En 2015, ONIXEDIT publiait la version 3.1.6 avec la première implantation des colonnes XPATH dans notre outil d'export générique vers fichiers plats et Excel. XPATH est l'acronyme pour "XML Path Language". Le langage XPATH utilise une syntaxe semblable à celle d'un chemin d'accès d'un fichier sur votre ordinateur servant à naviguer les nœuds d'un document XML.
Son introduction dans la version 3.1.6 avait un but précis: fournir une façon d'exporter une valeur spécifique contenue dans une séquence répétitive de composites ONIX. Par exemple, si un titre ONIX dispose de plusieurs enregistrements "SupplyDetail" et que pour chacun, on y retrouve plusieurs prix. La seule façon de pouvoir exporter sans équivoque un prix spécifique d'un fournisseur en particulier est par la définition d'une colonne XPATH dans votre script d'export ONIXEDIT. Considérez l'extrait ONIX suivant:
<SupplyDetail>
<SupplierName>ONIXEDIT</SupplierName>
<ProductAvailability>21</ProductAvailability>
<Price>
<PriceTypeCode>01</PriceTypeCode>
<PriceAmount>6.99</PriceAmount>
<CurrencyCode>CAD</CurrencyCode>
</Price>
<Price>
<PriceTypeCode>01</PriceTypeCode>
<PriceAmount>4.99</PriceAmount>
<CurrencyCode>USD</CurrencyCode>
</Price>
</SupplyDetail>
Si vous souhaitez exporter le prix USD du fournisseur ONIXEDIT, il n'y a qu'une seule façon de l'obtenir à coup sûr, peu importe le nombre de fournisseurs et de prix définis. C'est à l'aide de l'expression XPATH suivante que vous l'obtiendrez:
//Product/SupplyDetail[SupplierName='ONIXEDIT']/Price[CurrencyCode='USD']/PriceAmount
Avec sa nouvelle version 3.4.8, ONIXEDIT propulse l'utilisation du XPATH au sommet des possibilités grâce à l'implantation d'un engin compatible au standard XPATH 3.1. Ainsi, vous pourrez maintenant définir des conditions IF THEN ELSE de même que des boucles FOR pour parcourir les éléments des composites ONIX.
Voici un exemple d'une expression XPATH 3.1 complexe...
Imaginons que vous souhaitiez exporter vers un système extérieur non compatible ONIX, les dimensions de vos livres en utilisant que l'unité de mesure "mm". Vous savez que le langage ONIX supporte les "mm" mais aussi les "cm" et les "in" pour les valeurs hauteur, largeur et épaisseur. Par conséquent, bien qu'improbables, les valeurs suivantes sont tout à fait possibles et valides:
![](data:image/png;base64,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)
Pour vous assurer de n'exporter que des mesures en "mm", vous devrez créer une colonne XPATH pour chaque dimension dans votre script d'export ONIXEDIT. Celle qui suit concerne la hauteur ([MeasureType="01"]):
if(//Product/DescriptiveDetail/Measure[MeasureType="01"]/MeasureUnitCode="mm")
then //Product/DescriptiveDetail/Measure[MeasureType="01"]/Measurement
else if(//Product/DescriptiveDetail/Measure[MeasureType="01"]/MeasureUnitCode="cm")
then (number(//Product/DescriptiveDetail/Measure[MeasureType="01"]/Measurement) * 10)
else if(//Product/DescriptiveDetail/Measure[MeasureType="01"]/MeasureUnitCode="in")
then (number(//Product/DescriptiveDetail/Measure[MeasureType="01"]/Measurement) * 25.4)
else 'INVALID UNIT'
Notez l'utilisation de la fonction "number" pour convertir la chaine de caractères ONIX en son équivalent numérique de manière à pouvoir effectuer une multiplication à l'aide d'un facteur de conversion.
La capture d'écran suivante de notre outil générique d'export démontre le résultat obtenu:
![](data:image/png;base64,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)
Pour plus d'informations sur les expressions XPATH et leur utilisation dans ONIXEDIT, visitez notre manuel d'utilisateur.
Pour tous ceux qui sont nouveaux au merveilleux monde ONIX, inscrivez-vous maintenant à notre site web afin de télécharger votre copie d'essai gratuite d'ONIXEDIT Pro. Vous obtiendrez alors tout ce dont il vous faut pour explorer notre nouvel engin XPATH.
Au plaisir!