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Functions
geometryDiffVisualization Namespace Reference

Functions

def csc_colors
 
def draw_disk
 
def draw_station
 
def draw_wheel
 
def dt_colors
 

Function Documentation

def geometryDiffVisualization.csc_colors (   endcap,
  station,
  ring,
  chamber 
)

Definition at line 10 of file geometryDiffVisualization.py.

References svgfig.rgb().

10 
11 def csc_colors(endcap, station, ring, chamber):
12  return rgb(0.1, 0.9, 0.)
svgfig.rgb
def rgb
Definition: svgfig.py:39
def geometryDiffVisualization.draw_disk (   geom1,
  geom2,
  endcap,
  station,
  filename,
  length_factor = 1.,
  angle_factor = 100.,
  colors = csc_colors,
  template_dir = './' 
)

Definition at line 115 of file geometryDiffVisualization.py.

References funct.cos(), list(), svgfig.pathtoPath(), and funct.sin().

115 
116 def draw_disk(geom1, geom2, endcap, station, filename, length_factor=1., angle_factor=100., colors=csc_colors, template_dir='./'):
117  if station == 1:
118  disk_template = load_svg(template_dir + "disk1_template.svg")
119  if station in (2, 3):
120  disk_template = load_svg(template_dir + "disk23_template.svg")
121  if endcap == 1 and station == 4:
122  disk_template = load_svg(template_dir + "diskp4_template.svg")
123  if endcap == 2 and station == 4:
124  disk_template = load_svg(template_dir + "diskm4_template.svg")
125 
126  scale_factor = 0.233
127 
128  new_boxes = SVG("g")
129 
130  for treeindex, svgitem in disk_template:
131  if isinstance(svgitem, SVG) and "id" in svgitem.attr and svgitem["id"] == "fakecenter":
132  fakecenter = pathtoPath(pathtoPath(svgitem).SVG())
133  sumx = 0.
134  sumy = 0.
135  sum1 = 0.
136  for i, di in enumerate(fakecenter.d):
137  if di[0] in ("M", "L"):
138  sumx += di[1]
139  sumy += di[2]
140  sum1 += 1.
141  originx = sumx/sum1
142  originy = sumy/sum1
143 
144  for treeindex, svgitem in disk_template:
145  if isinstance(svgitem, SVG) and "id" in svgitem.attr and svgitem["id"][:3] == "ME_":
146  m = re.match("ME_([0-9]+)_([0-9]+)", svgitem["id"])
147  if m is None: raise Exception
148 
149  ring, chamber = int(m.group(1)), int(m.group(2))
150  xdiff = scale_factor * length_factor * (geom1.csc[endcap, station, ring, chamber].x - geom2.csc[endcap, station, ring, chamber].x) * signConventions["CSC", endcap, station, ring, chamber][0]
151  ydiff = -scale_factor * length_factor * (geom1.csc[endcap, station, ring, chamber].y - geom2.csc[endcap, station, ring, chamber].y) * signConventions["CSC", endcap, station, ring, chamber][1]
152  phizdiff = -angle_factor * (geom1.csc[endcap, station, ring, chamber].phiz - geom2.csc[endcap, station, ring, chamber].phiz) * signConventions["CSC", endcap, station, ring, chamber][2]
153 
154  svgitem["style"] = "fill:#e1e1e1;fill-opacity:1;stroke:#000000;stroke-width:1.0;stroke-dasharray:1, 1;stroke-dashoffset:0"
155 
156  newBox = pathtoPath(svgitem)
157 
158  # Inkscape outputs wrong SVG: paths are filled with movetos, rather than linetos; this fixes that
159  first = True
160  for i, di in enumerate(newBox.d):
161  if not first and di[0] == "m":
162  di = list(di)
163  di[0] = "l"
164  newBox.d[i] = tuple(di)
165  first = False
166 
167  # convert to absolute coordinates
168  newBox = pathtoPath(newBox.SVG())
169 
170  # find the center of the object
171  sumx = 0.
172  sumy = 0.
173  sum1 = 0.
174  for i, di in enumerate(newBox.d):
175  if di[0] == "L":
176  sumx += di[1]
177  sumy += di[2]
178  sum1 += 1.
179  centerx = sumx/sum1
180  centery = sumy/sum1
181 
182  phipos = atan2(centery - originy, centerx - originx) - pi/2.
183  for i, di in enumerate(newBox.d):
184  if di[0] in ("M", "L"):
185  di = list(di)
186  di[1] += cos(phipos)*xdiff - sin(phipos)*ydiff
187  di[2] += sin(phipos)*xdiff + cos(phipos)*ydiff
188  newBox.d[i] = tuple(di)
189 
190  centerx += cos(phipos)*xdiff - sin(phipos)*ydiff
191  centery += sin(phipos)*xdiff + cos(phipos)*ydiff
192 
193  for i, di in enumerate(newBox.d):
194  if di[0] in ("M", "L"):
195  di = list(di)
196  dispx = cos(phizdiff) * (di[1] - centerx) - sin(phizdiff) * (di[2] - centery)
197  dispy = sin(phizdiff) * (di[1] - centerx) + cos(phizdiff) * (di[2] - centery)
198  di[1] = dispx + centerx
199  di[2] = dispy + centery
200  newBox.d[i] = tuple(di)
201 
202  newBox = newBox.SVG()
203  newBox["style"] = "fill:%s;fill-opacity:0.5;stroke:#000000;stroke-width:1.0;stroke-opacity:1;stroke-dasharray:none" % colors(endcap, station, ring, chamber)
204  newBox["id"] = newBox["id"] + "_moved"
205 
206  new_boxes.append(newBox)
207 
208  for treeindex, svgitem in disk_template:
209  if isinstance(svgitem, SVG) and svgitem.t == "g" and "id" in svgitem.attr and svgitem["id"] == "chambers":
210  svgitem.append(new_boxes)
211 
212  elif isinstance(svgitem, SVG) and "id" in svgitem.attr and svgitem["id"] == "diskx":
213  if endcap == 1: svgitem[0] = "Disk %+d" % station
214  else: svgitem[0] = "Disk %+d" % (-station)
215  svgitem[0] += " (length x%g, angle x%g)" % (length_factor, angle_factor)
216 
217  disk_template.save(filename)
funct::sin
Sin< T >::type sin(const T &t)
Definition: Sin.h:22
svgfig.pathtoPath
def pathtoPath
Definition: svgfig.py:1006
funct::cos
Cos< T >::type cos(const T &t)
Definition: Cos.h:22
colors
Definition: colors.py:1
list
How EventSelector::AcceptEvent() decides whether to accept an event for output otherwise it is excluding the probing of A single or multiple positive and the trigger will pass if any such matching triggers are PASS or EXCEPTION[A criterion thatmatches no triggers at all is detected and causes a throw.] A single negative with an expectation of appropriate bit checking in the decision and the trigger will pass if any such matching triggers are FAIL or EXCEPTION A wildcarded negative criterion that matches more than one trigger in the trigger list("!*","!HLTx*"if it matches 2 triggers or more) will accept the event if all the matching triggers are FAIL.It will reject the event if any of the triggers are PASS or EXCEPTION(this matches the behavior of"!*"before the partial wildcard feature was incorporated).Triggers which are in the READY state are completely ignored.(READY should never be returned since the trigger paths have been run
def geometryDiffVisualization.draw_station (   geom1,
  geom2,
  station,
  filename,
  length_factor = 100.,
  angle_factor = 100.,
  colors = dt_colors,
  template_dir = './' 
)

Definition at line 13 of file geometryDiffVisualization.py.

13 
14 def draw_station(geom1, geom2, station, filename, length_factor=100., angle_factor=100., colors=dt_colors, template_dir='./'):
15  if station == 4:
16  station_template = load_svg(template_dir + "station4_template.svg")
17  else:
18  station_template = load_svg(template_dir + "station_template.svg")
19 
20  if station == 1: x_scale_factor = 1/6.
21  if station == 2: x_scale_factor = 1/7.
22  if station == 3: x_scale_factor = 1/8.5
23  if station == 4: x_scale_factor = 1/10.
24  y_scale_factor = 1/7.
25 
26  # make a new group to put the moved chambers into
27  new_boxes = SVG("g")
28 
29  # loop over the SVG tree, looking for our chambers (by id)
30  for treeindex, svgitem in station_template:
31  if isinstance(svgitem, SVG) and "id" in svgitem.attr and svgitem["id"][:3] == "MB_":
32  m = re.match("MB_([0-9mpz]+)_([0-9]+)", svgitem["id"])
33  if m is None: raise Exception
34 
35  wheel = m.group(1)
36  if wheel == "m2": wheel = -2
37  elif wheel == "m1": wheel = -1
38  elif wheel == "z": wheel = 0
39  elif wheel == "p1": wheel = 1
40  elif wheel == "p2": wheel = 2
41  sector = int(m.group(2))
42 
43  xdiff = x_scale_factor * length_factor * (geom1.dt[wheel, station, sector].x - geom2.dt[wheel, station, sector].x) * signConventions["DT", wheel, station, sector][0]
44  ydiff = -y_scale_factor * length_factor * (geom1.dt[wheel, station, sector].y - geom2.dt[wheel, station, sector].y) * signConventions["DT", wheel, station, sector][1]
45  phizdiff = -angle_factor * (geom1.dt[wheel, station, sector].phiz - geom2.dt[wheel, station, sector].phiz) * signConventions["DT", wheel, station, sector][2]
46 
47  sx = float(svgitem["x"]) + float(svgitem["width"])/2.
48  sy = float(svgitem["y"]) + float(svgitem["height"])/2.
49 
50  svgitem["transform"] = "translate(%g,%g)" % (sx, sy)
51  svgitem["x"] = -float(svgitem["width"])/2.
52  svgitem["y"] = -float(svgitem["height"])/2.
53 
54  svgitem["style"] = "fill:#e1e1e1;fill-opacity:1;stroke:#000000;stroke-width:1.0;stroke-dasharray:1, 1;stroke-dashoffset:0"
55 
56  newBox = svgitem.clone()
57  newBox["transform"] = "translate(%g,%g) rotate(%g) " % (sx + xdiff, sy + ydiff, phizdiff * 180./pi)
58  newBox["style"] = "fill:%s;fill-opacity:0.5;stroke:#000000;stroke-width:1.0;stroke-opacity:1;stroke-dasharray:none" % colors(wheel, station, sector)
59 
60  new_boxes.append(newBox)
61 
62  for treeindex, svgitem in station_template:
63  if isinstance(svgitem, SVG) and svgitem.t == "g" and "id" in svgitem.attr and svgitem["id"] == "chambers":
64  svgitem.append(new_boxes)
65 
66  elif isinstance(svgitem, SVG) and "id" in svgitem.attr and svgitem["id"] == "stationx":
67  svgitem[0] = "Station %d" % station
68  svgitem[0] += " (length x%g, angle x%g)" % (length_factor, angle_factor)
69 
70  station_template.save(filename)
colors
Definition: colors.py:1
def geometryDiffVisualization.draw_wheel (   geom1,
  geom2,
  wheel,
  filename,
  length_factor = 100.,
  angle_factor = 100.,
  colors = dt_colors,
  template_dir = './' 
)

Definition at line 71 of file geometryDiffVisualization.py.

References funct.cos(), and funct.sin().

71 
72 def draw_wheel(geom1, geom2, wheel, filename, length_factor=100., angle_factor=100., colors=dt_colors, template_dir='./'):
73  wheel_template = load_svg(template_dir + "wheel_template.svg")
74 
75  # make a new group to put the moved chambers into
76  new_boxes = SVG("g")
77 
78  # loop over the SVG tree, looking for our chambers (by id)
79  for treeindex, svgitem in wheel_template:
80  if isinstance(svgitem, SVG) and "id" in svgitem.attr and svgitem["id"][:3] == "MB_":
81  m = re.match("MB_([0-9]+)_([0-9]+)", svgitem["id"])
82  if m is None: raise Exception
83 
84  station, sector = int(m.group(1)), int(m.group(2))
85  xdiff = -length_factor * (geom1.dt[wheel, station, sector].x - geom2.dt[wheel, station, sector].x) * signConventions["DT", wheel, station, sector][0]
86  zdiff = length_factor * (geom1.dt[wheel, station, sector].z - geom2.dt[wheel, station, sector].z) * signConventions["DT", wheel, station, sector][2]
87  phiydiff = -angle_factor * (geom1.dt[wheel, station, sector].phiy - geom2.dt[wheel, station, sector].phiy) * signConventions["DT", wheel, station, sector][1]
88 
89  m = re.search("translate\(([0-9\.\-\+eE]+),\s([0-9\.\-\+eE]+)\)\srotate\(([0-9\.\-\+eE]+)\)",svgitem["transform"])
90 
91  tx = float(m.group(1))
92  ty = float(m.group(2))
93  tr = float(m.group(3))
94 
95  newBox = svgitem.clone()
96 
97  svgitem["style"] = "fill:#e1e1e1;fill-opacity:1;stroke:#000000;stroke-width:5.0;stroke-dasharray:1, 1;stroke-dashoffset:0"
98  newBox["style"] = "fill:%s;fill-opacity:0.5;stroke:#000000;stroke-width:5.0;stroke-opacity:1;stroke-dasharray:none" % colors(wheel, station, sector)
99  newBox["id"] = newBox["id"] + "_moved"
100 
101  newBox["transform"] = "translate(%g,%g) rotate(%g)" % (tx - xdiff*cos(tr*pi/180.) + zdiff*sin(tr*pi/180.), ty - xdiff*sin(tr*pi/180.) - zdiff*cos(tr*pi/180.), tr - phiydiff*180./pi)
102 
103  new_boxes.append(newBox)
104 
105  for treeindex, svgitem in wheel_template:
106  if isinstance(svgitem, SVG) and svgitem.t == "g" and "id" in svgitem.attr and svgitem["id"] == "chambers":
107  svgitem.append(new_boxes)
108 
109  elif isinstance(svgitem, SVG) and "id" in svgitem.attr and svgitem["id"] == "wheelx":
110  if wheel == 0: svgitem[0] = "Wheel 0"
111  else: svgitem[0] = "Wheel %+d" % wheel
112  svgitem[0] += " (length x%g, angle x%g)" % (length_factor, angle_factor)
113 
114  wheel_template.save(filename)
funct::sin
Sin< T >::type sin(const T &t)
Definition: Sin.h:22
funct::cos
Cos< T >::type cos(const T &t)
Definition: Cos.h:22
colors
Definition: colors.py:1
def geometryDiffVisualization.dt_colors (   wheel,
  station,
  sector 
)

Definition at line 7 of file geometryDiffVisualization.py.

References svgfig.rgb().

7 
8 def dt_colors(wheel, station, sector):
9  return rgb(0.1, 0.9, 0.)
svgfig.rgb
def rgb
Definition: svgfig.py:39
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