ΠΑ1.1 Προδιαγραφές ανάπτυξης Διαδικτυακού ΣΓΠ για τη Διεύθυνση Υδάτων
|
|
- Θεοφάνια Αλεξόπουλος
- 8 χρόνια πριν
- Προβολές:
Transcript
1 "Προστασία και Ανόρθωση Υδατικών και Δασικών Πόρων Νομού Ροδόπης" Δράση 1 Ε1.1 Σχεδιασμός διαδικτυακών Συστημάτων Γεωγραφικών Πληροφοριών (ΣΓΠ) για τη Διεύθυνση Υδάτων και για τη Διεύθυνση Δασών ΠΑ1.1 Προδιαγραφές ανάπτυξης Διαδικτυακού ΣΓΠ για τη Διεύθυνση Υδάτων PA1.1 Specifications fo the development of a web GIS fo the Wate Diectoate Αποστολάκης Αντώνης Θεσσαλονίκη, 2011
2 Η παρούσα μελέτη εκπονήθηκε από το Ελληνικό Κέντρο Βιοτόπων-Υγροτόπων (ΕΚΒΥ) στο πλαίσιο της Δράσης 1 του έργου «Προστασία και Ανόρθωση Υδατικών και Δασικών Πόρων Νομού Ροδόπης», που υλοποιείται από την Περιφέρεια Ανατολικής Μακεδονίας και Θράκης, με τη συνεργασία του Περιφερειακού Ταμείου Ανάπτυξης Ανατολικής Μακεδονίας και Θράκης, του Φορέα Διαχείρισης Δέλτα Νέστου Βιστωνίδας - Ισμαρίδας και του Ελληνικού Κέντρου Βιοτόπων- Υγροτόπων (ΕΚΒΥ). Το έργο χρηματοδοτείται σε ποσοστό 50% από το Χρηματοδοτικό Μέσο Χωρών του Ενιαίου Οικονομικού Χώρου και σε ποσοστό 50% από το Πρόγραμμα Δημοσίων Επενδύσεων (ΠΔΕ) (εθνικούς πόρους). The pesent study has been pepaed by the Geek Biotope/Wetland Cente in the famewok of Action 1 of the poject "Potection and Rehabilitation of wate and foest esouces of the Pefectue of Rodopi", which is implemented by The Region of East Macedonia - Thace (REMTH) in collaboation with The Regional Development Fund of East Macedonia Thace, The Management Body of the Delta of Nestos Vistonida - Ismaida, and The Goulandis Natual Histoy Museum / Geek Biotope- Wetland Cente (EKBY). It is co-financed by 50% fom the EEA Financial Mechanism fo the peiod and by 50% fom the Public Investments Pogam (national funds). Ως πλήρης αναφορά της παρούσας μελέτης προτείνεται: Αποστολάκης, Αντώνης Προδιαγραφές ανάπτυξης Διαδικτυακού ΣΓΠ για τη Διεύθυνση Υδάτων. Ελληνικό Κέντρο Βιοτόπων Υγροτόπων (ΕΚΒΥ). Θέρμη. 77 σελ. This document may be cited as follows: Apostolakis, Antonis Specifications fo the development of a web GIS fo the Wate Diectoate. Geek Biotope-Wetland Cente. Themi, Geece 77 p.
3 ΠΑ1.1 Προδιαγραφές ανάπτυξης Διαδικτυακού ΣΓΠ για τη Διεύθυνση Υδάτων ΤΙΤΛΟΣ / TITLE ΠΑ1.1 Προδιαγραφές ανάπτυξης Διαδικτυακού ΣΓΠ για τη Διεύθυνση Υδάτων / PA1.1 Specifications fo the development of a web GIS fo the Wate Diectoate ΣΥΓΓΡΑΦΕΑΣ / EDITOR Αντώνης Αποστολάκης, ΕΚΒΥ / Antonis Apostolakis, EKBY ΗΜΕΡΟΜΗΝΙΑ / DATE Απρίλιος 2011 / Apil 2011 ΟΝΟΜΑ ΑΡΧΕΙΟΥ / IDENTIFIER PA1_1_WebGIS_Wate_Specs.pdf ΓΛΩΣΣΑ / LANGUAGE Ελ / El
4 ΠΕΡΙΕΧΟΜΕΝΑ 1. ΕΙΣΑΓΩΓΗ ΠΡΟΔΙΑΓΡΑΦΕΣ ΑΝΑΠΤΥΞΗΣ ΔΙΑΔΙΚΤΥΑΚΟΥ ΣΓΠ ΔΙΕΥΘΥΝΣΗΣ ΥΔΑΤΩΝ Προδιαγραφές μοντέλου δεδομένων υδατικών πόρων Λεκάνες Απορροής...3 Featue Class 'hypbasins'...3 Index...3 Geneal desciption...3 Fields...4 Dependent Object Class 'hypbasins_name'...10 Dependent Object Class 'hypbasins_hyid'...10 Dependent Object Class 'hypbasins_elhyobj'...11 Relationship table 'hypbasin_containsss' Ποτάμια...12 Featue Class 'hypsufacewatel'...12 Index...12 Geneal desciption...13 Fields...13 Dependent Object Class 'hypsufacewatel_name'...27 Dependent Object Class 'hypsufacewatel_hyid'...27 Dependent Object Class 'hypsufacewatel_elhyobj'...28 Relationship table 'hypsufacewate_dainsbasinls'...29 Relationship table 'hypsufacewate_neighboulp'...29 Relationship table 'hypsufacewate_neighboull'...30 Relationship table 'hypsufacewate_neighbouls'...30 Relationship table 'hypsufacewate_bankls' Πηγάδια...31 Featue Class 'hypsufacewatep'...31 Index...31 Geneal desciption...31 Fields...32 Dependent Object Class 'hypsufacewatep_name'...46 Dependent Object Class 'hypsufacewatep_hyid'...47 Dependent Object Class 'hypsufacewatep_elhyobj'...47 Relationship table 'hypsufacewate_dainsbasinps'...48 Relationship table 'hypsufacewate_neighboupp'...48 Relationship table 'hypsufacewate_neighboupl'...49 Relationship table 'hypsufacewate_neighboups'...49 Relationship table 'hypsufacewate_bankps' Επιφανειακά Υδατα...50 Featue Class 'hypsufacewates'...50 Index...50 Geneal desciption...50 Fields...51 Dependent Object Class 'hypsufacewates_name'...65 Dependent Object Class 'hypsufacewates_hyid'...66 Dependent Object Class 'hypsufacewates_elhyobj'...67 Relationship table 'hypsufacewate_dainsbasinss'...67
5 Relationship table 'hypsufacewate_neighbousp'...68 Relationship table 'hypsufacewate_neighbousl'...68 Relationship table 'hypsufacewate_neighbouss'...68 Relationship table 'hypsufacewate_bankss' Εισαγωγή δεδομένων από το δίκτυο των σταθμών παρακολούθησης ΤΕΧΝΙΚΕΣ ΠΡΟΔΙΑΓΡΑΦΕΣ ΣΥΣΤΗΜΑΤΟΣ Προδιαγραφές λογισμικού Λειτουργικό σύστημα Βασικό Σύστημα Γεωγραφικών Πληροφοριών Σύστημα Γεωγραφικών Πληροφοριών για άμεση διάθεση GIS δεδομένων, κατά τα πρότυπα potal (GIS Data Potal) Σύστημα Γεωγραφικών Πληροφοριών για δημιουργία και επεξεργασία κυψελωτών (aste) δεδομένων Σύστημα Γεωγραφικών Πληροφοριών με τις εξής κατ ελάχιστον δυνατότητες μετατροπής διαφορετικών μορφών GIS δεδομένων Σύστημα Γεωγραφικών Πληροφοριών με τις εξής κατ ελάχιστον δυνατότητες συλλογής, διαχείρισης και μετατροπής δεδομένων σε επίπεδο GIS πληροφοριών Προδιαγραφές εξοπλισμού υλισμικού (hadwae) Σταθμός εργασίας (wokstation) Προδιαγραφές ασφάλειας Λογισμικό λήψης εφεδρικών αντιγράφων Λογισμικό αντιικής προστασίας Προδιαγραφές συνδεσιμότητας με εσωτερικό δίκτυο και διαδίκτυο...76 ΒΙΒΛΙΟΓΡΑΦΙΑ
6 1. ΕΙΣΑΓΩΓΗ Το παρόν κείμενο αποτελεί τον σχεδιασμό ενός Διαδικτυακού Συστήματος Γεωγραφικών Πληροφοριών (ΣΓΠ) για την οργάνωση των γεωχωρικών και περιγραφικών δεδομένων που παράγει, συντηρεί και διαχειρίζεται η Διεύθυνση Υδάτων της Περιφέρειας Ανατολικής Μακεδονίας - Θράκης (Π.Α.Μ.Θ.), και που σχετίζονται με τη διαχείριση των υδατικών πόρων του νομού. Yλοποιείται στο πλαίσιο της Δράσης 1 του έργου "Προστασία και Ανόρθωση Υδατικών και Δασικών Πόρων Νομού Ροδόπης", το οποίο εκτελείται με χρηματοδότηση από τον Ευρωπαϊκό Οικονομικό Χώρο (EEA Gants) και την Ελληνική Κυβέρνηση, με Φορέα Υλοποίησης την Αποκεντρωμένη Διοίκηση Μακεδονίας - Θράκης (πρώην Περιφέρεια Ανατολικής Μακεδονίας - Θράκης 1 ) και εταίρους το Περιφερειακό Ταμείο Ανάπτυξης (ΠΤΑ) Ανατολικής Μακεδονίας και Θράκης, το Ελληνικό Κέντρο Βιοτόπων-Υγροτόπων (ΕΚΒΥ) και τον Φορέα Διαχείρισης Δέλτα Νέστου - Βιστωνίδας - Ισμαρίδας. Η οργάνωση των υδατικών δεδομένων και η διάχυσή τους μέσω του Διαδικτυακού Συστήματος Γεωγραφικών Πληροφοριών (ΣΓΠ) αποσκοπεί στην βέλτιστη πρόσβαση στα δεδομένων αυτών από ευρύ αριθμό χρηστών και στην ακριβή πληροφόρηση των φορέων που σχετίζονται με τη διαχείριση και την προστασία των δασών και των υδατικών πόρων. Αναλύονται κυρίως οι προδιαγραφές του μοντέλου δεδομένων κατα την οδηγία INSPIRE της ΕΕ για τα επιφανειακά ύδατα, οι προδιαγραφές των μεταδεδομένων τους, οι δικτυακές υπηρεσίες απεικόνισης των γεωχωρικών δεδομένων και δημοσίευσής τους σε κεντρικό εξυπηρετητή γεωγραφικών δεδομένων της Περιφέρειας, καθώς και οι τεχνικές προδιαγραφές τους συστήματος, αναφορικά με το λογισμικό, υλισμικό, τη συνδεσιμότητα με το εσωτερικό δίκτυο και το διαδίκτυο, κ.ά. 2. ΠΡΟΔΙΑΓΡΑΦΕΣ ΑΝΑΠΤΥΞΗΣ ΔΙΑΔΙΚΤΥΑΚΟΥ ΣΓΠ ΔΙΕΥΘΥΝΣΗΣ ΥΔΑΤΩΝ 2.1 Προδιαγραφές μοντέλου δεδομένων υδατικών πόρων Τα υδρογραφικά δεδομένα που διαθέτει η Δ. Υδάτων και που υπόκεινται στο παράρτημα 1 της οδηγίας Inspie είναι: Επιφανειακά ύδατα 1 Ενώ αρχικά φορέας υλοποίησης ήταν η Περιφέρεια Ανατολικής Μακεδονίας - Θράκης (Π.Α.Μ.Θ.), μετά τη διοικητική μεταρρύθμιση του Καλλικράτη που συνέπεσε χρονικά με την υλοποίηση του έργου, φορέας υλοποίησης είναι η Αποκεντρωμένη Διοίκηση Μακεδονίας - Θράκης στην οποία ανήκει πλέον η Π.Α.Μ.Θ. 2
7 Ποτάμια και χείμαροι Πηγάδια Λεκάνες απορροής Με βάση τις προδιαγραφές του έργου τα δεδομένα αυτά θα πρέπει να συμμορφωθούν με βάση τα πρότυπα της παραπάνω οδηγίας. Λόγω της δομής των δεδομένων που περιγράφονται στην οδηγία καθώς και των μεταξύ τους σχέσεων η υλοποίηση της μετατροπής πρέπει να γίνει σε μια μορφή δεδομένων που να υποστηρίζει όλες τις απαιτήσεις που προκύπτουν απο την εφαρμογή της οδηγίας. Για τους παραπάνω λόγους, συνίσταται η χρήση γεωβάσης όπως αυτή υποστηρίζεται απο το λογισμικό AcGIS και η οποία είναι σε θέση να υποστηρίξει τις αντίστοιχες ανάγκες. Παρακάτω δίνονται αναλυτικά οι προδιαγραφές των τεσσάρων υδρογραφικών δεδομένων που θα πρέπει να μετατραπούν προσαρμοσμένες στις δομές που υποστηρίζουν οι γεωβάσεις του λογισμικού ARCGis (featue classes, tables, object classes κ.α.) σε πλήρη εναρμόνιση με τις προδιαγραφές της οδηγίας INSPIRE καθώς και με τις αντίστοιχες περιγραφές Λεκάνες Απορροής Featue Class 'hypbasins' Index Geneal Desciption Fields hypbasins_name (dependent Object Class) hypbasins_hyid (dependent Object Class) hypbasins_elhyobj (dependent Object Class) hypbasin_containsss (n:m elationship to 'hypbasins') Geneal desciption This class contains instances of the INSPIRE featue type 'hy-p:dainagebasin'. It is used to epesent instances with a polygon geomety. INSPIRE featue type 'hy-p:dainagebasin' has subtypes and the following table lists all concete INSPIRE types that ae epesented in this Featue Class, if the featue is with a polygon geomety. Table: Featue types stoed in Featue Class 'hypbasins' Featue type hyp:dainagebasin Souce application schema Hydo - Physical Wates Subtype code Documentation 140 Aea having a common outlet fo its suface unoff. SOURCE [UNESCO/WMO Intenational Glossay of Hydology]. NOTE 1 Regading the diffeent classifications of dainage basins, no distinction is made between dainage basins / subbasins since this will vay with application. It is possible to build 3
8 basins fom othe basins. NOTE 2 The outlet of a dainage basin may be a canal o a lake. hy-p:rivebasin Hydo - Physical Wates NOTE 3 Synonyms fo dainage basin include: catchment; catchment aea; dainage aea; ive basin; wateshed. 141 The aea of land fom which all suface un-off flows though a sequence of steams, ives and, possibly, lakes into the sea at a single ive mouth, estuay o delta. SOURCE [2000/60/EC At. 2(13)]. Fields Field Popety name In featue types Type Documentation aea_ aea hyp:dainagebasin Double Size of the dainage basin aea. hy-p:rivebasin aea_uom - hyp:dainagebasin hy-p:rivebasin 'hy-p:aea'. This field contains the unit of measue associated with the value in field aea. The unit is expessed as the symbol of the unit. aea_void - hyp:dainagebasin hy-p:rivebasin SmallIntege 'hy-p:aea/@uom'. the popety in field aea is NIL. If the field aea_void is NULL, then the popety is not NIL and the value in field aea applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. basinode_ode ode hyp:dainagebasin hy-p:rivebasin 'hy-p:aea/@xsi:nil'. Numbe (o code) expessing the degee of banching o dividing in a steam o dainage basin system. SOURCE [Based on UNESCO/WMO Intenational Glossay of Hydology]. 4
9 basinode_odescheme odescheme hyp:dainagebasin 'hy-p:basinode/hyp:hydoodecode/hyp:ode'. A desciption of the concept fo odeing. hy-p:rivebasin EXAMPLE Stahle, Hoton, Pfaffstette etc. basinode_scope scope hyp:dainagebasin hy-p:rivebasin 'hy-p:basinode/hyp:hydoodecode/hyp:odescheme'. An indicato of the scope o oigin fo an ode code (including whethe it is national, supanational o Euopean). NOTE In the case of a national hydogaphic identifie it may stat with a two-lette county code as pe ISO Alpha-2. beginlifespanvesion beginlifespanvesion hyp:dainagebasin hy-p:rivebasin Date 'hy-p:basinode/hyp:hydoodecode/hyp:scope'. Date and time at which this vesion of the spatial object was inseted o changed in the spatial data set. 'hy-p:beginlifespanvesion'. the popety in field beginlifespanvesion is NIL. If the field beginlifespanvesion_void is NULL, then the popety is not NIL and the value in field beginlifespanvesion applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. beginlifespanvesion_voi d - hyp:dainagebasin hy-p:rivebasin SmallIntege 'hyp:beginlifespanvesion/@xs i:nil'. contains_void - hy- SmallIntege 5
10 p:dainagebasin hy-p:rivebasin the associated popety hyp:containsbasin, see the coesponding elationship table(s) between hypbasins and the tables containing instances of type hyp:dainagebasin, is NIL. If the field contains_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. endlifespanvesion endlifespanvesion hyp:dainagebasin hy-p:rivebasin endlifespanvesion_void - hyp:dainagebasin hy-p:rivebasin Date SmallIntege 'hyp:containsbasin/@xsi:nil'. Date and time at which this vesion of the spatial object was supeseded o etied in the spatial data set. 'hy-p:endlifespanvesion'. the popety in field endlifespanvesion is NIL. If the field endlifespanvesion_void is NULL, then the popety is not NIL and the value in field endlifespanvesion applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. hyid_void - hyp:dainagebasin hy-p:rivebasin SmallIntege 'hyp:endlifespanvesion/@xsi: nil'. the associated popety hy:hydoid (enties in table hypbasins_hyid) is NIL. If the field hyid_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is 6
11 NIL with a eason of 'Unpopulated'. id_localid localid hyp:dainagebasin hy-p:rivebasin 'hy-p:hydoid/@xsi:nil'. A local identifie, assigned by the data povide. The local identifie is unique within the namespace, that is no othe spatial object caies the same unique identifie. NOTE It is the esponsibility of the data povide to guaantee uniqueness of the local identifie within the namespace. id_namespace namespace hyp:dainagebasin hy-p:rivebasin 'hyp:inspieid/base:identifie/ba se:localid'. Namespace uniquely identifying the data souce of the spatial object. NOTE The namespace value will be owned by the data povide of the spatial object and will be egisteed in the INSPIRE Extenal Object Identifie Namespaces Registe. id_vesionid vesionid hyp:dainagebasin hy-p:rivebasin 'hyp:inspieid/base:identifie/ba se:namespace'. The identifie of the paticula vesion of the spatial object, with a maximum length of 25 chaactes. If the specification of a spatial object type with an extenal object identifie includes lifecycle infomation, the vesion identifie is used to distinguish between the diffeent vesions of a spatial object. Within the set of all vesions of a spatial object, the vesion identifie is unique. NOTE The maximum length has been selected to allow fo time stamps based on ISO 8601, fo example, " T12:12:12+05:30" as the vesion identifie. 7
12 NOTE 2 The popety is void, if the spatial data set does not distinguish between diffeent vesions of the spatial object. It is missing, if the spatial object type does not suppot any life-cycle infomation. id_vesionid_void - hyp:dainagebasin hy-p:rivebasin SmallIntege 'hyp:inspieid/base:identifie/ba se:vesionid'. the popety in field id_vesionid is NIL. If the field id_vesionid_void is NULL, then the popety is not NIL and the value in field id_vesionid applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. 'hyp:inspieid/base:identifie/ba se:vesionid/@xsi:nil'. IFCID (IFC only) (all) Intege IFC identifie, used in efeences to the object/featue. The value must be unqiue within the table. In cases of seveal tables fo diffeent geomety types of the same base type in the application schema, e.g. netnetwokelement/netnetw okelementp/netnetwokele mentl/netnetwokelements, the IFCID value must be unique acoss these tables. name_void - hyp:dainagebasin hy-p:rivebasin SmallIntege '@gml:id'. the associated popety hy:geogaphicalname (enties in table hypbasins_name) is NIL. If the field name_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with 8
13 a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. oigin oigin hyp:dainagebasin hy-p:rivebasin 'hyp:geogaphicalname/@xsi:ni l'. Oigin of the dainage basin. EXAMPLE Natual, manmade, etc. NOTE A polde is a dainage basin of man-made oigin. 'hy-p:oigin'. Valid values: manmade An indication that a spatial object is man oigin_void - hyp:dainagebasin hy-p:rivebasin SmallIntege SOURCE [DFDD]. natual An indication that a spatial object is natu the popety in field oigin is NIL. If the field oigin_void is NULL, then the popety is not NIL and the value in field oigin applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. outlet_void - hyp:dainagebasin hy-p:rivebasin SmallIntege 'hy-p:oigin/@xsi:nil'. the associated popety hyp:outlet, see the coesponding elationship table(s) between hypbasins and the tables containing instances of type hyp:sufacewate, is NIL. If the field outlet_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 9
14 'Unpopulated'. SHAPE geomety hyp:dainagebasin Geomety The geomety of the dainage basin, as a suface. hy-p:rivebasin 'hy-p:geomety'. Dependent Object Class 'hypbasins_name' Geneal desciption This Object Class contains values fo the popety hy:hydoobject/hy:geogaphicalname. Fields Field Popety name In featue types Type Documentation IFCID (IFC only) (all) Intege IFC identifie, used in efeences to the data type. hy-p:rivebasin The value must be unqiue within the table. In cases of seveal tables fo diffeent geomety types of the same base type in the application schema, e.g. netnetwokelement/netnetwokelementp/netnetwok ElementL/netNetwokElementS, the IFCID value must be unique acoss these tables. A geogaphical name that is used to identify a hydogaphic object in the eal wold. It povides a 'key' fo implicitly associating diffeent epesentations of the object. EXAMPLE A standing wate in a mapping view may shae the same geogaphical name as a WFD lake in a epoting view, implying they ae both epesentations of the same eal wold object. 'hy-p:geogaphicalname'. RID (IFC only) (all) Intege Refeence to IFCID field in paent 'hypdainagebasins'. Dependent Object Class 'hypbasins_hyid' Geneal desciption This Object Class contains values fo the popety hy:hydoobject/hy:hydoid. Fields name geogaphicalname hyp:dainagebasin Field Popety name In featue types Type Documentation classificationscheme classificationsche me hyp:dainagebasin A desciption of the identification scheme (National, Euopean, etc.) being used. hy-p:rivebasin 10
15 field is epesented by the following Xpath expession: 'hyp:hydoid/hy:hydoidentifie/hy:classi ficationscheme'. IFCID (IFC only) (all) Intege IFC identifie, used in efeences to the data type. localid localid hyp:dainagebasin The value must be unqiue within the table. In cases of seveal tables fo diffeent geomety types of the same base type in the application schema, e.g. netnetwokelement/netnetwokelem entp/netnetwokelementl/netnetwo kelements, the IFCID value must be unique acoss these tables. A local identifie, assigned by some authoity. hy-p:rivebasin NOTE It will often be a national hydogaphic identifie. namespace namespace hyp:dainagebasin field is epesented by the following Xpath expession: 'hyp:hydoid/hy:hydoidentifie/hy:locali d'. An indicato of the scope fo the local identifie. hy-p:rivebasin NOTE In the case of a national hydogaphic identifie it should be a two-lette county code as pe ISO Alpha-2. field is epesented by the following Xpath expession: 'hyp:hydoid/hy:hydoidentifie/hy:name space'. RID (IFC only) (all) Intege Refeence to IFCID field in paent 'hypdainagebasins'. Dependent Object Class 'hypbasins_elhyobj' Geneal desciption This Object Class contains values fo the popety hy:hydoobject/hy:elatedhydoobject. Fields Field Popety name In featue types Type Documentation IFCID (IFC only) (all) Intege IFC identifie, used in efeences to the data type. The value must be unqiue within the table. In cases of seveal tables fo diffeent geomety types of the same base type in the application schema, e.g. netnetwokelement/netnetwokelementp/netnetw okelementl/netnetwokelements, the IFCID value must be unique acoss these tables. elhyobj elatedhydoobject hy- A elated hydogaphic object epesenting the 11
16 p:dainagebasin hy-p:rivebasin same eal-wold entity. The value of this field must be a URN o an absolute URL efeencing the elated HydoObject. field is epesented by the 'hyp:elatedhydoobject'. RID (IFC only) (all) Intege Refeence to IFCID field in paent 'hypdainagebasins'. Relationship table 'hypbasin_containsss' Geneal desciption In fowad diection, this elationship contains the popety hy-p:dainagebasin/hy-p:containsbasin. The popety is defined as: A smalle sub-basin contained within a lage basin. Fields Field Popety name In featue types Type Documentation ID1 (IFC only) n/a Intege Refeence to IFCID field in table 'hypdainagebasins'. following Xpath expession: 'hy-p:containsbasin'. ID2 (IFC only) n/a Intege Refeence to IFCID field in table 'hypdainagebasins' Ποτάμια Featue Class 'hypsufacewatel' Index Geneal Desciption Fields hypsufacewatel_name (dependent Object Class) hypsufacewatel_hyid (dependent Object Class) hypsufacewatel_elhyobj (dependent Object Class) hypsufacewate_dainsbasinls (n:m elationship to 'hypbasins') hypsufacewate_neighboulp (n:m elationship to 'hypsufacewatep') hypsufacewate_neighboull (n:m elationship to 'hypsufacewatel') hypsufacewate_neighbouls (n:m elationship to 'hypsufacewates') hypsufacewate_bankls (n:m elationship to 'lcshoes') 12
17 Geneal desciption This class contains instances of the INSPIRE featue type 'hy-p:sufacewate'. It is used to epesent instances with a polyline geomety. INSPIRE featue type 'hy-p:sufacewate' has subtypes and the following table lists all concete INSPIRE types that ae epesented in this Featue Class, if the featue is with a polyline geomety. Table: Featue types stoed in Featue Class 'hypsufacewatel' Featue type Souce application schema Hydo - Physical Wates Subtype code Documentation 158 A body of wate that is entiely suounded by land. SOURCE [DFDD]. hyp:standingwate Hydo - Physical Wates NOTE It may occu in a natual teain depession in which wate collects, o may be impounded by a dam, o fomed by its bed being hollowed out of the soil, o fomed by embanking and/o damming up a natual hollow (fo example: by a beave dam). It may be connected to inflowing / outflowing watecouses o othe standing wates. 157 A natual o man-made flowing watecouse o steam. SOURCE [EuoRegionalMap]. Fields Field Popety name In featue types Type Documentation bank_void - hyp:standingwate SmallIntege the associated popety hyp:bank, see the coesponding elationship table(s) between hypsufacewatel and the tables containing instances of type lc:shoe, is NIL. If the field bank_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. 'hy-p:bank/@xsi:nil'. Date and time at which this vesion of the spatial object was inseted o changed in the spatial data set. beginlifespanvesion beginlifespanvesio n hyp:standingwate Date 'hy-p:beginlifespanvesion'. 13
18 beginlifespanvesion_void - hyp:standingwate SmallIntege the popety in field beginlifespanvesion is NIL. If the field beginlifespanvesion_void is NULL, then the popety is not NIL and the value in field beginlifespanvesion applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. condition condition 'hyp:beginlifespanvesion/@x si:nil'. The state of planning, constuction, epai, and/o maintenance of a watecouse. SOURCE [Based on DFDD]. NOTE Only elevant fo a man-made watecouse. 'hy-p:condition'. Valid values: condition_cl - disused functional pojected undecon stuction The facility is not used. The facility is functional. The facility is being designed. Constuction has not yet stated. The facility is unde constuction and not yet functional. This applies only to the initial constuction of the facility and not to maintenance wok. This field contains the absolute URI of the code list dictionay that descibes that values allowed values in field condition and thei desciption. condition_void - SmallIntege 'hyp:condition/@codespace'. the popety in field condition is NIL. If the field condition_void is NULL, then the popety is not NIL and the value in field condition applies. If the value is '0', the popety is 14
19 NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. delineationknown delineationknown SmallIntege 'hy-p:condition/@xsi:nil'. An indication that the delineation (fo example: limits and infomation) of a spatial object is known. SOURCE [DFDD]. EXAMPLE The delineation may not be known in the following situations: - an undegound watecouse - eal undegound netwok segment (pipeline o natual netwok section) - tansition aea between a boad ive and a smalle tibutay. The value of this field is a boolean and must be 1 fo TRUE and 0 fo FALSE. delineationknown_void - SmallIntege 'hy-p:delineationknown'. the popety in field delineationknown is NIL. If the field delineationknown_void is NULL, then the popety is not NIL and the value in field delineationknown applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. dainsbasin_void - hyp:standingwate SmallIntege 'hyp:delineationknown/@xsi:nil '. the associated popety hyp:dainsbasin, see the coesponding elationship table(s) between hypsufacewatel and the tables containing instances 15
20 of type hy-p:dainagebasin, is NIL. If the field dainsbasin_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. elevation elevation hyp:standingwate Double 'hy-p:dainsbasin/@xsi:nil'. Elevation above mean sea level. SOURCE [Based on EuoRegionalMap]. elevation_uom - hyp:standingwate 'hy-p:elevation'. This field contains the unit of measue associated with the value in field elevation. The unit is expessed as the symbol of the unit. elevation_void - hyp:standingwate SmallIntege 'hy-p:elevation/@uom'. the popety in field elevation is NIL. If the field elevation_void is NULL, then the popety is not NIL and the value in field elevation applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. endlifespanvesion endlifespanvesion hyp:standingwate Date 'hy-p:elevation/@xsi:nil'. Date and time at which this vesion of the spatial object was supeseded o etied in the spatial data set. 'hy-p:endlifespanvesion'. 16
21 endlifespanvesion_void - hyp:standingwate SmallIntege the popety in field endlifespanvesion is NIL. If the field endlifespanvesion_void is NULL, then the popety is not NIL and the value in field endlifespanvesion applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. hyid_void - hyp:standingwate SmallIntege 'hyp:endlifespanvesion/@xsi: nil'. the associated popety hy:hydoid (enties in table hypsufacewatel_hyid) is NIL. If the field hyid_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. id_localid localid hyp:standingwate 'hy-p:hydoid/@xsi:nil'. A local identifie, assigned by the data povide. The local identifie is unique within the namespace, that is no othe spatial object caies the same unique identifie. NOTE It is the esponsibility of the data povide to guaantee uniqueness of the local identifie within the namespace. id_namespace namespace hyp:standingwate 'hyp:inspieid/base:identifie/ba se:localid'. Namespace uniquely identifying the data souce of the spatial object. 17
22 NOTE The namespace value will be owned by the data povide of the spatial object and will be egisteed in the INSPIRE Extenal Object Identifie Namespaces Registe. id_vesionid vesionid hyp:standingwate 'hyp:inspieid/base:identifie/ba se:namespace'. The identifie of the paticula vesion of the spatial object, with a maximum length of 25 chaactes. If the specification of a spatial object type with an extenal object identifie includes lifecycle infomation, the vesion identifie is used to distinguish between the diffeent vesions of a spatial object. Within the set of all vesions of a spatial object, the vesion identifie is unique. NOTE The maximum length has been selected to allow fo time stamps based on ISO 8601, fo example, " T12:12:12+05:30" as the vesion identifie. NOTE 2 The popety is void, if the spatial data set does not distinguish between diffeent vesions of the spatial object. It is missing, if the spatial object type does not suppot any life-cycle infomation. id_vesionid_void - hyp:standingwate SmallIntege 'hyp:inspieid/base:identifie/ba se:vesionid'. the popety in field id_vesionid is NIL. If the field id_vesionid_void is NULL, then the popety is not NIL and the value in field id_vesionid applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. 18
23 'hyp:inspieid/base:identifie/ba IFCID (IFC only) (all) Intege IFC identifie, used in efeences to the object/featue. length_ length length_uom - Double '@gml:id'. Length of the watecouse. 'hy-p:length'. This field contains the unit of measue associated with the value in field length. The unit is expessed as the symbol of the unit. length_void - SmallIntege 'hy-p:length/@uom'. the popety in field length is NIL. If the field length_void is NULL, then the popety is not NIL and the value in field length applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. level_ level 'hy-p:length/@xsi:nil'. Vetical location of watecouse elative to gound. 'hy-p:level'. Valid values: ongoun dsuface suspende doeleva ted The spatial object is on gound level. The spatial object is suspended o elevated. 19
24 level_void - SmallIntege undego und The spatial object is undegound. the popety in field level_ is NIL. If the field level_void is NULL, then the popety is not NIL and the value in field level_ applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. localtype localtype hyp:standingwate localtype_loc - hyp:standingwate 'hy-p:level/@xsi:nil'. Povides 'local' name fo the type of suface wate. EXAMPLE Canal, channel, ditch, etc. 'hy-p:localtype'. This field contains the locale associated with the value in field localtype. Fo example, if the localised text is in the locale English/UTF- 8, then this field is a URL pointing to a publically available <PT_Locale> esouce that might have the following content:. <PT_Locale id='locale-en'> <languagecode> <LanguageCode codelist=' activeinstuments.de/download/cl/ LanguageCode.xml' codelistvalue='eng'>englis h</languagecode> </languagecode> <chaacteencoding> <MD_ChaacteSetCode codelist=' activeinstuments.de/download/cl/ MD_ChaacteSetCode.xml' codelistvalue='utf8'>utf- 8</MD_ChaacteSetCode> </chaacteencoding> </PT_Locale>. PT_Locale is specified in ISO/TS In INSPIRE, UTF-8 should be used fo the chaacte encoding. 20
25 localtype_void - hyp:standingwate SmallIntege 'hy-p:localtype/@locale'. the popety in field localtype is NIL. If the field localtype_void is NULL, then the popety is not NIL and the value in field localtype applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. lod levelofdetail hyp:standingwate Intege 'hy-p:localtype/@xsi:nil'. Resolution, expessed as the invese of an indicative scale o a gound distance. NOTE The object is captued at a scale of this level of detail; ules apply fo potayal and visualisation. meandepth meandepth hyp:standingwate meandepth_uom - hyp:standingwate Double 'hy-p:levelofdetail'. Aveage depth of the body of wate. 'hy-p:meandepth'. This field contains the unit of measue associated with the value in field meandepth. The unit is expessed as the symbol of the unit. meandepth_void - hyp:standingwate SmallIntege 'hy-p:meandepth/@uom'. the popety in field meandepth is NIL. If the field meandepth_void is NULL, then the popety is not NIL and the value in field meandepth applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 21
26 the popety is NIL with a eason of 'Unpopulated'. name_void - hyp:standingwate SmallIntege 'hy-p:meandepth/@xsi:nil'. the associated popety hy:geogaphicalname (enties in table hypsufacewatel_name) is NIL. If the field name_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. neighbou_void - hyp:standingwate SmallIntege 'hyp:geogaphicalname/@xsi: nil'. the associated popety hyp:neighbou, see the coesponding elationship table(s) between hypsufacewatel and the tables containing instances of type hy-p:sufacewate, is NIL. If the field neighbou_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. oigin oigin hyp:standingwate 'hy-p:neighbou/@xsi:nil'. Oigin of the suface wate. SOURCE [Based on EuoRegionalMap]. EXAMPLE Natual, manmade, etc. NOTE 1 Natual suface wates ae natual watecouses (e.g. ives, 22
27 steams) and standing wates (e.g. pools, lakes) natually peseved and that have been canalised and / o dammed eithe fo navigation o fo peventing flood disaste. NOTE 2 A man-made suface wate is a suface wate entiely ceated by man fo dainage, stoage o tanspotation pupose, this includes canals, ditches and esevois. 'hy-p:oigin'. Valid values: manm ade An indication that a spatial object is man-made. natual SOURCE [DFDD]. An indication that a spatial oigin_void - hyp:standingwate SmallIntege object is natual. the popety in field oigin is NIL. If the field oigin_void is NULL, then the popety is not NIL and the value in field oigin applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. pesistence pesistence hyp:standingwate 'hy-p:oigin/@xsi:nil'. The degee of pesistence of wate. SOURCE [Based on DFDD]. 23
28 'hy-p:pesistence'. Valid values: dy Filled and/o flowing infequently, geneally only duing and/o immediately afte heavy pecipitation. SOURCE [DFDD]. eph eme al inte mitte nt pee nnial NOTE The watebody is often vegetated (fo example: with shubs); such a steambed in the Southwesten United States is temed a 'deamadeo'. Filled and/o flowing duing and immediately afte pecipitation. SOURCE [DFDD]. Filled and/o flowing fo pat of the yea. SOURCE [DFDD]. Filled and/o flowing continuously thoughout the yea as its bed lies below the wate table. pesistence_cl - hyp:standingwate pesistence_void - hyp:standingwate SmallIntege SOURCE [DFDD]. This field contains the absolute URI of the code list dictionay that descibes that values allowed values in field pesistence and thei desciption. 'hyp:pesistence/@codespace'. the popety in field pesistence is NIL. If the field pesistence_void is NULL, then the popety is not NIL and the value in field pesistence applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. SHAPE geomety hyp:standingwate steamode_ode ode Geomety 'hy-p:pesistence/@xsi:nil'. The geomety of the suface wate: - eithe a cuve o suface fo a watecouse; - eithe a point o suface fo a standing wate. 'hy-p:geomety'. Numbe (o code) expessing the degee of banching o dividing in a 24
29 steam o dainage basin system. SOURCE [Based on UNESCO/WMO Intenational Glossay of Hydology]. 'hy-p:steamode/hyp:hydoodecode/hyp:ode'. steamode_odeschem e odescheme A desciption of the concept fo odeing. EXAMPLE Stahle, Hoton, Pfaffstette etc. steamode_scope scope 'hy-p:steamode/hyp:hydoodecode/hyp:odescheme'. An indicato of the scope o oigin fo an ode code (including whethe it is national, supanational o Euopean). NOTE In the case of a national hydogaphic identifie it may stat with a two-lette county code as pe ISO Alpha-2. sufaceaea sufaceaea hyp:standingwate sufaceaea_uom - hyp:standingwate Double 'hy-p:steamode/hyp:hydoodecode/hyp:scope'. Suface aea of the body of wate. 'hy-p:sufaceaea'. This field contains the unit of measue associated with the value in field sufaceaea. The unit is expessed as the symbol of the unit. sufaceaea_void - hyp:standingwate SmallIntege 'hy-p:sufaceaea/@uom'. the popety in field sufaceaea is NIL. If the field sufaceaea_void is NULL, then the popety is not NIL and the value in 25
30 field sufaceaea applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. tidal tidal hyp:standingwate SmallIntege 'hy-p:sufaceaea/@xsi:nil'. Identifies whethe the suface wate is affected by tidal wate. The value of this field is a boolean and must be 1 fo TRUE and 0 fo FALSE. tidal_void - hyp:standingwate SmallIntege 'hy-p:tidal'. the popety in field tidal is NIL. If the field tidal_void is NULL, then the popety is not NIL and the value in field tidal applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. width_lowe lowe width_lowe_uom - Double 'hy-p:tidal/@xsi:nil'. Lowe bound of width. 'hy-p:width/hyp:widthrange/hy-p:lowe'. This field contains the unit of measue associated with the value in field width_lowe. The unit is expessed as the symbol of the unit. width_uppe uppe Double 'hy-p:width/hyp:widthrange/hyp:lowe/@uom'. Uppe bound of width. 26
31 width_uppe_uom - 'hy-p:width/hyp:widthrange/hy-p:uppe'. This field contains the unit of measue associated with the value in field width_uppe. The unit is expessed as the symbol of the unit. 'hy-p:width/hyp:widthrange/hyp:uppe/@uom'. Dependent Object Class 'hypsufacewatel_name' Geneal desciption This Object Class contains values fo the popety hy:hydoobject/hy:geogaphicalname. Fields Field Popety name In featue types Type Documentation IFCID (IFC only) (all) Intege IFC identifie, used in efeences to the data type. name geogaphicalname hyp:standingwate The value must be unqiue within the table. In cases of seveal tables fo diffeent geomety types of the same base type in the application schema, e.g. netnetwokelement/netnetwokelementp/netnetwok ElementL/netNetwokElementS, the IFCID value must be unique acoss these tables. A geogaphical name that is used to identify a hydogaphic object in the eal wold. It povides a 'key' fo implicitly associating diffeent epesentations of the object. EXAMPLE A standing wate in a mapping view may shae the same geogaphical name as a WFD lake in a epoting view, implying they ae both epesentations of the same eal wold object. 'hy-p:geogaphicalname'. RID (IFC only) (all) Intege Refeence to IFCID field in paent 'hypsufacewatel'. Dependent Object Class 'hypsufacewatel_hyid' Geneal desciption This Object Class contains values fo the popety hy:hydoobject/hy:hydoid. Fields Field Popety name In featue types Type Documentation 27
32 classificationscheme classificationscheme hyp:standingwate A desciption of the identification scheme (National, Euopean, etc.) being used. field is epesented by the following Xpath expession: 'hyp:hydoid/hy:hydoidentifie/hy:classific ationscheme'. IFCID (IFC only) (all) Intege IFC identifie, used in efeences to the data type. The value must be unqiue within the table. In cases of seveal tables fo diffeent geomety types of the same base type in the application schema, e.g. netnetwokelement/netnetwokelemen tp/netnetwokelementl/netnetwokele ments, the IFCID value must be unique acoss these tables. A local identifie, assigned by some authoity. localid localid hyp:standingwate NOTE It will often be a national hydogaphic identifie. field is epesented by the following Xpath expession: 'hyp:hydoid/hy:hydoidentifie/hy:localid'. An indicato of the scope fo the local identifie. namespace namespace hyp:standingwate NOTE In the case of a national hydogaphic identifie it should be a two-lette county code as pe ISO Alpha-2. field is epesented by the following Xpath expession: 'hyp:hydoid/hy:hydoidentifie/hy:namesp ace'. RID (IFC only) (all) Intege Refeence to IFCID field in paent 'hypsufacewatel'. Dependent Object Class 'hypsufacewatel_elhyobj' Geneal desciption This Object Class contains values fo the popety hy:hydoobject/hy:elatedhydoobject. Fields Field Popety name In featue types Type Documentation IFCID (IFC only) (all) Intege IFC identifie, used in efeences to the data type. The value must be unqiue within the table. In cases of seveal tables fo diffeent geomety types of the same base type in the application schema, e.g. netnetwokelement/netnetwokelementp/netnetw 28
33 okelementl/netnetwokelements, the IFCID value must be unique acoss these tables. A elated hydogaphic object epesenting the same eal-wold entity. elhyobj elatedhydoobject hyp:standingwate The value of this field must be a URN o an absolute URL efeencing the elated HydoObject. field is epesented by the 'hyp:elatedhydoobject'. RID (IFC only) (all) Intege Refeence to IFCID field in paent 'hypsufacewatel'. Relationship table 'hypsufacewate_dainsbasinls' Geneal desciption In fowad diection, this elationship contains the popety hy-p:sufacewate/hy-p:dainsbasin. The popety is defined as: The basin(s) dained by a suface wate. In the evese diection, this elationship contains the popety hy-p:dainagebasin/hy-p:outlet. The popety is defined as: The suface wate outlet(s) of a dainage basin. Fields Field Popety name In featue types Type Documentation ID1 (IFC only) n/a Intege Refeence to IFCID field in table 'hypsufacewatel'. following Xpath expession: 'hy-p:dainsbasin'. ID2 (IFC only) n/a Intege Refeence to IFCID field in table 'hypdainagebasins'. following Xpath expession: 'hy-p:outlet'. Relationship table 'hypsufacewate_neighboulp' Geneal desciption In fowad diection, this elationship contains the popety hy-p:sufacewate/hy-p:neighbou. The popety is defined as: An association to anothe instance of the same eal-wold suface wate in anothe data set. Fields Field Popety name In featue types Type Documentation ID1 (IFC only) n/a Intege Refeence to IFCID field in table 'hypsufacewatel'. following 29
34 Xpath expession: 'hy-p:neighbou'. ID2 (IFC only) n/a Intege Refeence to IFCID field in table 'hypsufacewatep'. Relationship table 'hypsufacewate_neighboull' Geneal desciption In fowad diection, this elationship contains the popety hy-p:sufacewate/hy-p:neighbou. The popety is defined as: An association to anothe instance of the same eal-wold suface wate in anothe data set. Fields Field Popety name In featue types Type Documentation ID1 (IFC only) n/a Intege Refeence to IFCID field in table 'hypsufacewatel'. following Xpath expession: 'hy-p:neighbou'. ID2 (IFC only) n/a Intege Refeence to IFCID field in table 'hypsufacewatel'. Relationship table 'hypsufacewate_neighbouls' Geneal desciption In fowad diection, this elationship contains the popety hy-p:sufacewate/hy-p:neighbou. The popety is defined as: An association to anothe instance of the same eal-wold suface wate in anothe data set. Fields Field Popety name In featue types Type Documentation ID1 (IFC only) n/a Intege Refeence to IFCID field in table 'hypsufacewatel'. following Xpath expession: 'hy-p:neighbou'. ID2 (IFC only) n/a Intege Refeence to IFCID field in table 'hypsufacewates'. Relationship table 'hypsufacewate_bankls' Geneal desciption In fowad diection, this elationship contains the popety hy-p:sufacewate/hy-p:bank. The popety is defined as: The bank(s) associated to a suface wate. Fields Field Popety name In featue types Type Documentation 30
35 ID1 (IFC only) n/a Intege Refeence to IFCID field in table 'hypsufacewatel'. following Xpath expession: 'hy-p:bank'. ID2 (IFC only) n/a Intege Refeence to IFCID field in table 'lcshoes' Πηγάδια Featue Class 'hypsufacewatep' Index Geneal Desciption Fields hypsufacewatep_name (dependent Object Class) hypsufacewatep_hyid (dependent Object Class) hypsufacewatep_elhyobj (dependent Object Class) hypsufacewate_dainsbasinps (n:m elationship to 'hypbasins') hypsufacewate_neighboupp (n:m elationship to 'hypsufacewatep') hypsufacewate_neighboupl (n:m elationship to 'hypsufacewatel') hypsufacewate_neighboups (n:m elationship to 'hypsufacewates') hypsufacewate_bankps (n:m elationship to 'lcshoes') Geneal desciption This class contains instances of the INSPIRE featue type 'hy-p:sufacewate'. It is used to epesent instances with a point geomety. INSPIRE featue type 'hy-p:sufacewate' has subtypes and the following table lists all concete INSPIRE types that ae epesented in this Featue Class, if the featue is with a point geomety. Table: Featue types stoed in Featue Class 'hypsufacewatep' Featue type Souce application schema Hydo - Physical Wates Subtype code Documentation 158 A body of wate that is entiely suounded by land. SOURCE [DFDD]. hyp:standingwate Hydo - Physical Wates NOTE It may occu in a natual teain depession in which wate collects, o may be impounded by a dam, o fomed by its bed being hollowed out of the soil, o fomed by embanking and/o damming up a natual hollow (fo example: by a beave dam). It may be connected to inflowing / outflowing watecouses o othe standing wates. 157 A natual o man-made flowing watecouse o steam. SOURCE [EuoRegionalMap]. 31
36 Fields Field Popety name In featue types Type Documentation bank_void - hyp:standingwate SmallIntege the associated popety hyp:bank, see the coesponding elationship table(s) between hypsufacewatep and the tables containing instances of type lc:shoe, is NIL. If the field bank_void is NULL, then the popety is not NIL and the popety applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of the popety is NIL with a eason of 'Unpopulated'. beginlifespanvesion beginlifespanvesion hyp:standingwate beginlifespanvesion_void - hyp:standingwate Date SmallIntege 'hy-p:bank/@xsi:nil'. Date and time at which this vesion of the spatial object was inseted o changed in the spatial data set. 'hy-p:beginlifespanvesion'. the popety in field beginlifespanvesion is NIL. If the field beginlifespanvesion_void is NULL, then the popety is not NIL and the value in field beginlifespanvesion applies. If the value is '0', the popety is NIL with no additional infoamtion about the eason fo the NIL value. If the value is '1', the popety is NIL with a eason of 'Unknown'. If the value is '2', the popety is NIL with a eason of 'Unpopulated'. condition condition 'hyp:beginlifespanvesion/@x si:nil'. The state of planning, constuction, epai, and/o maintenance of a watecouse. SOURCE [Based on DFDD]. 32
DΒ1.8 Quantitative analysis of the pressures exerted from irrigation on surface waters and Lake Ismarida of the Prefecture of Rodopi
"Προστασία και Ανόρθωση Υδατικών και ασικών Πόρων Νοµού Ροδόπης" ΥΠΟΕΡΓΟ Β ράση Β1 Β1.3 Simulation of surface waters in the Prefecture of Rodopi using MIKE SHE/MIKE 11 ΠΒ1.8 Ποσοτική ανάλυση των πιέσεων
Διαβάστε περισσότερα"Προστασία και Ανόρθωση Υδατικών και Δασικών Πόρων Νομού Ροδόπης"
"Προστασία και Ανόρθωση Υδατικών και Δασικών Πόρων Νομού Ροδόπης" ΥΠΟΕΡΓΟ B Δράση B1 ΕB1.1. Λήψη δορυφορικών εικόνων & αναγνώριση της σύνθεσης των καλλιεργειών ΠB1.1 Τεχνική Έκθεση Τόμος Ι: «Σύνθεση καλλιεργειών
Διαβάστε περισσότεραAssalamu `alaikum wr. wb.
LUMP SUM Assalamu `alaikum wr. wb. LUMP SUM Wassalamu alaikum wr. wb. Assalamu `alaikum wr. wb. LUMP SUM Wassalamu alaikum wr. wb. LUMP SUM Lump sum lump sum lump sum. lump sum fixed price lump sum lump
Διαβάστε περισσότεραΠΑΝΕΠΙΣΤΗΜΙΟ ΚΥΠΡΟΥ - ΤΜΗΜΑ ΠΛΗΡΟΦΟΡΙΚΗΣ ΕΠΛ 133: ΑΝΤΙΚΕΙΜΕΝΟΣΤΡΕΦΗΣ ΠΡΟΓΡΑΜΜΑΤΙΣΜΟΣ ΕΡΓΑΣΤΗΡΙΟ 3 Javadoc Tutorial
ΕΡΓΑΣΤΗΡΙΟ 3 Javadoc Tutorial Introduction Το Javadoc είναι ένα εργαλείο που παράγει αρχεία html (παρόμοιο με τις σελίδες στη διεύθυνση http://docs.oracle.com/javase/8/docs/api/index.html) από τα σχόλια
Διαβάστε περισσότεραEE512: Error Control Coding
EE512: Error Control Coding Solution for Assignment on Finite Fields February 16, 2007 1. (a) Addition and Multiplication tables for GF (5) and GF (7) are shown in Tables 1 and 2. + 0 1 2 3 4 0 0 1 2 3
Διαβάστε περισσότεραApproximation of distance between locations on earth given by latitude and longitude
Approximation of distance between locations on earth given by latitude and longitude Jan Behrens 2012-12-31 In this paper we shall provide a method to approximate distances between two points on earth
Διαβάστε περισσότεραInstruction Execution Times
1 C Execution Times InThisAppendix... Introduction DL330 Execution Times DL330P Execution Times DL340 Execution Times C-2 Execution Times Introduction Data Registers This appendix contains several tables
Διαβάστε περισσότεραΕργαστήριο Ανάπτυξης Εφαρμογών Βάσεων Δεδομένων. Εξάμηνο 7 ο
Εργαστήριο Ανάπτυξης Εφαρμογών Βάσεων Δεδομένων Εξάμηνο 7 ο Procedures and Functions Stored procedures and functions are named blocks of code that enable you to group and organize a series of SQL and PL/SQL
Διαβάστε περισσότεραTest Data Management in Practice
Problems, Concepts, and the Swisscom Test Data Organizer Do you have issues with your legal and compliance department because test environments contain sensitive data outsourcing partners must not see?
Διαβάστε περισσότεραSpace Physics (I) [AP-3044] Lecture 1 by Ling-Hsiao Lyu Oct Lecture 1. Dipole Magnetic Field and Equations of Magnetic Field Lines
Space Physics (I) [AP-344] Lectue by Ling-Hsiao Lyu Oct. 2 Lectue. Dipole Magnetic Field and Equations of Magnetic Field Lines.. Dipole Magnetic Field Since = we can define = A (.) whee A is called the
Διαβάστε περισσότεραCase 1: Original version of a bill available in only one language.
currentid originalid attributes currentid attribute is used to identify an element and must be unique inside the document. originalid is used to mark the identifier that the structure used to have in the
Διαβάστε περισσότεραEPL 603 TOPICS IN SOFTWARE ENGINEERING. Lab 5: Component Adaptation Environment (COPE)
EPL 603 TOPICS IN SOFTWARE ENGINEERING Lab 5: Component Adaptation Environment (COPE) Performing Static Analysis 1 Class Name: The fully qualified name of the specific class Type: The type of the class
Διαβάστε περισσότεραCapacitors - Capacitance, Charge and Potential Difference
Capacitors - Capacitance, Charge and Potential Difference Capacitors store electric charge. This ability to store electric charge is known as capacitance. A simple capacitor consists of 2 parallel metal
Διαβάστε περισσότεραThe challenges of non-stable predicates
The challenges of non-stable predicates Consider a non-stable predicate Φ encoding, say, a safety property. We want to determine whether Φ holds for our program. The challenges of non-stable predicates
Διαβάστε περισσότεραApproximate System Reliability Evaluation
Appoximate Sytem Reliability Evaluation Up MTTF Down 0 MTBF MTTR () Time Fo many engineeing ytem component, MTTF MTBF i.e. failue ate, failue fequency, f Fequency, Duation and Pobability Indice: failue
Διαβάστε περισσότεραStrain gauge and rosettes
Strain gauge and rosettes Introduction A strain gauge is a device which is used to measure strain (deformation) on an object subjected to forces. Strain can be measured using various types of devices classified
Διαβάστε περισσότεραMath 6 SL Probability Distributions Practice Test Mark Scheme
Math 6 SL Probability Distributions Practice Test Mark Scheme. (a) Note: Award A for vertical line to right of mean, A for shading to right of their vertical line. AA N (b) evidence of recognizing symmetry
Διαβάστε περισσότεραBiodiesel quality and EN 14214:2012
3η Ενότητα: «Αγορά Βιοκαυσίμων στην Ελλάδα: Τάσεις και Προοπτικές» Biodiesel quality and EN 14214:2012 Dr. Hendrik Stein Pilot Plant Manager, ASG Analytik Content Introduction Development of the Biodiesel
Διαβάστε περισσότεραThe Simply Typed Lambda Calculus
Type Inference Instead of writing type annotations, can we use an algorithm to infer what the type annotations should be? That depends on the type system. For simple type systems the answer is yes, and
Διαβάστε περισσότερα«Χρήσεις γης, αξίες γης και κυκλοφοριακές ρυθμίσεις στο Δήμο Χαλκιδέων. Η μεταξύ τους σχέση και εξέλιξη.»
ΕΘΝΙΚΟ ΜΕΤΣΟΒΙΟ ΠΟΛΥΤΕΧΝΕΙΟ ΣΧΟΛΗ ΑΓΡΟΝΟΜΩΝ ΚΑΙ ΤΟΠΟΓΡΑΦΩΝ ΜΗΧΑΝΙΚΩΝ ΤΟΜΕΑΣ ΓΕΩΓΡΑΦΙΑΣ ΚΑΙ ΠΕΡΙΦΕΡΕΙΑΚΟΥ ΣΧΕΔΙΑΣΜΟΥ ΔΙΠΛΩΜΑΤΙΚΗ ΕΡΓΑΣΙΑ: «Χρήσεις γης, αξίες γης και κυκλοφοριακές ρυθμίσεις στο Δήμο Χαλκιδέων.
Διαβάστε περισσότεραΚΥΠΡΙΑΚΗ ΕΤΑΙΡΕΙΑ ΠΛΗΡΟΦΟΡΙΚΗΣ CYPRUS COMPUTER SOCIETY ΠΑΓΚΥΠΡΙΟΣ ΜΑΘΗΤΙΚΟΣ ΔΙΑΓΩΝΙΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ 6/5/2006
Οδηγίες: Να απαντηθούν όλες οι ερωτήσεις. Ολοι οι αριθμοί που αναφέρονται σε όλα τα ερωτήματα είναι μικρότεροι το 1000 εκτός αν ορίζεται διαφορετικά στη διατύπωση του προβλήματος. Διάρκεια: 3,5 ώρες Καλή
Διαβάστε περισσότεραΚΥΠΡΙΑΚΗ ΕΤΑΙΡΕΙΑ ΠΛΗΡΟΦΟΡΙΚΗΣ CYPRUS COMPUTER SOCIETY ΠΑΓΚΥΠΡΙΟΣ ΜΑΘΗΤΙΚΟΣ ΔΙΑΓΩΝΙΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ 19/5/2007
Οδηγίες: Να απαντηθούν όλες οι ερωτήσεις. Αν κάπου κάνετε κάποιες υποθέσεις να αναφερθούν στη σχετική ερώτηση. Όλα τα αρχεία που αναφέρονται στα προβλήματα βρίσκονται στον ίδιο φάκελο με το εκτελέσιμο
Διαβάστε περισσότεραΠροσωπική Aνάπτυξη. Ενότητα 2: Διαπραγμάτευση. Juan Carlos Martínez Director of Projects Development Department
Προσωπική Aνάπτυξη Ενότητα 2: Διαπραγμάτευση Juan Carlos Martínez Director of Projects Development Department Unit Scope Σε αυτή την ενότητα θα μελετήσουμε τα βασικά των καταστάσεων διαπραγμάτευσης winwin,
Διαβάστε περισσότεραExample Sheet 3 Solutions
Example Sheet 3 Solutions. i Regular Sturm-Liouville. ii Singular Sturm-Liouville mixed boundary conditions. iii Not Sturm-Liouville ODE is not in Sturm-Liouville form. iv Regular Sturm-Liouville note
Διαβάστε περισσότεραDémographie spatiale/spatial Demography
ΠΑΝΕΠΙΣΤΗΜΙΟ ΘΕΣΣΑΛΙΑΣ Démographie spatiale/spatial Demography Session 1: Introduction to spatial demography Basic concepts Michail Agorastakis Department of Planning & Regional Development Άδειες Χρήσης
Διαβάστε περισσότεραCYTA Cloud Server Set Up Instructions
CYTA Cloud Server Set Up Instructions ΕΛΛΗΝΙΚΑ ENGLISH Initial Set-up Cloud Server To proceed with the initial setup of your Cloud Server first login to the Cyta CloudMarketPlace on https://cloudmarketplace.cyta.com.cy
Διαβάστε περισσότεραderivation of the Laplacian from rectangular to spherical coordinates
derivation of the Laplacian from rectangular to spherical coordinates swapnizzle 03-03- :5:43 We begin by recognizing the familiar conversion from rectangular to spherical coordinates (note that φ is used
Διαβάστε περισσότερα6.1. Dirac Equation. Hamiltonian. Dirac Eq.
6.1. Dirac Equation Ref: M.Kaku, Quantum Field Theory, Oxford Univ Press (1993) η μν = η μν = diag(1, -1, -1, -1) p 0 = p 0 p = p i = -p i p μ p μ = p 0 p 0 + p i p i = E c 2 - p 2 = (m c) 2 H = c p 2
Διαβάστε περισσότεραΕΡΙΤΟΡΕΣ ΚΑΙ ΑΝΘΩΡΟΙ ΚΛΕΙΔΙΑ ΑΝΑΘΕΣΘ ΑΓΩΝΑ ΓΑΦΕΙΟ ΑΓΩΝΩΝ ΟΓΑΝΩΤΙΚΘ ΕΡΙΤΟΡΘ. ζεκηλαρηο 1 ΡΑΓΚΟΣΜΙΑ ΟΜΟΣΡΟΝΔΙΑ (ISAF) ΕΛΛΘΝΙΚΘ ΟΜΟΣΡΟΝΔΙΑ (Ε.Ι.Ο.
ΑΝΑΘΕΣΘ ΑΓΩΝΑ ΕΡΙΤΟΡΕΣ ΚΑΙ ΑΝΘΩΡΟΙ ΚΛΕΙΔΙΑ ΡΑΓΚΟΣΜΙΑ ΟΜΟΣΡΟΝΔΙΑ (ISAF) ΕΛΛΘΝΙΚΘ ΟΜΟΣΡΟΝΔΙΑ (Ε.Ι.Ο.) ΚΛΑΣΘ 6/6/2009 1 ΟΡΓΑΝΩΣΙΚΗ ΕΠΙΣΡΟΠΗ ΓΡΑΦΕΙΟ ΑΓΩΝΩΝ ΕΠΙΣΡΟΠΗ ΑΓΩΝΩΝ ΕΠΙΣΡΟΠΗ ΕΝΣΑΕΩΝ ΕΠΙΣΡΟΠΗ ΚΑΣΑΜΕΣΡΗΕΩΝ
Διαβάστε περισσότερα(a,b) Let s review the general definitions of trig functions first. (See back cover of your book) sin θ = b/r cos θ = a/r tan θ = b/a, a 0
TRIGONOMETRIC IDENTITIES (a,b) Let s eview the geneal definitions of tig functions fist. (See back cove of you book) θ b/ θ a/ tan θ b/a, a 0 θ csc θ /b, b 0 sec θ /a, a 0 cot θ a/b, b 0 By doing some
Διαβάστε περισσότεραPhys460.nb Solution for the t-dependent Schrodinger s equation How did we find the solution? (not required)
Phys460.nb 81 ψ n (t) is still the (same) eigenstate of H But for tdependent H. The answer is NO. 5.5.5. Solution for the tdependent Schrodinger s equation If we assume that at time t 0, the electron starts
Διαβάστε περισσότεραΠΑΝΕΠΙΣΤΗΜΙΟ ΠΕΙΡΑΙΩΣ ΤΜΗΜΑ ΠΛΗΡΟΦΟΡΙΚΗΣ. Βάσεις Δεδομένων (4 ο εξάμηνο) Εργαστήριο MySQL #2
ΠΑΝΕΠΙΣΤΗΜΙΟ ΠΕΙΡΑΙΩΣ ΤΜΗΜΑ ΠΛΗΡΟΦΟΡΙΚΗΣ Βάσεις Δεδομένων (4 ο εξάμηνο) Εργαστήριο MySQL #2 Διδάσκων: Γιάννης Θεοδωρίδης Συντάκτης Κειμένου: Βαγγέλης Κατσικάρος Φεβρουάριος 2008 Περιεχόμενα SQL Language
Διαβάστε περισσότερα1) Abstract (To be organized as: background, aim, workpackages, expected results) (300 words max) Το όριο λέξεων θα είναι ελαστικό.
UΓενικές Επισημάνσεις 1. Παρακάτω θα βρείτε απαντήσεις του Υπουργείου, σχετικά με τη συμπλήρωση της ηλεκτρονικής φόρμας. Διευκρινίζεται ότι στα περισσότερα θέματα οι απαντήσεις ήταν προφορικές (τηλεφωνικά),
Διαβάστε περισσότεραReminders: linear functions
Reminders: linear functions Let U and V be vector spaces over the same field F. Definition A function f : U V is linear if for every u 1, u 2 U, f (u 1 + u 2 ) = f (u 1 ) + f (u 2 ), and for every u U
Διαβάστε περισσότεραHOMEWORK 4 = G. In order to plot the stress versus the stretch we define a normalized stretch:
HOMEWORK 4 Problem a For the fast loading case, we want to derive the relationship between P zz and λ z. We know that the nominal stress is expressed as: P zz = ψ λ z where λ z = λ λ z. Therefore, applying
Διαβάστε περισσότεραUDZ Swirl diffuser. Product facts. Quick-selection. Swirl diffuser UDZ. Product code example:
UDZ Swirl diffuser Swirl diffuser UDZ, which is intended for installation in a ventilation duct, can be used in premises with a large volume, for example factory premises, storage areas, superstores, halls,
Διαβάστε περισσότεραPractice Exam 2. Conceptual Questions. 1. State a Basic identity and then verify it. (a) Identity: Solution: One identity is csc(θ) = 1
Conceptual Questions. State a Basic identity and then verify it. a) Identity: Solution: One identity is cscθ) = sinθ) Practice Exam b) Verification: Solution: Given the point of intersection x, y) of the
Διαβάστε περισσότεραDESIGN OF MACHINERY SOLUTION MANUAL h in h 4 0.
DESIGN OF MACHINERY SOLUTION MANUAL -7-1! PROBLEM -7 Statement: Design a double-dwell cam to move a follower from to 25 6, dwell for 12, fall 25 and dwell for the remader The total cycle must take 4 sec
Διαβάστε περισσότεραHomework 3 Solutions
Homework 3 Solutions Igor Yanovsky (Math 151A TA) Problem 1: Compute the absolute error and relative error in approximations of p by p. (Use calculator!) a) p π, p 22/7; b) p π, p 3.141. Solution: For
Διαβάστε περισσότερα2 Composition. Invertible Mappings
Arkansas Tech University MATH 4033: Elementary Modern Algebra Dr. Marcel B. Finan Composition. Invertible Mappings In this section we discuss two procedures for creating new mappings from old ones, namely,
Διαβάστε περισσότεραOther Test Constructions: Likelihood Ratio & Bayes Tests
Other Test Constructions: Likelihood Ratio & Bayes Tests Side-Note: So far we have seen a few approaches for creating tests such as Neyman-Pearson Lemma ( most powerful tests of H 0 : θ = θ 0 vs H 1 :
Διαβάστε περισσότεραΣημασιολογικός Ιστός (Semantic Web) - XML
Πανεπιστήμιο Πειραιώς Τμήμα Ψηφιακών Συστημάτων Σημασιολογικός Ιστός (Semantic Web) - XML 22/11/2016 Δρ. Ανδριάνα Πρέντζα Αναπληρώτρια Καθηγήτρια aprentza@unipi.gr Πανεπιστήμιο Πειραιά Τμήμα Ψηφιακών Συστημάτων
Διαβάστε περισσότεραMean bond enthalpy Standard enthalpy of formation Bond N H N N N N H O O O
Q1. (a) Explain the meaning of the terms mean bond enthalpy and standard enthalpy of formation. Mean bond enthalpy... Standard enthalpy of formation... (5) (b) Some mean bond enthalpies are given below.
Διαβάστε περισσότεραA Note on Intuitionistic Fuzzy. Equivalence Relation
International Mathematical Forum, 5, 2010, no. 67, 3301-3307 A Note on Intuitionistic Fuzzy Equivalence Relation D. K. Basnet Dept. of Mathematics, Assam University Silchar-788011, Assam, India dkbasnet@rediffmail.com
Διαβάστε περισσότεραΨηφιακή ανάπτυξη. Course Unit #1 : Κατανοώντας τις βασικές σύγχρονες ψηφιακές αρχές Thematic Unit #1 : Τεχνολογίες Web και CMS
Ψηφιακή ανάπτυξη Course Unit #1 : Κατανοώντας τις βασικές σύγχρονες ψηφιακές αρχές Thematic Unit #1 : Τεχνολογίες Web και CMS Learning Objective : Βασικά συστατικά του Web Fabio Calefato Department of
Διαβάστε περισσότεραST5224: Advanced Statistical Theory II
ST5224: Advanced Statistical Theory II 2014/2015: Semester II Tutorial 7 1. Let X be a sample from a population P and consider testing hypotheses H 0 : P = P 0 versus H 1 : P = P 1, where P j is a known
Διαβάστε περισσότεραLecture 2: Dirac notation and a review of linear algebra Read Sakurai chapter 1, Baym chatper 3
Lecture 2: Dirac notation and a review of linear algebra Read Sakurai chapter 1, Baym chatper 3 1 State vector space and the dual space Space of wavefunctions The space of wavefunctions is the set of all
Διαβάστε περισσότεραAnalytical Expression for Hessian
Analytical Expession fo Hessian We deive the expession of Hessian fo a binay potential the coesponding expessions wee deived in [] fo a multibody potential. In what follows, we use the convention that
Διαβάστε περισσότεραΜηχανική Μάθηση Hypothesis Testing
ΕΛΛΗΝΙΚΗ ΔΗΜΟΚΡΑΤΙΑ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΡΗΤΗΣ Μηχανική Μάθηση Hypothesis Testing Γιώργος Μπορμπουδάκης Τμήμα Επιστήμης Υπολογιστών Procedure 1. Form the null (H 0 ) and alternative (H 1 ) hypothesis 2. Consider
Διαβάστε περισσότεραANSWERSHEET (TOPIC = DIFFERENTIAL CALCULUS) COLLECTION #2. h 0 h h 0 h h 0 ( ) g k = g 0 + g 1 + g g 2009 =?
Teko Classes IITJEE/AIEEE Maths by SUHAAG SIR, Bhopal, Ph (0755) 3 00 000 www.tekoclasses.com ANSWERSHEET (TOPIC DIFFERENTIAL CALCULUS) COLLECTION # Question Type A.Single Correct Type Q. (A) Sol least
Διαβάστε περισσότεραCHAPTER 25 SOLVING EQUATIONS BY ITERATIVE METHODS
CHAPTER 5 SOLVING EQUATIONS BY ITERATIVE METHODS EXERCISE 104 Page 8 1. Find the positive root of the equation x + 3x 5 = 0, correct to 3 significant figures, using the method of bisection. Let f(x) =
Διαβάστε περισσότεραOrdinal Arithmetic: Addition, Multiplication, Exponentiation and Limit
Ordinal Arithmetic: Addition, Multiplication, Exponentiation and Limit Ting Zhang Stanford May 11, 2001 Stanford, 5/11/2001 1 Outline Ordinal Classification Ordinal Addition Ordinal Multiplication Ordinal
Διαβάστε περισσότεραΟΙΚΟΝΟΜΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΘΗΝΩΝ ΤΜΗΜΑ ΔΙΟΙΚΗΤΙΚΗΣ ΕΠΙΣΤΗΜΗΣ ΚΑΙ ΤΕΧΝΟΛΟΓΙΑΣ. Τεχνολογίες και Εφαρμογές Διαδικτύου. Σχεδίαση Συστήματος
ΟΙΚΟΝΟΜΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΘΗΝΩΝ ΤΜΗΜΑ ΔΙΟΙΚΗΤΙΚΗΣ ΕΠΙΣΤΗΜΗΣ ΚΑΙ ΤΕΧΝΟΛΟΓΙΑΣ Σχεδίαση Συστήματος Κατερίνα Πραματάρη Διαφορετικοί τύποι έργων ανάπτυξης λογισμικού Μικρή εφαρμογή, ανάπτυξη από την αρχή, σχετικά
Διαβάστε περισσότεραOn a four-dimensional hyperbolic manifold with finite volume
BULETINUL ACADEMIEI DE ŞTIINŢE A REPUBLICII MOLDOVA. MATEMATICA Numbers 2(72) 3(73), 2013, Pages 80 89 ISSN 1024 7696 On a four-dimensional hyperbolic manifold with finite volume I.S.Gutsul Abstract. In
Διαβάστε περισσότεραe t e r Cylindrical and Spherical Coordinate Representation of grad, div, curl and 2
Cylindical and Spheical Coodinate Repesentation of gad, div, cul and 2 Thus fa, we have descibed an abitay vecto in F as a linea combination of i, j and k, which ae unit vectos in the diection of inceasin,
Διαβάστε περισσότεραCopernicus for Local and Regional Authorities
S P A C E T E C H N O L O G I E S F O R P U B L I C A D M I N I S T R A T I O N S I N C H A R G E O F C O N T R O L S R E L A T E D T O T H E E L I G I B I L I T Y O F F A R M E R S F O R E U A I D S I
Διαβάστε περισσότεραStatistical Inference I Locally most powerful tests
Statistical Inference I Locally most powerful tests Shirsendu Mukherjee Department of Statistics, Asutosh College, Kolkata, India. shirsendu st@yahoo.co.in So far we have treated the testing of one-sided
Διαβάστε περισσότεραdepartment listing department name αχχουντσ ϕανε βαλικτ δδσϕηασδδη σδηφγ ασκϕηλκ τεχηνιχαλ αλαν ϕουν διξ τεχηνιχαλ ϕοην µαριανι
She selects the option. Jenny starts with the al listing. This has employees listed within She drills down through the employee. The inferred ER sttricture relates this to the redcords in the databasee
Διαβάστε περισσότεραΕιδικό πρόγραμμα ελέγχου για τον ιό του Δυτικού Νείλου και την ελονοσία, ενίσχυση της επιτήρησης στην ελληνική επικράτεια (MIS 365280)
«Ειδικό πρόγραμμα ελέγχου για τον ιό του Δυτικού Νείλου και την ελονοσία, ενίσχυση της επιτήρησης στην ελληνική επικράτεια» Παραδοτέο Π1.36 Έκδοση ενημερωτικών φυλλαδίων Υπεύθυνος φορέας: Κέντρο Ελέγχου
Διαβάστε περισσότεραΕΙΣΑΓΩΓΗ ΣΤΗ ΣΤΑΤΙΣΤΙΚΗ ΑΝΑΛΥΣΗ
ΕΙΣΑΓΩΓΗ ΣΤΗ ΣΤΑΤΙΣΤΙΚΗ ΑΝΑΛΥΣΗ ΕΛΕΝΑ ΦΛΟΚΑ Επίκουρος Καθηγήτρια Τµήµα Φυσικής, Τοµέας Φυσικής Περιβάλλοντος- Μετεωρολογίας ΓΕΝΙΚΟΙ ΟΡΙΣΜΟΙ Πληθυσµός Σύνολο ατόµων ή αντικειµένων στα οποία αναφέρονται
Διαβάστε περισσότεραEvery set of first-order formulas is equivalent to an independent set
Every set of first-order formulas is equivalent to an independent set May 6, 2008 Abstract A set of first-order formulas, whatever the cardinality of the set of symbols, is equivalent to an independent
Διαβάστε περισσότεραΚΥΠΡΙΑΚΗ ΕΤΑΙΡΕΙΑ ΠΛΗΡΟΦΟΡΙΚΗΣ CYPRUS COMPUTER SOCIETY ΠΑΓΚΥΠΡΙΟΣ ΜΑΘΗΤΙΚΟΣ ΔΙΑΓΩΝΙΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ 24/3/2007
Οδηγίες: Να απαντηθούν όλες οι ερωτήσεις. Όλοι οι αριθμοί που αναφέρονται σε όλα τα ερωτήματα μικρότεροι του 10000 εκτός αν ορίζεται διαφορετικά στη διατύπωση του προβλήματος. Αν κάπου κάνετε κάποιες υποθέσεις
Διαβάστε περισσότεραLIFE ENVIRONMENT STRYMON
LIFE ENVIRONMENT STRYMON Ecosystem Based Water Resources Management to Minimize Environmental Impacts from Agriculture Using State of the Art Modeling Tools in Strymonas Basin LIFE03 ENV/GR/000217 Task
Διαβάστε περισσότεραΠροσωπική Aνάπτυξη. Ενότητα 4: Συνεργασία. Juan Carlos Martínez Director of Projects Development Department
Προσωπική Aνάπτυξη Ενότητα 4: Συνεργασία Juan Carlos Martínez Director of Projects Development Department Σκοπός 1. Πώς να χτίσετε και να διατηρήσετε μια αποτελεσματική ομάδα Σε αυτό πρόγραμμα, εντός
Διαβάστε περισσότεραΨηφιακή ανάπτυξη. Course Unit #1 : Κατανοώντας τις βασικές σύγχρονες ψηφιακές αρχές Thematic Unit #1 : Τεχνολογίες Web και CMS
Ψηφιακή ανάπτυξη Course Unit #1 : Κατανοώντας τις βασικές σύγχρονες ψηφιακές αρχές Thematic Unit #1 : Τεχνολογίες Web και CMS Learning Objective : SEO και Analytics Fabio Calefato Department of Computer
Διαβάστε περισσότεραSection 9.2 Polar Equations and Graphs
180 Section 9. Polar Equations and Graphs In this section, we will be graphing polar equations on a polar grid. In the first few examples, we will write the polar equation in rectangular form to help identify
Διαβάστε περισσότεραΥΠΟΕΡΓΟ Α Δράση Α2. ΕΑ2.3. Σχεδιασμός δικτύου παρακολούθησης υπόγειων υδάτων
eea grants Iceland liechtenstein norway "Προστασία και Ανόρθωση Υδατικών και Δασικών Πόρων Νομού Ροδόπης" ΥΠΟΕΡΓΟ Α Δράση Α2 ΕΑ2.3. Σχεδιασμός δικτύου παρακολούθησης υπόγειων υδάτων ΠΑ2.6 Σχεδιασμός δικτύου
Διαβάστε περισσότεραCalculating the propagation delay of coaxial cable
Your source for quality GNSS Networking Solutions and Design Services! Page 1 of 5 Calculating the propagation delay of coaxial cable The delay of a cable or velocity factor is determined by the dielectric
Διαβάστε περισσότεραEcon 2110: Fall 2008 Suggested Solutions to Problem Set 8 questions or comments to Dan Fetter 1
Eon : Fall 8 Suggested Solutions to Problem Set 8 Email questions or omments to Dan Fetter Problem. Let X be a salar with density f(x, θ) (θx + θ) [ x ] with θ. (a) Find the most powerful level α test
Διαβάστε περισσότεραMathCity.org Merging man and maths
MathCity.org Merging man and maths Exercise 10. (s) Page Textbook of Algebra and Trigonometry for Class XI Available online @, Version:.0 Question # 1 Find the values of sin, and tan when: 1 π (i) (ii)
Διαβάστε περισσότεραSection 8.3 Trigonometric Equations
99 Section 8. Trigonometric Equations Objective 1: Solve Equations Involving One Trigonometric Function. In this section and the next, we will exple how to solving equations involving trigonometric functions.
Διαβάστε περισσότεραεπί του χεδίου ροτύπου AGRO 2-3
Θέσεις, ιορθώσεις, αρατηρήσεις επί του χεδίου ροτύπου AGRO 2-3 2011 23.6.2011 1. Ανηικείμενο Πεδίο Εθαπμογήρ Τν παξφλ πξφηππν πεξηγξάθεη απαηηήζεηο γηα ηελ ηππνπνίεζε/ζπζθεπαζία ή/θαη δηάζεζε ζηελ αγνξά
Διαβάστε περισσότεραΑναφοράς ως Μοχλός Ανάπτυξης στην Περιφέρεια της Κρήτης»
Σχολή: Τµήµα: ιοίκησης και Οικονοµίας ιοίκησης Επιχειρήσεων Πτυχιακή εργασία: «Το Εθνικό Στρατηγικό Πλαίσιο Αναφοράς ως Μοχλός Ανάπτυξης στην Περιφέρεια της Κρήτης» Αντωνίου Γαρυφαλλιά Μαρία Α.Μ 3133 Ζερβός
Διαβάστε περισσότεραthe total number of electrons passing through the lamp.
1. A 12 V 36 W lamp is lit to normal brightness using a 12 V car battery of negligible internal resistance. The lamp is switched on for one hour (3600 s). For the time of 1 hour, calculate (i) the energy
Διαβάστε περισσότερα21. Stresses Around a Hole (I) 21. Stresses Around a Hole (I) I Main Topics
I Main Topics A Intoducon to stess fields and stess concentaons B An axisymmetic poblem B Stesses in a pola (cylindical) efeence fame C quaons of equilibium D Soluon of bounday value poblem fo a pessuized
Διαβάστε περισσότερασ σ σ :
Erasmus... Η / : 16/10/2015..: 1048, σ, 471 00 Ά. : 26810 50544 http://erasmus.teiep.gr/ e-mail: erasmus@teiep.gr Η Η Η Η Η Η Η Η. 2015-16 σ ς σ ς "K σ σ σ STT " ς Erasmus+/ σ, σ σ ση, σ ώ. σ ς ώ ώ ώ ς
Διαβάστε περισσότεραCode Breaker. TEACHER s NOTES
TEACHER s NOTES Time: 50 minutes Learning Outcomes: To relate the genetic code to the assembly of proteins To summarize factors that lead to different types of mutations To distinguish among positive,
Διαβάστε περισσότεραPotential Dividers. 46 minutes. 46 marks. Page 1 of 11
Potential Dividers 46 minutes 46 marks Page 1 of 11 Q1. In the circuit shown in the figure below, the battery, of negligible internal resistance, has an emf of 30 V. The pd across the lamp is 6.0 V and
Διαβάστε περισσότεραUNIVERSITY OF CALIFORNIA. EECS 150 Fall ) You are implementing an 4:1 Multiplexer that has the following specifications:
UNIVERSITY OF CALIFORNIA Department of Electrical Engineering and Computer Sciences EECS 150 Fall 2001 Prof. Subramanian Midterm II 1) You are implementing an 4:1 Multiplexer that has the following specifications:
Διαβάστε περισσότεραPartial Differential Equations in Biology The boundary element method. March 26, 2013
The boundary element method March 26, 203 Introduction and notation The problem: u = f in D R d u = ϕ in Γ D u n = g on Γ N, where D = Γ D Γ N, Γ D Γ N = (possibly, Γ D = [Neumann problem] or Γ N = [Dirichlet
Διαβάστε περισσότεραΠρος όλα τα μέλη του Συνδέσμου Τεχνική Εγκύκλιος Αρ. 36
Προς όλα τα μέλη του Συνδέσμου Τεχνική Εγκύκλιος Αρ. 36 23 Μαΐου 2008 Θέμα: Αναθεωρημένο υπόδειγμα ψηφίσματος προς κατάθεση στον Έφορο Εταιρειών για τη μετατροπή μετοχικού κεφαλαίου σε Ευρώ την 1 Ιανουαρίου
Διαβάστε περισσότερα3.4 SUM AND DIFFERENCE FORMULAS. NOTE: cos(α+β) cos α + cos β cos(α-β) cos α -cos β
3.4 SUM AND DIFFERENCE FORMULAS Page Theorem cos(αβ cos α cos β -sin α cos(α-β cos α cos β sin α NOTE: cos(αβ cos α cos β cos(α-β cos α -cos β Proof of cos(α-β cos α cos β sin α Let s use a unit circle
Διαβάστε περισσότεραUNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education
www.xtremepapers.com UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS International General Certificate of Secondary Education *6301456813* GREEK 0543/03 Paper 3 Speaking Role Play Card One 1 March 30
Διαβάστε περισσότεραAreas and Lengths in Polar Coordinates
Kiryl Tsishchanka Areas and Lengths in Polar Coordinates In this section we develop the formula for the area of a region whose boundary is given by a polar equation. We need to use the formula for the
Διαβάστε περισσότεραSOAP API. https://bulksmsn.gr. Table of Contents
SOAP API https://bulksmsn.gr Table of Contents Send SMS...2 Query SMS...3 Multiple Query SMS...4 Credits...5 Save Contact...5 Delete Contact...7 Delete Message...8 Email: sales@bulksmsn.gr, Τηλ: 211 850
Διαβάστε περισσότεραΤo ελληνικό τραπεζικό σύστημα σε περιόδους οικονομικής κρίσης και τα προσφερόμενα προϊόντα του στην κοινωνία.
ΤΕΧΝΟΛΟΓΙΚΟ ΕΚΠΑΙΔΕΥΤΙΚΟ ΙΔΡΥΜΑ ΙΟΝΙΩΝ ΝΗΣΩΝ ΤΜΗΜΑ ΕΦΑΡMΟΓΩΝ ΠΛΗΡΟΦΟΡΙΚΗΣ ΣΤΗ ΔΙΟΙΚΗΣΗ & ΣΤΗΝ ΟΙΚΟΝΟΜΙΑ ΠΤΥΧΙΑΚΗ ΕΡΓΑΣΙΑ Γεωργία Χ. Κιάκου ΑΜ : 718 Τo ελληνικό τραπεζικό σύστημα σε περιόδους οικονομικής
Διαβάστε περισσότεραΠροσωπική Aνάπτυξη. Ενότητα 1: Ηγεσία και ενδυνάμωση. Juan Carlos Martínez Director of Projects Development Department
Προσωπική Aνάπτυξη Ενότητα 1: Ηγεσία και ενδυνάμωση Juan Carlos Martínez Director of Projects Development Department Σκοπός Θα εξετάσουμε θα βασικά στοιχεία της ηγεσίας μέσω ενδυνάμωσης και αποτελεσματικής
Διαβάστε περισσότεραω ω ω ω ω ω+2 ω ω+2 + ω ω ω ω+2 + ω ω+1 ω ω+2 2 ω ω ω ω ω ω ω ω+1 ω ω2 ω ω2 + ω ω ω2 + ω ω ω ω2 + ω ω+1 ω ω2 + ω ω+1 + ω ω ω ω2 + ω
0 1 2 3 4 5 6 ω ω + 1 ω + 2 ω + 3 ω + 4 ω2 ω2 + 1 ω2 + 2 ω2 + 3 ω3 ω3 + 1 ω3 + 2 ω4 ω4 + 1 ω5 ω 2 ω 2 + 1 ω 2 + 2 ω 2 + ω ω 2 + ω + 1 ω 2 + ω2 ω 2 2 ω 2 2 + 1 ω 2 2 + ω ω 2 3 ω 3 ω 3 + 1 ω 3 + ω ω 3 +
Διαβάστε περισσότεραAME SAMPLE REPORT James R. Cole, Ph.D. Neuropsychology
Setting the Standard since 1977 Quality and Timely Reports Med-Legal Evaluations Newton s Pyramid of Success AME SAMPLE REPORT Locations: Oakland & Sacramento SCHEDULING DEPARTMENT Ph: 510-208-4700 Fax:
Διαβάστε περισσότεραΓΕΩΠΟΝΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΘΗΝΩΝ ΤΜΗΜΑ ΑΓΡΟΤΙΚΗΣ ΟΙΚΟΝΟΜΙΑΣ & ΑΝΑΠΤΥΞΗΣ
ΓΕΩΠΟΝΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΑΘΗΝΩΝ ΤΜΗΜΑ ΑΓΡΟΤΙΚΗΣ ΟΙΚΟΝΟΜΙΑΣ & ΑΝΑΠΤΥΞΗΣ Πρόγραμμα Μεταπτυχιακών Σπουδών «Ολοκληρωμένη Ανάπτυξη & Διαχείριση Αγροτικού Χώρου» ΜΕΤΑΠΤΥΧΙΑΚΗ ΔΙΑΤΡΙΒΗ «Η συμβολή των Τοπικών Προϊόντων
Διαβάστε περισσότεραΑπόκριση σε Μοναδιαία Ωστική Δύναμη (Unit Impulse) Απόκριση σε Δυνάμεις Αυθαίρετα Μεταβαλλόμενες με το Χρόνο. Απόστολος Σ.
Απόκριση σε Δυνάμεις Αυθαίρετα Μεταβαλλόμενες με το Χρόνο The time integral of a force is referred to as impulse, is determined by and is obtained from: Newton s 2 nd Law of motion states that the action
Διαβάστε περισσότεραConcrete Mathematics Exercises from 30 September 2016
Concrete Mathematics Exercises from 30 September 2016 Silvio Capobianco Exercise 1.7 Let H(n) = J(n + 1) J(n). Equation (1.8) tells us that H(2n) = 2, and H(2n+1) = J(2n+2) J(2n+1) = (2J(n+1) 1) (2J(n)+1)
Διαβάστε περισσότεραΣυστήματα Διαχείρισης Βάσεων Δεδομένων
ΕΛΛΗΝΙΚΗ ΔΗΜΟΚΡΑΤΙΑ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΡΗΤΗΣ Συστήματα Διαχείρισης Βάσεων Δεδομένων Φροντιστήριο 9: Transactions - part 1 Δημήτρης Πλεξουσάκης Τμήμα Επιστήμης Υπολογιστών Tutorial on Undo, Redo and Undo/Redo
Διαβάστε περισσότεραDΒ3.1 Determination of the Ideotype of Lake Ismarida
"Προστασία και Ανόρθωση Υδατικών και Δασικών Πόρων Νομού Ροδόπης" ΥΠΟΕΡΓΟ Α Δράση Β3 Β3. Προτάσεις και διαμόρφωση μέτρων για την προστασία και ανόρθωση του οικοσυστήματος της λίμνης Ισμαρίδας ΠΒ3.1 Καθορισμός
Διαβάστε περισσότεραCongruence Classes of Invertible Matrices of Order 3 over F 2
International Journal of Algebra, Vol. 8, 24, no. 5, 239-246 HIKARI Ltd, www.m-hikari.com http://dx.doi.org/.2988/ija.24.422 Congruence Classes of Invertible Matrices of Order 3 over F 2 Ligong An and
Διαβάστε περισσότεραΤΕΧΝΟΛΟΓΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΥΠΡΟΥ ΣΧΟΛΗ ΕΠΙΣΤΗΜΩΝ ΥΓΕΙΑΣ. Πτυχιακή εργασία Η ΚΑΤΑΘΛΙΨΗ ΣΕ ΕΦΗΒΟΥΣ ΜΕ ΣΑΚΧΑΡΩΔΗ ΔΙΑΒΗΤΗ ΤΥΠΟΥ 1
ΤΕΧΝΟΛΟΓΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΥΠΡΟΥ ΣΧΟΛΗ ΕΠΙΣΤΗΜΩΝ ΥΓΕΙΑΣ Πτυχιακή εργασία Η ΚΑΤΑΘΛΙΨΗ ΣΕ ΕΦΗΒΟΥΣ ΜΕ ΣΑΚΧΑΡΩΔΗ ΔΙΑΒΗΤΗ ΤΥΠΟΥ 1 ΑΝΔΡΕΑΣ ΑΝΔΡΕΟΥ Φ.Τ:2008670839 Λεμεσός 2014 ΤΕΧΝΟΛΟΓΙΚΟ ΠΑΝΕΠΙΣΤΗΜΙΟ ΚΥΠΡΟΥ
Διαβάστε περισσότεραΚΥΠΡΙΑΚΟΣ ΣΥΝΔΕΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ CYPRUS COMPUTER SOCIETY 21 ος ΠΑΓΚΥΠΡΙΟΣ ΜΑΘΗΤΙΚΟΣ ΔΙΑΓΩΝΙΣΜΟΣ ΠΛΗΡΟΦΟΡΙΚΗΣ Δεύτερος Γύρος - 30 Μαρτίου 2011
Διάρκεια Διαγωνισμού: 3 ώρες Απαντήστε όλες τις ερωτήσεις Μέγιστο Βάρος (20 Μονάδες) Δίνεται ένα σύνολο από N σφαιρίδια τα οποία δεν έχουν όλα το ίδιο βάρος μεταξύ τους και ένα κουτί που αντέχει μέχρι
Διαβάστε περισσότεραΠρόβλημα 1: Αναζήτηση Ελάχιστης/Μέγιστης Τιμής
Πρόβλημα 1: Αναζήτηση Ελάχιστης/Μέγιστης Τιμής Να γραφεί πρόγραμμα το οποίο δέχεται ως είσοδο μια ακολουθία S από n (n 40) ακέραιους αριθμούς και επιστρέφει ως έξοδο δύο ακολουθίες από θετικούς ακέραιους
Διαβάστε περισσότερα4.2 Differential Equations in Polar Coordinates
Section 4. 4. Diffeential qations in Pola Coodinates Hee the two-dimensional Catesian elations of Chapte ae e-cast in pola coodinates. 4.. qilibim eqations in Pola Coodinates One wa of epesg the eqations
Διαβάστε περισσότεραFinite Field Problems: Solutions
Finite Field Problems: Solutions 1. Let f = x 2 +1 Z 11 [x] and let F = Z 11 [x]/(f), a field. Let Solution: F =11 2 = 121, so F = 121 1 = 120. The possible orders are the divisors of 120. Solution: The
Διαβάστε περισσότερα