Tablica 3.3
Zależność między strukturą a morfologią kryształu siarki
Ściany (hkl)(2) |
Ściany (hkl) |
(2) | |||||||
grupa |
grupa | ||||||||
węzeł |
(D*y |
sieć typu |
sieć typu |
prze- |
węzeł |
(D*y |
sieć typu |
sieć typu |
prze |
hkl |
(0 |
P |
F |
strzenna |
hkl |
0) |
P |
F |
strzenna |
Fddd |
Fddd | ||||||||
001 |
0,276 |
(001) +* |
_ |
_ |
00 6 |
9,936 | |||
010 |
1,000 |
(010)+* |
— |
— |
220 |
10,040 |
(110) * |
(110) * | |
002 |
1,104 |
(001)+* |
032 |
10,104 |
(032) |
— |
— | ||
011 |
1,276 |
(011)+* |
— |
— |
221 |
10,316 |
(221) * |
— |
— |
100 |
1,510 |
(100) X |
— |
— |
204 |
10,456 |
(102) |
— | |
101 |
1,786 |
(101)+* |
— |
— |
130 |
10,510 |
(130) |
— |
— |
012 |
2,104 |
(012) |
— |
— |
131 |
10,786 |
(131) * |
(131) * |
(131) * |
003 |
2,484 |
— |
— |
025 |
10,900 |
(025) |
— |
— | |
110 |
2,510 |
(110) X |
— |
— |
016 |
10,936 |
(016) |
— |
— |
102 |
2,614 |
(102) |
— |
— |
222 |
11,144 |
— |
— | |
111 |
2,786 |
(111)+* |
(111)+* |
(111)+* |
106 |
11,446 |
(106) |
— |
— |
013 |
3,484 |
(013) * |
— |
— |
214 |
11,456 |
(214) |
— |
— |
112 |
3,614 |
(112) * |
— |
— |
033 |
11,484 |
— |
— | |
103 |
3,994 |
(103) X |
— |
— |
132 |
11,614 |
(132) |
— |
— |
020 |
4,000 |
(010) * |
— |
125 |
12,410 |
(125) |
— |
— | |
021 |
4,276 |
(021) |
— |
— |
116 |
12,446 |
(116) |
— |
— |
004 |
4,416 |
(001)+* |
223 |
12,524 |
(223) |
— |
— | ||
113 |
4,994 |
(113)+* |
(113)+* |
(113)+* |
205 |
12,940 |
(205) |
— |
— |
022 |
5,104 |
(011)+* |
(011)+* |
133 |
12,994 |
(133) * |
(133) * |
(133) * | |
014 |
5,416 |
(014) |
— |
— |
034 |
13,416 |
(034) |
— |
— |
120 |
5,510 |
(120) |
— |
— |
007 |
13,524 |
— |
— | |
121 |
5,786 |
(121) |
— |
— |
300 |
13,590 |
— |
— | |
104 |
5,926 |
(104) |
— |
— |
301 |
13,866 |
(301) |
— |
— |
200 |
6,040 |
(100) * |
— |
026 |
13,936 |
(013) * |
(013) * | ||
201 |
6,316 |
(201) |
— |
— |
215 |
13,940 |
(235) |
— |
— |
023 |
6,484 |
(023) |
— |
— |
224 |
14,456 |
(112) * |
(112) * | |
122 |
6,614 |
(122) |
— |
— |
017 |
14,524 |
(017) |
— |
— |
005 |
6,900 |
— |
— |
310 |
14,590 |
(310) |
— |
— | |
114 |
6,926 |
(114) * |
— |
— |
302 |
14,694 |
(302) |
— |
— |
210 |
7,040 |
(210) |
— |
— |
311 |
14,866 |
(311) * |
(311) * |
(311) * |
202 |
7,144 |
(101)+* |
(101)+* |
134 |
14,926 |
(134) |
— |
— | |
211 |
7,316 |
(211) |
— |
— |
107 |
15,034 |
(107) |
— |
— |
015 |
7,900 |
(015) |
— |
— |
230 |
15,040 |
(230) |
— |
— |
123 |
7,994 |
(123) |
— |
— |
231 |
15,316 |
(231) |
— |
— |
212 |
8,144 |
(212) |
— |
— |
126 |
15,446 |
(126) |
— |
— |
105 |
8,410 |
(105) |
— |
— |
312 |
15,694 |
(312) |
— |
— |
024 |
8,416 |
(012) |
— |
035 |
15,900 |
(035) |
— |
— | |
203 |
8,524 |
(203) |
— |
— |
206 |
15,976 |
(103) * |
(103) * | |
030 |
9,000 |
— |
— |
040 |
16,000 |
— |
(010) * | ||
031 |
9,276 |
(031) * |
— |
— |
117 |
16,034 |
(117) * |
(117) * |
(117) * |
115 |
9,410 |
(115) |
(115) * |
(115) * |
303 |
16,074 |
— |
— | |
213 |
9,524 |
(213) |
— |
— |
232 |
16,144 |
(232) |
— |
— |
124 |
9,926 |
(124) |
— |
— |
041 |
16,276 |
(041) |
— |
— |