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CLSRestore.m @ 4

Last change on this file since 4 was 4, checked in by zhangj, 10 years ago
Initial import--MML version from SOLEIL@2013
File size: 13.6 KB

Line
1	%system parameter save file
2	%timestamp: 22-Mar-2002 08:08:08
3	%comment: Save System
4
5	ad=getad;
6	filetype = 'RESTORE'; %check to see if correct file type
7	sys.machine='CLS'; %machine for control
8	sys.datamode = 'REAL'; %raw or real (for real: (1)response matrix multiplied by bpm gains, (2) BPM reads have gain, offset
9	sys.mode='SIMULATOR'; %online or simulator
10	sys.bpmode='CanadianLightSource'; %BPM system mode
11	sys.bpmslp=0.1; %BPM sleep time in sec
12	sys.plane=1; %plane (1=horizontal 2=vertical)
13	sys.globalperiod = 2.0; %BPM sleep time in sec
14	sys.silverperiod = 2.0; %BPM sleep time in sec
15	sys.algo = 'SVD'; %fitting algorithm
16	sys.pbpm = 0; %use of photon BPMs
17	sys.filpath = ad.Directory.Orbit; %file path in MATLAB
18	sys.reffil = [sys.filpath 'sp3silver.dat']; %reference orbit file
19	sys.respfiledir = ad.Directory.OpsData; %response matrix directory
20	sys.respfilename = ad.OpsData.BPMRespFile; %response matrix file
21	sys.etafil = [sys.filpath 'etadata.m']; %dispersion file
22	sys.relative = 1; %relative or absolute BPM plot 1=absolute, 2=relative
23	sys.fdbk = 0; %no feedback
24	sys.abort = 0; %reset abort flag
25	sys.mxs = 180; %maximum ring circumference
26	sys.xlimax = 180; %abcissa plot limit
27	sys.mxphi(1) = 8; %maximum horizontal phase advance
28	sys.mxphi(2) = 4; %maximum vertical phase advance
29	sys.xscale = 'meter'; %abcissa plotting mode (meter or phase)
30
31	%=== HORIZONTAL DATA ===
32	bpm(1).dev = 10; %maximum orbit deviation
33	bpm(1).drf = 0; %dispersion component zero
34	bpm(1).id = 5; %BPM selection
35	bpm(1).scalemode= 0; %BPM scale mode 0=manual mode, 1=autoscale
36	bpm(1).ylim = 5; %BPM vertical axis scale
37	cor(1).fract = 1.0; %fraction of correctors
38	cor(1).id=1; %COR selection
39	cor(1).scalemode=0; %COR scale mode 0=manual mode, 1=autoscale
40	cor(1).ylim=10; %COR horizontal axis scale (amp)
41	rsp(1).disp = 'off'; %mode for matrix column display
42	rsp(1).eig = 'off'; %mode for eigenvector display
43	rsp(1).fit = 0; %valid fit flag
44	rsp(1).rfflag = 0; %rf fitting flag
45	rsp(1).etaflag = 0; %dispersion fitting flag
46	rsp(1).savflag = 0; %save solution flag
47	rsp(1).nsvd = 25; %number of singular values
48	rsp(1).svdtol = 0; %svd tolerance (0 uses number of singular values)
49	rsp(1).nsvdmx = 1; %default maximum number of singular values
50
51	%BPM data: name, index, fit (0/1), weight etaweight
52	bpmx={
53	{ '1BP1 ' 1 1 1.000 0.000}
54	{ '1BP2 ' 2 1 1.000 0.000}
55	{ '1BP3 ' 3 1 1.000 0.000}
56	{ '1BP4 ' 4 1 1.000 0.000}
57	{ '2BP1 ' 5 1 1.000 0.000}
58	{ '2BP2 ' 6 1 1.000 0.000}
59	{ '2BP3 ' 7 1 1.000 0.000}
60	{ '2BP4 ' 8 1 1.000 0.000}
61	{ '3BP1 ' 9 1 1.000 0.000}
62	{ '3BP2 ' 10 1 1.000 0.000}
63	{ '3BP3 ' 11 1 1.000 0.000}
64	{ '3BP4 ' 12 1 1.000 0.000}
65	{ '4BP1 ' 13 1 1.000 0.000}
66	{ '4BP2 ' 14 1 1.000 0.000}
67	{ '4BP3 ' 15 1 1.000 0.000}
68	{ '4BP4 ' 16 1 1.000 0.000}
69	{ '5BP1 ' 17 1 1.000 0.000}
70	{ '5BP2 ' 18 1 1.000 0.000}
71	{ '5BP3 ' 19 1 1.000 0.000}
72	{ '5BP4 ' 20 1 1.000 0.000}
73	{ '6BP1 ' 21 1 1.000 0.000}
74	{ '6BP2 ' 22 1 1.000 0.000}
75	{ '6BP3 ' 23 1 1.000 0.000}
76	{ '6BP4 ' 24 1 1.000 0.000}
77	{ '7BP1 ' 25 1 1.000 0.000}
78	{ '7BP2 ' 26 1 1.000 0.000}
79	{ '7BP3 ' 27 1 1.000 0.000}
80	{ '7BP4 ' 28 1 1.000 0.000}
81	{ '8BP1 ' 29 1 1.000 0.000}
82	{ '8BP2 ' 30 1 1.000 0.000}
83	{ '8BP3 ' 31 1 1.000 0.000}
84	{ '8BP4 ' 32 1 1.000 0.000}
85	{ '9BP1 ' 33 1 1.000 0.000}
86	{ '9BP2 ' 34 1 1.000 0.000}
87	{ '9BP3 ' 35 1 1.000 0.000}
88	{ '9BP4 ' 36 1 1.000 0.000}
89	{ '10BP1 ' 37 1 1.000 0.000}
90	{ '10BP2 ' 38 1 1.000 0.000}
91	{ '10BP3 ' 39 1 1.000 0.000}
92	{ '10BP4 ' 40 1 1.000 0.000}
93	{ '11BP1 ' 41 1 1.000 0.000}
94	{ '11BP2 ' 42 1 1.000 0.000}
95	{ '11BP3 ' 43 1 1.000 0.000}
96	{ '11BP4 ' 44 1 1.000 0.000}
97	{ '12BP1 ' 45 1 1.000 0.000}
98	{ '12BP2 ' 46 1 1.000 0.000}
99	{ '12BP3 ' 47 1 1.000 0.000}
100	{ '12BP4 ' 48 1 1.000 0.000}
101	};
102
103	%COR data: name, index, fit (0/1), weight, limit, ebpm, pbpm
104	corx={
105	{'1CX1 ' 1 1 1.0 30 1.5 0.0 }
106	{'1CX2 ' 2 1 1.0 30 1.5 0.0 }
107	{'1CX3 ' 3 1 1.0 30 1.5 0.0 }
108	{'1CX4 ' 4 1 1.0 30 1.5 0.0 }
109	{'2CX1 ' 5 1 1.0 30 1.5 0.0 }
110	{'2CX2 ' 6 1 1.0 30 1.5 0.0 }
111	{'2CX3 ' 7 1 1.0 30 1.5 0.0 }
112	{'2CX4 ' 8 1 1.0 30 1.5 0.0 }
113	{'3CX1 ' 9 1 1.0 30 1.5 0.0 }
114	{'3CX2 ' 10 1 1.0 30 1.5 0.0 }
115	{'3CX3 ' 11 1 1.0 30 1.5 0.0 }
116	{'3CX4 ' 12 1 1.0 30 1.5 0.0 }
117	{'4CX1 ' 13 1 1.0 30 1.5 0.0 }
118	{'4CX2 ' 14 1 1.0 30 1.5 0.0 }
119	{'4CX3 ' 15 1 1.0 30 1.5 0.0 }
120	{'4CX4 ' 16 1 1.0 30 1.5 0.0 }
121	{'5CX1 ' 17 1 1.0 30 1.5 0.0 }
122	{'5CX2 ' 18 1 1.0 30 1.5 0.0 }
123	{'5CX3 ' 19 1 1.0 30 1.5 0.0 }
124	{'5CX4 ' 20 1 1.0 30 1.5 0.0 }
125	{'6CX1 ' 21 1 1.0 30 1.5 0.0 }
126	{'6CX2 ' 22 1 1.0 30 1.5 0.0 }
127	{'6CX3 ' 23 1 1.0 30 1.5 0.0 }
128	{'6CX4 ' 24 1 1.0 30 1.5 0.0 }
129	{'7CX1 ' 25 1 1.0 30 1.5 0.0 }
130	{'7CX2 ' 26 1 1.0 30 1.5 0.0 }
131	{'7CX3 ' 27 1 1.0 30 1.5 0.0 }
132	{'7CX4 ' 28 1 1.0 30 1.5 0.0 }
133	{'8CX1 ' 29 1 1.0 30 1.5 0.0 }
134	{'8CX2 ' 30 1 1.0 30 1.5 0.0 }
135	{'8CX3 ' 31 1 1.0 30 1.5 0.0 }
136	{'8CX4 ' 32 1 1.0 30 1.5 0.0 }
137	{'9CX1 ' 33 1 1.0 30 1.5 0.0 }
138	{'9CX2 ' 34 1 1.0 30 1.5 0.0 }
139	{'9CX3 ' 35 1 1.0 30 1.5 0.0 }
140	{'9CX4 ' 36 1 1.0 30 1.5 0.0 }
141	{'10CX1 ' 37 1 1.0 30 1.5 0.0 }
142	{'10CX2 ' 38 1 1.0 30 1.5 0.0 }
143	{'10CX3 ' 39 1 1.0 30 1.5 0.0 }
144	{'10CX4 ' 40 1 1.0 30 1.5 0.0 }
145	{'11CX1 ' 41 1 1.0 30 1.5 0.0 }
146	{'11CX2 ' 42 1 1.0 30 1.5 0.0 }
147	{'11CX3 ' 43 1 1.0 30 1.5 0.0 }
148	{'11CX4 ' 44 1 1.0 30 1.5 0.0 }
149	{'12CX1 ' 45 1 1.0 30 1.5 0.0 }
150	{'12CX2 ' 46 1 1.0 30 1.5 0.0 }
151	{'12CX3 ' 47 1 1.0 30 1.5 0.0 }
152	{'12CX4 ' 48 1 1.0 30 1.5 0.0 }
153	};
154
155	%=== VERTICAL DATA ===
156	bpm(2).dev=10; %maximum orbit deviation
157	bpm(2).drf=0; %dispersion component zero
158	bpm(2).id=1; %BPM selection
159	bpm(2).scalemode=0; %BPM scale mode 0=manual mode, 1=autoscale
160	bpm(2).ylim=5; %BPM vertical axis scale
161	cor(2).fract=0.7; %fraction of correctors
162	cor(2).id=1; %COR selection
163	cor(2).scalemode=0; %COR scale mode 0=manual mode, 1=autoscale
164	cor(2).ylim=10; %COR vertical axis scale (amp)
165	rsp(2).disp ='off'; %mode for matrix column display
166	rsp(2).eig ='off'; %mode for eigenvector display
167	rsp(2).fit =0; %valid fit flag
168	rsp(2).rfflag=0; %rf fitting flag
169	rsp(2).etaflag=0; %dispersion fitting flag
170	rsp(2).savflag=0; %save solution flag
171	rsp(2).nsvd=20; %number of singular values
172	rsp(2).svdtol=0; %svd tolerance (0 uses number of singular values)
173	rsp(2).nsvdmx=1; %default maximum number of singular values
174
175	%BPM data: name, index, fit (0/1), weight
176	bpmy={
177	{ '1BP1 ' 1 1 1.000 0.000}
178	{ '1BP2 ' 2 1 1.000 0.000}
179	{ '1BP3 ' 3 1 1.000 0.000}
180	{ '1BP4 ' 4 1 1.000 0.000}
181	{ '2BP1 ' 5 1 1.000 0.000}
182	{ '2BP2 ' 6 1 1.000 0.000}
183	{ '2BP3 ' 7 1 1.000 0.000}
184	{ '2BP4 ' 8 1 1.000 0.000}
185	{ '3BP1 ' 9 1 1.000 0.000}
186	{ '3BP2 ' 10 1 1.000 0.000}
187	{ '3BP3 ' 11 1 1.000 0.000}
188	{ '3BP4 ' 12 1 1.000 0.000}
189	{ '4BP1 ' 13 1 1.000 0.000}
190	{ '4BP2 ' 14 1 1.000 0.000}
191	{ '4BP3 ' 15 1 1.000 0.000}
192	{ '4BP4 ' 16 1 1.000 0.000}
193	{ '5BP1 ' 17 1 1.000 0.000}
194	{ '5BP2 ' 18 1 1.000 0.000}
195	{ '5BP3 ' 19 1 1.000 0.000}
196	{ '5BP4 ' 20 1 1.000 0.000}
197	{ '6BP1 ' 21 1 1.000 0.000}
198	{ '6BP2 ' 22 1 1.000 0.000}
199	{ '6BP3 ' 23 1 1.000 0.000}
200	{ '6BP4 ' 24 1 1.000 0.000}
201	{ '7BP1 ' 25 1 1.000 0.000}
202	{ '7BP2 ' 26 1 1.000 0.000}
203	{ '7BP3 ' 27 1 1.000 0.000}
204	{ '7BP4 ' 28 1 1.000 0.000}
205	{ '8BP1 ' 29 1 1.000 0.000}
206	{ '8BP2 ' 30 1 1.000 0.000}
207	{ '8BP3 ' 31 1 1.000 0.000}
208	{ '8BP4 ' 32 1 1.000 0.000}
209	{ '9BP1 ' 33 1 1.000 0.000}
210	{ '9BP2 ' 34 1 1.000 0.000}
211	{ '9BP3 ' 35 1 1.000 0.000}
212	{ '9BP4 ' 36 1 1.000 0.000}
213	{ '10BP1 ' 37 1 1.000 0.000}
214	{ '10BP2 ' 38 1 1.000 0.000}
215	{ '10BP3 ' 39 1 1.000 0.000}
216	{ '10BP4 ' 40 1 1.000 0.000}
217	{ '11BP1 ' 41 1 1.000 0.000}
218	{ '11BP2 ' 42 1 1.000 0.000}
219	{ '11BP3 ' 43 1 1.000 0.000}
220	{ '11BP4 ' 44 1 1.000 0.000}
221	{ '12BP1 ' 45 1 1.000 0.000}
222	{ '12BP2 ' 46 1 1.000 0.000}
223	{ '12BP3 ' 47 1 1.000 0.000}
224	{ '12BP4 ' 48 1 1.000 0.000}
225	};
226
227	%COR data: name, index, fit (0/1), weight, limit, ebpm, pbpm
228	cory={
229	{'1CY1 ' 1 1 1.0 30 1.5 0.0 }
230	{'1CY2 ' 2 1 1.0 30 1.5 0.0 }
231	{'1CY3 ' 3 1 1.0 30 1.5 0.0 }
232	{'1CY4 ' 4 1 1.0 30 1.5 0.0 }
233	{'2CY1 ' 5 1 1.0 30 1.5 0.0 }
234	{'2CY2 ' 6 1 1.0 30 1.5 0.0 }
235	{'2CY3 ' 7 1 1.0 30 1.5 0.0 }
236	{'2CY4 ' 8 1 1.0 30 1.5 0.0 }
237	{'3CY1 ' 9 1 1.0 30 1.5 0.0 }
238	{'3CY2 ' 10 1 1.0 30 1.5 0.0 }
239	{'3CY3 ' 11 1 1.0 30 1.5 0.0 }
240	{'3CY4 ' 12 1 1.0 30 1.5 0.0 }
241	{'4CY1 ' 13 1 1.0 30 1.5 0.0 }
242	{'4CY2 ' 14 1 1.0 30 1.5 0.0 }
243	{'4CY3 ' 15 1 1.0 30 1.5 0.0 }
244	{'4CY4 ' 16 1 1.0 30 1.5 0.0 }
245	{'5CY1 ' 17 1 1.0 30 1.5 0.0 }
246	{'5CY2 ' 18 1 1.0 30 1.5 0.0 }
247	{'5CY3 ' 19 1 1.0 30 1.5 0.0 }
248	{'5CY4 ' 20 1 1.0 30 1.5 0.0 }
249	{'6CY1 ' 21 1 1.0 30 1.5 0.0 }
250	{'6CY2 ' 22 1 1.0 30 1.5 0.0 }
251	{'6CY3 ' 23 1 1.0 30 1.5 0.0 }
252	{'6CY4 ' 24 1 1.0 30 1.5 0.0 }
253	{'7CY1 ' 25 1 1.0 30 1.5 0.0 }
254	{'7CY2 ' 26 1 1.0 30 1.5 0.0 }
255	{'7CY3 ' 27 1 1.0 30 1.5 0.0 }
256	{'7CY4 ' 28 1 1.0 30 1.5 0.0 }
257	{'8CY1 ' 29 1 1.0 30 1.5 0.0 }
258	{'8CY2 ' 30 1 1.0 30 1.5 0.0 }
259	{'8CY3 ' 31 1 1.0 30 1.5 0.0 }
260	{'8CY4 ' 32 1 1.0 30 1.5 0.0 }
261	{'9CY1 ' 33 1 1.0 30 1.5 0.0 }
262	{'9CY2 ' 34 1 1.0 30 1.5 0.0 }
263	{'9CY3 ' 35 1 1.0 30 1.5 0.0 }
264	{'9CY4 ' 36 1 1.0 30 1.5 0.0 }
265	{'10CY1 ' 37 1 1.0 30 1.5 0.0 }
266	{'10CY2 ' 38 1 1.0 30 1.5 0.0 }
267	{'10CY3 ' 39 1 1.0 30 1.5 0.0 }
268	{'10CY4 ' 40 1 1.0 30 1.5 0.0 }
269	{'11CY1 ' 41 1 1.0 30 1.5 0.0 }
270	{'11CY2 ' 42 1 1.0 30 1.5 0.0 }
271	{'11CY3 ' 43 1 1.0 30 1.5 0.0 }
272	{'11CY4 ' 44 1 1.0 30 1.5 0.0 }
273	{'12CY1 ' 45 1 1.0 30 1.5 0.0 }
274	{'12CY2 ' 46 1 1.0 30 1.5 0.0 }
275	{'12CY3 ' 47 1 1.0 30 1.5 0.0 }
276	{'12CY4 ' 48 1 1.0 30 1.5 0.0 }
277	};
278
279	%BL data: name, index, fit, weight
280	bly={
281	{ 'BL1 ' 1 0 100.000 }
282	{ 'BL2 ' 2 0 100.000 }
283	{ 'BL3 ' 3 0 100.000 }
284	{ 'BL4 ' 4 0 100.000 }
285	{ 'BL5 ' 5 0 100.000 }
286	{ 'BL6 ' 6 0 100.000 }
287	{ 'BL7 ' 7 0 100.000 }
288	{ 'BL8 ' 8 0 100.000 }
289	{ 'BL9 ' 9 0 100.000 }
290	{ 'BL10' 10 0 100.000 }
291	{ 'BL11' 11 0 100.000 }
292	};
293

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source: MML/trunk/applications/orbit/cls/CLSRestore.m @ 4

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