Commit 32de76c1 authored by panos's avatar panos

Insert a method in CMSDOutput object to export ScrapQuantity data

parent ac666024
......@@ -145,6 +145,33 @@ class CMSDOutput(object):
continue
return tree
def ScrapQuantity(self,tree,stationId,distDict):
root=tree.getroot()
process=tree.findall('./DataSection/ProcessPlan/Process') #It creates a new variable and using the 'findall' order in XML.ETREE library, this new variable holds all the processes defined in the XML file
for process in process:
process_identifier=process.find('Identifier').text #It creates a new variable that holds the text of the Identifier element in the XML file
if process_identifier==stationId: #It checks using if...elif syntax the value of the process identifier
scrapQuantity=process.find('./Property/Name')
if scrapQuantity.text=='ScrapQuantity':
Distribution=process.get('./Property/Distribution')
Name=process.find('./Property/Distribution/Name')
Name.text=distDict['distributionType']
names,values=self.Distributions(distDict)
DistributionParameterA=process.get('./Property/Distribution/DistributionParameterA')
Name=process.find('./Property/Distribution/DistributionParameterA/Name')
Name.text=str(names[0]) #It changes the text between the Name element tags, putting the name of the distribution's first parameter (e.g. in Normal that will be the mean)
Value=process.find('./Property/Distribution/DistributionParameterA/Value')
Value.text=str(values[0]) #It changes the text between the Value element tags, putting the value of the distribution's first parameter (e.g. in Normal so for mean value that will be 5.0)
DistributionParameterB=process.get('./Property/Distribution/DistributionParameterB')
Name=process.find('./Property/Distribution/DistributionParameterB/Name')
try:
Name.text=str(names[1]) #It changes the text between the Name element tags, putting the name of the distribution's second parameter (e.g. in Normal that will be the standarddeviation)
Value=process.find('./Property/Distribution/DistributionParameterB/Value')
Value.text=str(values[1]) #It changes the text between the Value element tags, putting the value of the distribution's second parameter (e.g. in Normal so for standarddeviation value that will be 1.3)
except IndexError:
continue
return tree
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