169285
P43
Phụ lục 25: Tọa độ XYZ của hình học bền DA-2 tại DFT/B3LYP/LanL2DZ
C 0.9507415198 2.0861495438 0.2113408505
C 2.1547736568 2.7841166567 0.2589431944
C 3.4091398404 2.1053035602 0.1310322714
C 3.3732801623 0.6883622337 -0.0473944209
C 2.1569312411 0.0067789949 -0.0927496613
C 0.9087204155 0.6745264866 0.0341364687
N 4.6110059261 2.7983642478 0.1795555546
C 5.8842135290 2.0780651209 0.0456782023
C 4.6211256564 4.2550497861 0.3701410025
C -0.3199191414 -0.096900561 -0.0199346545
C -1.6094014994 0.3673410662 0.0853675809
C -2.7734281644 -0.4886574913 0.0307049414
H 0.0239968301 2.6448744261 0.3145976682
H 2.1297326374 3.8593923839 0.3966392628
H 4.2943471477 0.1254188598 -0.1484870773
H 2.1633963474 -1.073614367 -0.2281547196
H 6.0158954843 1.3339276088 0.8450927282
H 5.9562517321 1.5581292511 -0.9210322254
H 6.7121198405 2.7886193992 0.1078130507
H 4.0938189172 4.7754211734 -0.4429940565
H 4.1522260634 4.5437588899 1.3224028769
H 5.6539063031 4.6121010257 0.3826835213
P44
H -0.2110509262 -1.1734315022 -0.1574305466
H -1.8110975189 1.4269254159 0.2263614265
H -3.7506467463 -0.0057881548 0.1601590272
C -3.8602595350 -2.5822705563 -0.0966214689
N -2.7092765116 -1.7885412046 -0.1605534885
S -5.3423938043 -2.2077376482 0.7260178777
N -3.7144718475 -3.7938928936 -0.7296398301
N -2.5701950731 -4.2218096867 -1.4520412927
H -2.4123355693 -3.6343331207 -2.2720544821
H -1.7472748681 -4.2283978899 -0.8477657313
H -4.4799283488 -4.4552333116 -0.6792292069
Phụ lục 26: Tọa độ XYZ của hình học bền DA-3 tại DFT/B3LYP/LanL2DZ
C 1.6622616992 1.8512983942 -0.6902173481
C 2.9166080083 2.0849098241 -1.2532364091
C 3.7524581124 1.0030025881 -1.6731207966
C 3.2488349103 -0.3194288312 -1.4917613998
C 1.9893628548 -0.5328766584 -0.9256899340
C 1.1551076163 0.5362631600 -0.5067399884
N 5.0048922388 1.2337342553 -2.2350814121
C 5.8412386520 0.1046857145 -2.6580507120
C 5.4952584445 2.6058516171 -2.4098813134
C -0.1488310357 0.2400930849 0.0767191061
P45
C -1.0782223642 1.1356787071 0.5337491059
C -2.3669105770 0.7856944935 1.1082089513
H 1.0655333588 2.7084060613 -0.3874784471
H 3.2530818531 3.1094536594 -1.3695936580
H 3.8398592066 -1.1775302205 -1.7922841708
H 1.6361176122 -1.5556485122 -0.8019073716
H 6.0855439559 -0.5597894375 -1.8154075245
H 5.3486048212 -0.4991616048 -3.4352401683
H 6.7804021316 0.4818420763 -3.0711210666
H 4.8384643196 3.1929980396 -3.0693892609
H 5.5751400939 3.1359393931 -1.4488345702
H 6.4897971362 2.5816163247 -2.8627464190
H -0.4043537702 -0.8173730564 0.1539901599
H -0.8800587377 2.2046509184 0.4832874610
H -2.9986683383 1.6260489332 1.4276860525
N -2.7847744914 -0.4498960936 1.2527118315
N -4.0381542774 -0.6388150471 1.8171695121
C -4.5469788229 -1.9092589889 2.0018901522
H -4.6247050615 0.1408395040 2.1136680105
S -6.1122501503 -2.1308729375 2.7073321330
N -3.7322306468 -2.9198384076 1.5930842012
H -4.0492605266 -3.870925391 1.7025120207
H -2.8287504013 -2.6991712671 1.1891394104
Phụ lục 27: Tọa độ XYZ của hình học bền DA tại DFT/B3LYP/LanL2DZ
P46
C 2.0168805719 0.8476966265 0.0316009906
C 3.3572102055 1.2339876062 0.0448213458
C 4.4073786111 0.2646676961 -0.0013167174
C 4.0260900936 -1.1086397696 -0.0611903234
C 2.6778417754 -1.4759332083 -0.0735473775
C 1.6318372825 -0.5185878142 -0.0279489823
N 5.7456035462 0.6480689053 0.0117619141
C 6.8034241029 -0.3674458726 -0.0363453965
C 6.1063595339 2.0692019262 0.0738934731
C 0.2431838521 -0.9687329358 -0.0438561172
C -0.8848972237 -0.1939893745 -0.0060263818
C -2.2150622940 -0.7573203011 -0.0271480486
N -3.2780401278 0.0117739345 0.0102419620
N -4.5202278997 -0.605075212 -0.0135179132
C -5.6800086844 0.1458104984 0.0233508658
H 1.2555907184 1.6232508046 0.0682746707
H 3.5941705546 2.2913913466 0.0910863840
H 4.7809758813 -1.8863226916 -0.0979454987
H 2.4231383526 -2.5340225563 -0.1197957306
H 6.7521886666 -1.0509293165 0.8248325990
H 6.7469395593 -0.9720877529 -0.9542844360
H 7.7801287556 0.1231568971 -0.0174913507
H 5.7177331189 2.6273283964 -0.7913626295
H 5.7231552657 2.5481908593 0.9876402671
H 7.1949722958 2.1680268638 0.0749646233
H 0.1065358068 -2.0520869883 -0.0916566558
H -0.8283084834 0.8912389008 0.0421099778
H -2.3025615835 -1.852123135 -0.0756135118
H -4.6275886750 -1.6179234704 -0.0582734833
S -7.2258484578 -0.6320776619 -0.0066694235
N -5.4901717469 1.4918268147 0.0826928412
H -6.2991535387 2.0934307037 0.1118750047
H -4.5459147342 1.8622721679 0.0963749336
P47
Phụ lục 28: Thông tin bổ sung dữ liệu phân tích nhiễu xạ tia X đơn tinh thể DA
Tinh thể khối của DA dùng để phân tích nhiễu xạ tia X được phát triển bằng
cách khuếch tán hơi n-hexane vào dung dịch DA trong ethanol trong 2 ngày.
Quá trình phân tích nhiễu xạ tia X được thực hiện trên thiết bị Rigaku R-axis
rapid IP diffractometer. Dữ liệu được thu thập trên thiết bị giác kế Bruker SMART
D8, với detector APEX CCD, sử dụng bức xạ Mo-Kα, λ= 0,71073 Å (bộ đơn sắc
graphite) tại Phòng thí nghiệm của GS. TS. Jong Seung Kim, Khoa Hóa học Trường
Đại học Korea, Hàn Quốc.
Cấu trúc DA được xây dựng bằng phương pháp trực tiếp (SHELXTL) và sử
dụng kỹ thuật bình phương tối thiểu ma trận đầy đủ F2 để hiệu chỉnh. Do GS.TS.
Jong Seung Kim, Khoa Hóa học Trường Đại học Korea, Hàn Quốc, và PGS. TS.
Dương Tuấn Quang, Khoa Hóa học Trường Đại học Sư phạm, Đại học Huế thực
hiện.
Các dữ liệu bổ sung được cung cấp trong bảng sau:
Empirical formula
Formula weight
Temperature
Wavelength
Crystal system, space group
Unit cell dimensions
Volume
Z, Calculated density
Absorption coefficient
F(000)
C12 H16 N4 S
248.35
173(2) K
0.71073 Å
Monoclinic, P2/c
a=9.6748(19) Å,
α= 90 deg.
b=8.7282(18) Å,
β=91.695(4) deg.
c=14.987(3) Å, γ= 90 deg.
1265.0(4) Å3
4, 1.304 Mg/m3
0.240 mm-1
528
P48
Crystal size
Theta range for data collection
Limiting indices
Reflections collected / unique
Completeness to theta = 27.47
Absorption correction
Max. and min. transmission
Refinement method
Data / restraints / parameters
Goodness-of-fit on F2
Final R indices [I>2sigma(I)]
R indices (all data)
Largest diff. peak and hole
0.28 x 0.15 x 0.08 mm
2.11 to 27.47 deg.
-12<=h<=12, -9<=k<=11, -19<=l<=19
10975 / 2864 [R(int) = 0.0407]
98.5 %
Semi-empirical from equivalents
0.9811 and 0.9359
Full-matrix least-squares on F2
2864 / 0 / 156
1.145
R1 = 0.0494, wR2 = 0.1120
R1 = 0.0551, wR2 = 0.1156
0.242 and -0.197 e. Å-3
Phụ lục 29: Tọa độ XYZ của hình học bền S1 tại DFT/B3LYP/LanL2DZ
C 5.66101227 -1.47701587 -0.11535983
N 4.51152123 -1.01147686 -0.62908981
N 3.39997186 -1.84042666 -0.44575922
H 3.47006884 -2.73606550 0.04826716
C 2.21484033 -1.49362268 -0.95188243
S 0.81319068 -2.58707583 -0.89994019
N 2.17789769 -0.21077146 -1.56997826
H 1.64600105 -0.21429276 -2.44307816
P49
H 3.13716227 0.15994646 -1.66935117
Ag 0.90762676 1.21549660 -0.30527380
C -5.66101227 1.47701587 0.11535983
N -4.51152123 1.01147686 0.62908981
N -3.39997186 1.84042666 0.44575922
H -3.47006884 2.73606550 -0.04826716
C -2.21484033 1.49362268 0.95188243
S -0.81319068 2.58707583 0.89994019
N -2.17789769 0.21077146 1.56997826
H -1.64600105 0.21429276 2.44307816
H -3.13716227 -0.15994646 1.66935117
Ag -0.90762676 -1.21549660 0.30527380
C -6.87804706 0.77823943 0.24975026
H -6.86202375 -0.15955178 0.79794446
C -8.06311170 1.28299407 -0.29091487
H -7.98877465 2.22808137 -0.83473367
C -9.36999216 0.71738554 -0.21720820
C -10.46230033 1.39283513 -0.85256681
C -9.67375043 -0.50313640 0.47141120
C -11.75617245 0.90240983 -0.81194207
H -10.26835041 2.32238445 -1.38464656
C -10.96111652 -1.00592117 0.52555851
H -8.88154047 -1.05390096 0.97150837
C -12.05620853 -0.32001539 -0.11514182
H -12.54445933 1.45378822 -1.30989535
H -11.14222516 -1.93012897 1.06135496
N -13.33168930 -0.81364855 -0.05991370
C -14.44325441 -0.10402771 -0.72837306
C -13.62796519 -2.06364456 0.67145590
H -15.37031596 -0.65734876 -0.57168769
P50
H -14.57582134 0.90525842 -0.31769633
H -14.27191085 -0.02680096 -1.80974776
H -14.69617382 -2.27513484 0.60532323
H -13.08579993 -2.91590613 0.24157678
H -13.36480415 -1.97502053 1.73340363
C 6.87804706 -0.77823943 -0.24975026
H 6.86202375 0.15955178 -0.79794446
C 8.06311170 -1.28299407 0.29091487
H 7.98877465 -2.22808137 0.83473367
C 9.36999216 -0.71738554 0.21720820
C 10.46230033 -1.39283513 0.85256681
C 9.67375043 0.50313640 -0.47141120
C 11.75617245 -0.90240983 0.81194207
H 10.26835041 -2.32238445 1.38464656
C 10.96111652 1.00592117 -0.52555851
H 8.88154047 1.05390096 -0.97150837
C 12.05620853 0.32001539 0.11514182
H 12.54445933 -1.45378822 1.30989535
H 11.14222516 1.93012897 -1.06135496
N 13.33168930 0.81364855 0.05991370
C 14.44325441 0.10402771 0.72837306
C 13.62796519 2.06364456 -0.67145590
H 15.37031596 0.65734876 0.57168769
H 14.27191085 0.02680096 1.80974776
H 14.57582134 -0.90525842 0.31769633
H 14.69617382 2.27513484 -0.60532323
H 13.36480415 1.97502053 -1.73340363
H 13.08579993 2.91590613 -0.24157678
H -5.67746474 2.43364702 -0.42437890
H 5.67746474 -2.43364702 0.42437890
P51
Phụ lục 30: Tọa độ XYZ của hình học bền S2 tại DFT/B3LYP/LanL2DZ
C -3.6469592103 -1.5762270519 -0.2567557301
N -2.4693779257 -0.9272199182 -0.0723372061
N -1.3003675542 -1.7119212841 -0.3456499836
H -1.0255462428 -1.8505815904 -1.3167781729
C -0.3962135865 -1.9976093772 0.6171602215
S 1.2295418059 -2.6223847605 0.1497760231
N -0.7409046932 -1.8211890019 1.9063926772
H -0.0810010203 -2.0714708316 2.6326042259
H -1.6743862865 -1.5151596343 2.1652030770
Ag -2.0178410786 1.1973380524 0.0193368557
C 3.9260597336 2.4532343024 0.4987840985
N 2.7909106848 1.7475077247 0.2558698249
N 1.5856750345 2.4900522610 0.5084321977
H 1.2743301296 2.5942002174 1.4724433785
C 0.7279489607 2.8297854132 -0.4787938642
S -0.9145044966 3.4421745202 -0.0568089801
N 1.1317063249 2.7258269905 -1.7584947636
H 0.5012583939 3.0101573069 -2.4983360092
H 2.0789668637 2.4436476810 -1.9928282431
Ag 2.3309218740 -0.3747170630 0.1101506858
C 5.2583832671 2.0018896326 0.4280321782
H 5.9985159568 2.7631947315 0.6546101902
P52
C 5.6899918348 0.7071053354 0.1045748785
H 4.9237528970 -0.0423389347 -0.1105550967
C 7.0280734219 0.2383537957 0.0231482458
C 7.2756308878 -1.1356781111 -0.3137271854
C 8.1795976928 1.0648159806 0.2647819304
C 8.5534683338 -1.6543799144 -0.4024664234
H 6.4274459467 -1.7911844764 -0.5051602184
C 9.4628958305 0.5631078933 0.1816276599
H 8.0509985799 2.1124164117 0.5213860381
C 9.7034464885 -0.8208713765 -0.1553739444
H 8.6837894959 -2.6983244759 -0.6598798868
H 10.2990472094 1.2245882838 0.3737697395
N 10.9716685895 -1.3177049813 -0.2362697902
C 11.2065364608 -2.7371133802 -0.5850451102
C 12.1450880756 -0.4521932303 0.0222944112
H 12.2795797759 -2.9314615227 -0.5993641723
H 10.7483772287 -3.4073770164 0.1531601958
H 10.8042844418 -2.9722662717 -1.5784353119
H 13.0567166796 -1.0408202353 -0.0869975198
H 12.1898818598 0.3797492179 -0.6916477971
H 12.1220856996 -0.0472487164 1.0416709069
C -4.9048764623 -0.9711153354 -0.1295780011
H -4.9508369957 0.0868697534 0.1219035938
C -6.0817697122 -1.7138063930 -0.3221268901
H -5.9510529851 -2.7678498076 -0.5790305585
C -7.4255940912 -1.2674822173 -0.2274520095
C -8.4911696339 -2.1991633595 -0.4695176261
C -7.8025172693 0.0793249158 0.1006993374
C -9.8214200820 -1.8321191722 -0.3937540880
H -8.2423542927 -3.2284397459 -0.7212253585
P53
C -9.1266860583 0.4636543621 0.1803567807
H -7.0353381274 0.8246353607 0.2938251348
C -10.1931640074 -0.4797359653 -0.0638696597
H -10.5853048642 -2.5754437359 -0.5858437785
H -9.3624770464 1.4908680026 0.4313264733
N -11.5026835403 -0.1026663802 0.0160991512
C -12.5865059756 -1.0801687594 -0.2319338037
C -11.8726426676 1.2896681679 0.3549777553
H -13.5514348049 -0.5846615262 -0.1177033980
H -12.5296287750 -1.4850720927 -1.2501701278
H -12.5426008648 -1.9103363851 0.4842277683
H -12.9594982420 1.3805959123 0.3651387808
H -11.4989581795 1.5695291870 1.3480625586
H -11.4797919625 1.9967088974 -0.3865639242
H 3.7828420679 3.4999020501 0.7766671569
H -3.5963267924 -2.6374153292 -0.5139784976
Phụ lục 31: Tọa độ XYZ của hình học bền S3 tại DFT/B3LYP/LanL2DZ
Hg 0.0291642293 0.9592422487 0.6966393168
S 1.7308459433 1.0014866319 2.8435122590
C 3.2854752476 1.6827790188 2.27881 63497
N 3.4699026049 2.9933943763 2.0238761231
H 2.7366633931 3.6624443090 2.2144855361
H 4.4010433393 3.3055703471 1.7551140102
P54
N 4.3464104632 0.8558283067 2.1332968593
H 4.2200466103 -0.140084819 2.3275389056
S -1.6635706925 0.8883399031 -1.4575053016
C -3.2191861583 0.2098032990 -0.8923607405
N -4.2826741676 1.0361481406 -0.7625023236
H -4.1569885189 2.0301276791 -0.9668342384
N -3.4023146852 -1.0974852319 -0.6197421343
H -2.6677344813 -1.7680802852 -0.7983632014
H -4.3343548233 -1.4075394858 -0.3514864136
N -5.5158587886 0.494130039 -0.4133484118
C -10.7586393145 0.1551345197 0.6220347354
C -12.0898180445 -0.0931958531 0.9076186264
C -13.0687280346 0.9642672336 0.8686747041
C -12.6082958704 2.2826577939 0.5244977475
C -11.2716654167 2.5123210505 0.2415660374
C -10.2954354954 1.4663960910 0.2769257710
N -14.3879601347 0.7206691955 1.1482550088
C -15.3824520949 1.8132844631 1.0993540333
C -14.8473179547 -0.6392527489 1.5016377047
C -8.9301648510 1.7728388052 -0.0317008441
C -7.8512517854 0.8976576230 -0.0572415882
C -6.5436957474 1.3392165565 -0.3942962565
H -10.0577028885 -0.674089223 0.6623488644
H -12.3928269270 -1.101951608 1.1619429964
H -13.3054992894 3.1107383316 0.4826661690
H -10.9540709318 3.5206675004 -0.0167522325
H -15.1448471297 2.5997148589 1.8273131687
H -15.4318955979 2.2606213513 0.0982779483
H -16.3687268005 1.4147480894 1.3407648401
H -14.6595090494 -1.3478349082 0.6845295273
P55
H -14.3490635808 -1.0043110681 2.4089910610
H -15.9214283090 -0.6191903924 1.6912845225
H -8.7256162315 2.8172581672 -0.2784981664
H -7.9702968929 -0.1571358990 0.1747513233
H -6.4061384600 2.4012662195 -0.6386633318
C 10.8153275224 1.7497371355 0.7283980618
C 12.1451620287 2.0021404711 0.4400967756
C 13.1231554870 0.9432127516 0.4536740258
C 12.6633049533 -0.3810135531 0.7754753054
C 11.3280596662 -0.6146324037 1.0619108963
C 10.3527271981 0.4327133996 1.0516438755
N 14.4410146693 1.1907524861 0.1711880704
C 15.4347238867 0.0964942091 0.1948670034
C 14.8998104306 2.5564351486 -0.1597036700
C 8.9887726474 0.1219654491 1.3616022862
C 7.9110501360 0.9978523008 1.4080323023
C 6.6044186753 0.5525890177 1.7435583213
N 5.5786407199 1.3995915147 1.7833449050
H 10.1150699561 2.5802171625 0.7075468379
H 12.4479321399 3.0152102759 0.2033009829
H 13.3599313556 -1.2103082146 0.7972165394
H 11.0107110208 -1.6273457788 1.3029804453
H 15.4869897764 -0.3707585797 1.1866374329
H 15.1941255365 -0.6750378973 -0.5479394120
H 16.4205817695 0.4990335894 -0.0418041776
H 14.3936829015 2.9402404931 -1.0548931329
H 14.7211960020 3.2489521491 0.6730612195
H 15.9719820790 2.5380323417 -0.3600787690
H 8.7841566479 -0.9266277160 1.5898918847
H 8.0306623596 2.0564508811 1.1945352025
P56
H 6.4663435512 -0.5129413904 1.9719926725
Phụ lục 32: Tọa độ XYZ của hình học bền S4 tại DFT/B3LYP/LanL2DZ
S 1.7473568310 2.8852151633 -0.7633885886
C 2.3579536533 1.2972015874 -0.6978846693
N 1.5972619480 0.1528845933 -1.1800300564
H 1.2157782414 0.3506126891 -2.1105410933
H 2.1849413328 -0.6952328261 -1.1759790305
N 3.5722841529 0.9573531242 -0.1805259550
H 4.1444314482 1.7120314777 0.2056789840
S -1.7381768326 -2.8801676583 0.7257422394
C -2.3491935001 -1.2923562836 0.6593808140
N -3.5636374917 -0.953110407 0.1418852124
H -4.1356172315 -1.7081489987 -0.2438614285
N -1.5887764169 -0.1475503402 1.1407978779
H -2.1766955603 0.7004016086 1.1362474544
H -1.2072219995 -0.3445989219 2.0714253469
Cu 0.0042106404 0.0026188079 -0.0196587210
C -7.2025772968 4.650835505 -0.2823251776
C -7.9136410406 5.8388802619 -0.3263267179
C -9.240876454 5.8879973874 -0.8849004268
C -9.7964155038 4.6629551554 -1.3925876093
C -9.0692536265 3.4833487667 -1.3391201257
C -7.7526293356 3.4293411088 -0.7855414958
P57
N -9.9494285781 7.0630379778 -0.9298518213
C -11.3095343452 7.1039342519 -1.5115594755
C -9.3745465230 8.3161771072 -0.3934434561
C -7.0568558381 2.1650685197 -0.7585420030
C -5.7906069087 1.9148673832 -0.2675820744
C -5.2255231483 0.5967958958 -0.2914721675
N -4.0191591214 0.3641671455 0.1931226816
H -6.2053616546 4.6605482667 0.1482083334
H -7.4568001494 6.7391316635 0.0671255191
H -10.7914862800 4.6489245188 -1.8205060865
H -9.5159123011 2.5713810636 -1.7293314417
H -11.2988272415 6.782957477 -2.5605784985
H -11.9986276397 6.4605029743 -0.9498566665
H -11.6883571165 8.1257582458 -1.4720301838
H -9.1438719499 8.2189010186 0.6748458277
H -8.4591730273 8.5930535581 -0.9317436793
H -10.0969629895 9.1242704771 -0.5126647458
H -7.6075511954 1.3183835219 -1.1733283707
H -5.1772609696 2.7026399849 0.1621832650
H -5.8312735978 -0.2123896950 -0.7187438614
C 7.2101557579 -4.6475537320 0.2404060878
C 7.9210319462 -5.8357389185 0.2836796197
C 9.2483340530 -5.8853710740 0.8420519290
C 9.8041430929 -4.6606932072 1.3503181038
C 9.0771633687 -3.4809415561 1.2975849599
C 7.7604742659 -3.4264211925 0.7442090773
N 9.9567147222 -7.0605429109 0.8862834219
C 11.3168323646 -7.1019718778 1.4679274755
C 9.3816786237 -8.3132731451 0.3490850718
C 7.0649098048 -2.1620167056 0.7179824334
P58
C 5.7986683621 -1.9113187604 0.2272567477
C 5.2338289526 -0.5931573584 0.2519325598
N 4.0275134718 -0.3599981506 -0.2325306222
H 6.2128779122 -4.6568776809 -0.1899929454
H 7.4639823964 -6.7357099600 -0.1101713454
H 10.7992896522 -4.6470490915 1.7780740494
H 9.5240249797 -2.5692518761 1.6882140553
H 12.0061254623 -6.4587137326 0.9062630388
H 11.3062736809 -6.7811030595 2.5169762285
H 11.6952937602 -8.123926084 1.4282914224
H 8.4664316493 -8.5905392408 0.8874051923
H 9.1507453853 -8.21520266 -0.7190736911
H 10.1041162341 -9.1214632958 0.4675216933
H 7.6157866555 -1.3156620876 1.1332023066
H 5.1851594421 -2.698736429 -0.2029260888
H 5.8397541705 0.2156645597 0.6796458506
P59
Phụ lục 33: Phổ 1H NMR (400 MHz, CDCl3) của P1
P60
Phụ lục 34: Phổ 1H NMR (400 MHz, acetonitrile) của DT
P61
Phụ lục 35: Phổ 13C NMR(100 MHz, CD3CN) của DT
P62
Phụ lục 36: Phổ khối của DT
P63
Phụ lục 37: Phổ 1H NMR (400 MHz, CD3CN) của DG
P64
Phụ lục 38: Phổ 13C NMR (100 MHz, CD3CN) của DG
P65
Phụ lục 39: Phổ ESI-MS của DG
P66
Phụ lục 40: Phổ 1H NMR (400 MHz, CDCl3) của DA
P67
Phụ lục 41: Phổ IR của DA
5 0 0 1 0 0 0 1 5 0 0 2 0 0 0 2 5 0 0 3 0 0 0 3 5 0 0 4 0 0 0
3 0
4 0
5 0
6 0
7 0
8 0
9 0
1 0 0
1 1 0
§
é
t
r
u
y
Ò
n
q
u
a
(
%
)
B − í c s ã n g ( c m -1 )
P68
Phụ lục 42: Giản đồ nhiễu xạ XRD đơn tinh thể của DA
Các file đính kèm theo tài liệu này:
- ungdungsensor_1847.pdf