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LOFAR2.0
Grafana Station Dashboards
Commits
ed44efaa
Commit
ed44efaa
authored
2 years ago
by
Hannes Feldt
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Merge branch '
L2SS-979
-create-ccd-dashboard' into 'main'
Add CCD dashboard Closes
L2SS-979
See merge request
!2
parents
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e0dbf9e7
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1 merge request
!2
Add CCD dashboard
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ccd.json
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ed44efaa
{
"__inputs"
:
[
{
"name"
:
"DS_PROMETHEUS"
,
"label"
:
"Prometheus"
,
"description"
:
""
,
"type"
:
"datasource"
,
"pluginId"
:
"prometheus"
,
"pluginName"
:
"Prometheus"
}
],
"__elements"
:
{},
"__requires"
:
[
{
"type"
:
"grafana"
,
"id"
:
"grafana"
,
"name"
:
"Grafana"
,
"version"
:
"9.1.6"
},
{
"type"
:
"panel"
,
"id"
:
"larona-epict-panel"
,
"name"
:
"ePict Panel"
,
"version"
:
"2.0.5"
},
{
"type"
:
"datasource"
,
"id"
:
"prometheus"
,
"name"
:
"Prometheus"
,
"version"
:
"1.0.0"
}
],
"annotations"
:
{
"list"
:
[
{
"builtIn"
:
1
,
"datasource"
:
{
"type"
:
"grafana"
,
"uid"
:
"-- Grafana --"
},
"enable"
:
true
,
"hide"
:
true
,
"iconColor"
:
"rgba(0, 211, 255, 1)"
,
"name"
:
"Annotations & Alerts"
,
"target"
:
{
"limit"
:
100
,
"matchAny"
:
false
,
"tags"
:
[],
"type"
:
"dashboard"
},
"type"
:
"dashboard"
}
]
},
"editable"
:
true
,
"fiscalYearStartMonth"
:
0
,
"graphTooltip"
:
0
,
"id"
:
null
,
"links"
:
[
{
"asDropdown"
:
true
,
"icon"
:
"external link"
,
"includeVars"
:
true
,
"keepTime"
:
true
,
"tags"
:
[
"station"
],
"targetBlank"
:
false
,
"title"
:
"Dashboards"
,
"tooltip"
:
""
,
"type"
:
"dashboards"
,
"url"
:
""
}
],
"liveNow"
:
false
,
"panels"
:
[
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"gridPos"
:
{
"h"
:
20
,
"w"
:
6
,
"x"
:
0
,
"y"
:
0
},
"id"
:
2
,
"options"
:
{
"autoScale"
:
true
,
"bgURL"
:
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"
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"boxes"
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[
{
"angle"
:
0
,
"backgroundColor"
:
"#000000"
,
"blinkHigh"
:
true
,
"blinkLow"
:
false
,
"color"
:
"#ffffff"
,
"colorHigh"
:
"#f00"
,
"colorLow"
:
"#0f0"
,
"colorMedium"
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"#fa1"
,
"colorSymbol"
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false
,
"customSymbol"
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""
,
"decimal"
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"0"
,
"fontSize"
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12
,
"hasBackground"
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true
,
"hasOrb"
:
false
,
"hasSymbol"
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false
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"isUsingThresholds"
:
false
,
"orbHideText"
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false
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"orbLocation"
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"Left"
,
"orbSize"
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10
,
"prefix"
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" FAN:"
,
"prefixSize"
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10
,
"selected"
:
true
,
"serie"
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"CCD_FAN_RPM"
,
"suffix"
:
" rpm "
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"suffixSize"
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"7"
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"symbol"
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""
,
"symbolDefHeight"
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32
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"symbolDefWidth"
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32
,
"symbolHeight"
:
32
,
"symbolHideText"
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false
,
"symbolWidth"
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32
,
"text"
:
"N/A"
,
"thresholds"
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""
,
"url"
:
""
,
"xpos"
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677
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"ypos"
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522
},
{
"angle"
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0
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"backgroundColor"
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"#000000"
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"blinkHigh"
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true
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"blinkLow"
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false
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"color"
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"#ffffff"
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"colorHigh"
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"#f00"
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"colorLow"
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"#0f0"
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"colorMedium"
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"#fa1"
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"colorSymbol"
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false
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"customSymbol"
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""
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"decimal"
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"2"
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"fontSize"
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12
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"hasBackground"
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true
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"hasOrb"
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false
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"hasSymbol"
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false
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"isUsingThresholds"
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false
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"orbHideText"
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false
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"orbLocation"
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"Left"
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"orbSize"
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10
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"prefix"
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" PWR CTRL:"
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"prefixSize"
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10
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"selected"
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false
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"serie"
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"suffix"
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" V "
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"suffixSize"
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10
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"symbol"
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""
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"symbolDefHeight"
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32
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"symbolDefWidth"
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32
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"symbolHeight"
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32
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"symbolHideText"
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false
,
"symbolWidth"
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32
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"text"
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"N/A"
,
"thresholds"
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""
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"url"
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""
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"xpos"
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552
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"ypos"
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577
},
{
"angle"
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0
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"backgroundColor"
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"#000000"
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"blinkHigh"
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true
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"blinkLow"
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false
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"color"
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"#fff"
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"colorHigh"
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"colorLow"
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"#0f0"
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"colorMedium"
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"#fa1"
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"colorSymbol"
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false
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"customSymbol"
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""
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"decimal"
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"2"
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"fontSize"
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12
,
"hasBackground"
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true
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"hasOrb"
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false
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"hasSymbol"
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false
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"isUsingThresholds"
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false
,
"orbHideText"
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false
,
"orbLocation"
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"Left"
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"orbSize"
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10
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"prefix"
:
" PPS INPUT:"
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"prefixSize"
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10
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"selected"
:
false
,
"serie"
:
"CCD_PWR_PPS_INPUT_3V3"
,
"suffix"
:
" V "
,
"suffixSize"
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10
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"symbol"
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""
,
"symbolDefHeight"
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32
,
"symbolDefWidth"
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32
,
"symbolHeight"
:
32
,
"symbolHideText"
:
false
,
"symbolWidth"
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32
,
"text"
:
"N/A"
,
"thresholds"
:
""
,
"url"
:
""
,
"xpos"
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330
,
"ypos"
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611
},
{
"angle"
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0
,
"backgroundColor"
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"#000000"
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"blinkHigh"
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false
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"blinkLow"
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true
,
"color"
:
"#fff"
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"colorHigh"
:
"#73BF69"
,
"colorLow"
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"#F2495C"
,
"colorMedium"
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"#F2495C"
,
"colorSymbol"
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true
,
"customSymbol"
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""
,
"decimal"
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0
,
"fontSize"
:
"12"
,
"hasBackground"
:
true
,
"hasOrb"
:
true
,
"hasSymbol"
:
false
,
"isUsingThresholds"
:
true
,
"orbHideText"
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false
,
"orbLocation"
:
"Right"
,
"orbSize"
:
"14"
,
"prefix"
:
" PPS good: "
,
"prefixSize"
:
10
,
"selected"
:
false
,
"serie"
:
"CCD_INPUT_PPS_good"
,
"suffix"
:
""
,
"suffixSize"
:
10
,
"symbol"
:
""
,
"symbolDefHeight"
:
32
,
"symbolDefWidth"
:
32
,
"symbolHeight"
:
32
,
"symbolHideText"
:
true
,
"symbolWidth"
:
32
,
"text"
:
"N/A"
,
"thresholds"
:
"0,1"
,
"url"
:
""
,
"xpos"
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394
,
"ypos"
:
640
},
{
"angle"
:
0
,
"backgroundColor"
:
"#000000"
,
"blinkHigh"
:
false
,
"blinkLow"
:
true
,
"color"
:
"#fff"
,
"colorHigh"
:
"#73BF69"
,
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, name=
\"
CCD_PWR_PPS_INPUT_3V3_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PWR_PPS_INPUT_3V3"
,
"range"
:
true
,
"refId"
:
"CCD_PWR_PPS_INPUT_3V3"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_INPUT_PPS_good_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_INPUT_PPS_good"
,
"range"
:
true
,
"refId"
:
"CCD_INPUT_PPS_good"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_INPUT_10MHz_good_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_INPUT_10MHz_good"
,
"range"
:
true
,
"refId"
:
"CCD_INPUT_10MHz_good"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PWR_CLK_INPUT_3V3_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PWR_CLK_INPUT_3V3"
,
"range"
:
true
,
"refId"
:
"CCD_PWR_CLK_INPUT_3V3"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PWR_CLK_DIST_3V3_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PWR_CLK_DIST_3V3"
,
"range"
:
true
,
"refId"
:
"CCD_PWR_CLK_DIST_3V3"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PWR_PPS_OUTPUT_3V3_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PWR_PPS_OUTPUT_3V3"
,
"range"
:
true
,
"refId"
:
"CCD_PWR_PPS_OUTPUT_3V3"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_TEMP_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_TEMP"
,
"range"
:
true
,
"refId"
:
"CCD_TEMP"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PCB_ID_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PCB_ID"
,
"range"
:
true
,
"refId"
:
"CCD_PCB_ID"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PCB_version_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PCB_version"
,
"range"
:
true
,
"refId"
:
"CCD_PCB_version"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PCB_number_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PCB_number"
,
"range"
:
true
,
"refId"
:
"CCD_PCB_number"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PLL_locked_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PLL_locked"
,
"range"
:
true
,
"refId"
:
"CCD_PLL_locked"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PWR_PLL_INPUT_3V3_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PWR_PLL_INPUT_3V3"
,
"range"
:
true
,
"refId"
:
"CCD_PWR_PLL_INPUT_3V3"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_PWR_OCXO_INPUT_3V3_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_PWR_OCXO_INPUT_3V3"
,
"range"
:
true
,
"refId"
:
"CCD_PWR_OCXO_INPUT_3V3"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_loss_lock_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_loss_lock"
,
"range"
:
true
,
"refId"
:
"CCD_loss_lock"
},
{
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"editorMode"
:
"code"
,
"expr"
:
"device_attribute{host=
\"
$station
\"
,device=
\"
stat/ccd/1
\"
, name=
\"
CCD_clear_lock_R
\"
}"
,
"hide"
:
false
,
"legendFormat"
:
"CCD_clear_lock"
,
"range"
:
true
,
"refId"
:
"CCD_clear_lock"
}
],
"title"
:
"CCD"
,
"type"
:
"larona-epict-panel"
}
],
"schemaVersion"
:
37
,
"style"
:
"dark"
,
"tags"
:
[
"station"
],
"templating"
:
{
"list"
:
[
{
"current"
:
{},
"datasource"
:
{
"type"
:
"prometheus"
,
"uid"
:
"${DS_PROMETHEUS}"
},
"definition"
:
"scrape_series_added
\n
"
,
"hide"
:
0
,
"includeAll"
:
false
,
"label"
:
"Station"
,
"multi"
:
false
,
"name"
:
"station"
,
"options"
:
[],
"query"
:
{
"query"
:
"scrape_series_added
\n
"
,
"refId"
:
"StandardVariableQuery"
},
"refresh"
:
1
,
"regex"
:
"/.*host=
\"
(?<text>[^
\"
]*)
\"
.*/"
,
"skipUrlSync"
:
false
,
"sort"
:
1
,
"type"
:
"query"
}
]
},
"time"
:
{
"from"
:
"now-30d"
,
"to"
:
"now"
},
"timepicker"
:
{},
"timezone"
:
""
,
"title"
:
"CCD"
,
"uid"
:
"H1de0JV4z"
,
"version"
:
15
,
"weekStart"
:
""
}
\ No newline at end of file
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