Wiki source code of Mirrors adjustment
Version 4.1 by kotlov on 2021/08/04 11:35
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author | version | line-number | content |
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2.1 | 1 | {{layout}} |
2 | {{layout-section ac:type="two_equal"}} | ||
3 | {{layout-cell}} | ||
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3.1 | 4 | [[image:attach:01_BS_spot.png||thumbnail="true" height="250"]]M1 motor 22 position- 0.8 (angular movement of HUBER Kreissegment), Spot in the lower part of the absorber. |
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2.1 | 5 | |
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4.1 | 6 | [[image:attach:01_Entrance_slit_spot.jpg||height="250"]]Entrance slit spot M2/R=-3 |
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3.1 | 7 | |
8 | [[image:attach:01_Entrance_slit_spot_YAG.jpg||height="250"]]Spot on YAG | ||
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2.1 | 9 | {{/layout-cell}} |
10 | |||
11 | {{layout-cell}} | ||
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4.1 | 12 | [[image:attach:02_BS_spot_position_0.png||thumbnail="true" height="250"]]M1 motor 22 position- 0.0 (angular movement of HUBER Kreissegment), Spot in the lower part of the absorber. |
13 | |||
14 | [[image:attach:02_Entrance_slit_spot.jpg||height="250"]]Entrance slit spot M2/R=-3 | ||
15 | |||
16 | [[image:attach:03_Entrance_slit_spot.jpg||height="250"]]Entrance slit spot M2/R=0 | ||
17 | |||
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2.1 | 18 | \\ |
19 | {{/layout-cell}} | ||
20 | {{/layout-section}} | ||
21 | |||
22 | {{layout-section ac:type="two_equal"}} | ||
23 | {{layout-cell}} | ||
24 | \\ | ||
25 | {{/layout-cell}} | ||
26 | |||
27 | {{layout-cell}} | ||
28 | \\ | ||
29 | {{/layout-cell}} | ||
30 | {{/layout-section}} | ||
31 | |||
32 | {{layout-section ac:type="two_equal"}} | ||
33 | {{layout-cell}} | ||
34 | \\ | ||
35 | {{/layout-cell}} | ||
36 | |||
37 | {{layout-cell}} | ||
38 | \\ | ||
39 | {{/layout-cell}} | ||
40 | {{/layout-section}} | ||
41 | |||
42 | {{layout-section ac:type="two_equal"}} | ||
43 | {{layout-cell}} | ||
44 | \\ | ||
45 | {{/layout-cell}} | ||
46 | |||
47 | {{layout-cell}} | ||
48 | \\ | ||
49 | {{/layout-cell}} | ||
50 | {{/layout-section}} | ||
51 | |||
52 | {{layout-section ac:type="two_equal"}} | ||
53 | {{layout-cell}} | ||
54 | \\ | ||
55 | {{/layout-cell}} | ||
56 | |||
57 | {{layout-cell}} | ||
58 | \\ | ||
59 | {{/layout-cell}} | ||
60 | {{/layout-section}} | ||
61 | |||
62 | {{layout-section ac:type="two_equal"}} | ||
63 | {{layout-cell}} | ||
64 | \\ | ||
65 | {{/layout-cell}} | ||
66 | |||
67 | {{layout-cell}} | ||
68 | \\ | ||
69 | {{/layout-cell}} | ||
70 | {{/layout-section}} | ||
71 | |||
72 | {{layout-section ac:type="two_equal"}} | ||
73 | {{layout-cell}} | ||
74 | \\ | ||
75 | {{/layout-cell}} | ||
76 | |||
77 | {{layout-cell}} | ||
78 | \\ | ||
79 | {{/layout-cell}} | ||
80 | {{/layout-section}} | ||
81 | |||
82 | {{layout-section ac:type="two_equal"}} | ||
83 | {{layout-cell}} | ||
84 | \\ | ||
85 | {{/layout-cell}} | ||
86 | |||
87 | {{layout-cell}} | ||
88 | \\ | ||
89 | {{/layout-cell}} | ||
90 | {{/layout-section}} | ||
91 | |||
92 | {{layout-section ac:type="two_equal"}} | ||
93 | {{layout-cell}} | ||
94 | \\ | ||
95 | {{/layout-cell}} | ||
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97 | {{layout-cell}} | ||
98 | \\ | ||
99 | {{/layout-cell}} | ||
100 | {{/layout-section}} | ||
101 | |||
102 | {{layout-section ac:type="two_equal"}} | ||
103 | {{layout-cell}} | ||
104 | \\ | ||
105 | {{/layout-cell}} | ||
106 | |||
107 | {{layout-cell}} | ||
108 | \\ | ||
109 | {{/layout-cell}} | ||
110 | {{/layout-section}} | ||
111 | |||
112 | {{layout-section ac:type="two_equal"}} | ||
113 | {{layout-cell}} | ||
114 | \\ | ||
115 | {{/layout-cell}} | ||
116 | |||
117 | {{layout-cell}} | ||
118 | \\ | ||
119 | {{/layout-cell}} | ||
120 | {{/layout-section}} | ||
121 | |||
122 | {{layout-section ac:type="two_equal"}} | ||
123 | {{layout-cell}} | ||
124 | \\ | ||
125 | {{/layout-cell}} | ||
126 | |||
127 | {{layout-cell}} | ||
128 | \\ | ||
129 | {{/layout-cell}} | ||
130 | {{/layout-section}} | ||
131 | |||
132 | {{layout-section ac:type="single"}} | ||
133 | {{layout-cell}} | ||
134 | \\ | ||
135 | {{/layout-cell}} | ||
136 | {{/layout-section}} | ||
137 | {{/layout}} |