Iskra MC320 - Counter Divider (Individual Counter Resolution - Miqen 2.X and Above); Tariff Clock

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SETTINGS
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32 Measuringcentres
–
MC320,MC330,MC350&MC350H‐User’sManua
l
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Counterdivider(IndividualcounterResolution–MiQen2.xandabove)
Thecounterdivideradditionallydefinesprecisionofacertaincounter,accordingtosettingsofcommonenergy
exponent.
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Anexamplefor1kWofconsumedactiveenergyinthefirsttariff:
Commonenergyexponent 0 2 2
Counterdivider 1 1 100
Exam
p
leofresult
,
dis
p
la
y
ed 2.577kWh 0.2577MWh 25.77MWh
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Tariffclock 
Basiccharacteristicsofaprogramtariffclock:
 4tariffs(T1toT4)
 Upto4timespotsineachDayprogramfortariffswitching
 Whichevercombinationofvaliddaysinaweekorholidaysforeachprogram
 Combiningofdaygroups(useofover4timespotsforcertaindaysinaweek)
 Separatesettingsfor4seasonsayear
 Upto20settabledatesforholidays
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OPERATIONOFINTERNALTARIFFCLOCK
TariffstatusisdisplayedintheInfomenu.
ExampleofdisplayforselectedActivetariff:
MainmenuInfoOK
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or or
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Dayprogramsetsupto4timespots(rules)foreachdaygroupinaseasonfortariffswitching.
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Adateofrealtimeclockdefinesanactiveperiod.Anindividualperiodisactivefromtheperiodstartingdateto
thefirstnextdateofthebeginningofotherperiods.
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Theorderofseasonsandstartingdatesisnotimportant,exceptwhentwodatesareequal.Inthatcasethe
seasonwithahighersuccessivenumberhaspriority,whiletheseasonwithalowernumberwillneverbeactive.
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Ifnostartingdateofaseasonisactive,theactiveperiodis1.
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Ifthepresentdateisbeforethefirststartingdateofanyperiod,theperiodisactivewiththelaststartingdate.
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Exampleofsettings:
Season Seasonstartda
y

Season1: 15.02
Season2: 30.10
Season3: ‐
Season4: 01.06
Date Activeseason
01.01.‐14.02. 2
(
lastinthe
y
ear
)

15.02.‐31.05. 1
01.06.‐29.10. 4
30.10.‐31.12. 2
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