Charakteristika
ALERT-C číselník událostí (dále i číselník nebo katalog) slouží k popisu předdefinovaných typů událostí, tzv. frází, a jejich možných variant. Tento číselník (tabulka) obsahuje množství (~1600) předdefinovaných frází pro různé dopravní situace, každá fráze je určena jednoznačným identifikátorem. Některé fráze jsou variabilní na základě kvantifikátoru, případně mohou reprezentovat frázi složenou z více základních frází. Fráze jsou v číselníku tematicky sdruženy do skupin. Podoba a konkrétní obsah číselníku událostí je dána mezinárodní normou ČSN EN 14819-2.
Zjednodušeně, tato tabulka umožňuje místo popisu významu události textem (náročné na přenášený objem dat a interpretaci) posílat pouze odkaz do předem definovaného seznamu možných frází. Vzhledem k tomu, že číselník frází je stanoven normou, je jeho podoba neměnná a předem daná, jediné jeho možné varianty jsou překlady do jazyka uživatele.
Aplikovatelnost
Hlavním použitím číselníku událostí je RDS-TMC, kde tvoří nezbytnou součást systému z pohledu optimalizace přenosu. Přítomnost stejné stejného, či přeloženého, číselníku událostí v navigačním přístroji umožňuje interpretaci událost v jazyce uživatele a přisouzení významu události pro použití při routování.
Každý systém popisu dopravních informací má svůj způsob popisu události, číselník událostí může být použit i mimo systém RDS-TMC, není to ale obvyklé. Důvodem je příliš velký rozsah číselníku, malá specializace a chybějící „úrovňovost“ popisu detailu dopravní události.
Umístění v hierarchii témat
Nadřazený termín: RDS-TMC
Související termíny: lokační tabulka,
Termíny a výstižné definice
RDS-TMC – rádiový datový systém – kanál dopravních zpráv, celý název pro systém přenosu kódovaných dopravních informací do navigace
uživatel – řidič, vlastník navigačního zařízení, který se naviguje po trase
poskytovatel služby – subjekt poskytující dopravní informace v systému
výrobce navigací – subjekt dodávající základní sady dat systému RDS-TMC do navigace
navigační zařízení – zařízení využívající znalost svojí přesné polohy, přítomnost navigační mapy a algoritmy pro hledání trasy pro navigaci na trase.
Popis řešené problematiky na vysoké úrovni (ne popis řešení)
Číselník událostí použije poskytovatel služby pro zakódování popisu dopravní informace před jejím přenosem, zejména v systému RDS-TMC. Navigační zařízení popis dopravní informace dekóduje a interpretuje (význam a text) uživateli / zařízení.
Číselník událostí je evropská norma, sestává se z jednoúrovňové tabulky kde každý řádek je jedna fráze. Pro použití číselníku je potřeba jej přeložit a zpřístupnit v otevřené formě. Přeložený číselník integrují do svých systémů poskytovatelé služeb a výrobci navigací. Výrobci navigací, integrují různé jazykové verze číselníku, zjednodušují číselník, propojují význam jednotlivých frází do routovacího algoritmu.
Architektura popisovaného řešení
Číselník událostí je jednoduchá tabulka obsahující pro každou dopravní situaci kodifikovanou dopravní frázi. Číselník je norma – není flexibilní, nemusí vyhovovat všem (např. nejsou v něm stupně dopravy).
Tvůrce normy vytvoří číselník událostí a pravidelně, cca 1x 3 roky – tzv. systematická revize, jej aktualizuje. Lokální tvůrce normy číselník překládá do národního jazyka a vytváří přechýlené varianty fráze události a algoritmus generování zprávy používající fráze s vyjádřením množství. Výrobce navigací, integruje číselník, včetně lokálních verzí do zařízení a vytvoří pravidla pro interpretaci a zobrazení události v navigačním přístroji.
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)
Obr. 1 Architektura řešení pro tvorbu, distribuci a implementaci číselníku událostí systému RDS-TMC
V České Republice poskytuje upravený číselník událostí včetně algoritmu a popisem implementace společnost Central European Data Agency (CEDA) která zároveň vytváří ALERT-C lokační tabulky.
1. Struktura číselníku událostí
Číselník událostí popisuje různé možné dopravní situace jako například „událost“, „nehoda 3 vozidel“, „zvířata na vozovce“, „námraza“, pravděpodobnost sněžení“, „vítr o rychlosti X km/hod“ apod.
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)
Obr. 1 Ukázka číselníku událostí
Jednotlivé fráze se od sebe liší:
- Jednoznačným identifikátorem a složeným kódem
- Textem fráze (v angličtině), variantami překladu
- Zatříděním fráze jako
- dynamické či dluhotrvající události
- ppisu současného stavu či odhadu v budoucnu
- nrmální, rušící či tiché rušící fráze
- jednduché či složené
- s kvantifikátrem či bez
- kategorií fráze
Číselný kód fráze se používá k jednoznačné identifikaci fráze. Pokud je fráze dlouhotrvající „vydrží“ v přijímači 60 minut, na rozdíl od krátkodobé s 15 minutami.
Každá kategorie frází, např. „plynulost provozu“ má svoje rušící zprávy. Po jejich přijetí jsou související zprávy (podle polohy a kategorie události) v přijímači vymazány (tzv. tichá rušící zpráva) či nahrazeny jiným textem se zklidňujícím efektem, např. „provoz opět v pořádku“ (tzv. normální rušící zpráva).
Kvantifikátor umožňuje událost doplnit o množství, například počet havarovaných vozidel, délka kolony, rychlost kolony, rychlost větru, množství srážek atp. viz „vozidla zpomalují v místě Q nehod, dopravní kolaps v úseku 1 km“, kde Q je právě zástupný symbol pro nahrazení konkrétním kvantifikátorem.
V případě českého překladu byly vytvořeny 4 kategorie frází s jednoduchým číselným kvantifikátorem:
- Text zprávy bez kvantifikátoru „jízdní pruh uzavřen, dopravní kolaps “
- Text zprávy pro kvantifikátor =1: „jízdní pruh uzavřen, dopravní kolaps “
- Text zprávy s kvantifikátorem >1 a ≤4 „Q jízdní pruhy uzavřeny, dopravní kolaps“
- Text zprávy s kvantifikátorem ≥ 5 „Q jízdních pruhů uzavřeno, dopravní kolaps“
Ve zprávě může být více frází, pro vyjádření složitějších dopravních situací, pro ušetření místa číselník definuje některé pravděpodobné složené fráze jako jednu frázi s novým kódem, např.: „jízdní pruh uzavřen, dopravní kolaps v úseku 1 km“ je složenina 2 původních jednoduchých frází.
Převod do dopravních efektů provádí výrobce navigací – ten určuje, jak se promítne např. zpráva „kolona vozidel“ do odhadu času, do algoritmů pro přepočítání trasy a konečně do prezentace uživateli. Tento proces je individuální a není nikde kodifikován. Obecně způsobuje problémy v případě interpretací dopravního významu pro vágně stanovené fráze událostí: například fráze „dopravní problém“, situace je obtížná ale i u popisu efektů bez dopadů na dopravní proud, např.: „nehoda“. Jediná situace kdy je interpretace jednoznačná je vyjádření zdržení nebo rychlosti.
2. Tvůrce číselníku událostí / pravidel a překladu
Číselník je tvořen normou. Tvůrce překladu pouze překládá fráze do národního jazyka a doplňuje národní kontext, viz různé verze překladu pro různé hodnoty kvantifikátoru.
3. Výrobce navigací
Výrobce navigací musí ve svém přístroji pro interpretaci událostí číselník událostí v národním jazyce uživatele a pravidla pro interpretaci události.
Přehled funkcí popsaného systému
S tvorbou a distribucí lokačních tabulek jsou spojené procesy
- Tvorba a překlad číselníku událostí
- Implementace číselníku událostí
- Použití číselníku událostí k popisu dopravní situace
1. Použití číselníku událostí k popisu dopravní situace
Při popisu události operátor poskytovatele služby vybere z číselníku událostí jednu či několik frází odpovídajících dané situaci, doplní je kvantifikátory. Do éteru se vysílá kanálem RDS-TMC pouze kód fráze, kromě jiných částí zprávy TMC (místo, platnost).
2. Implementace číselníku událostí
Tabulku událostí odebírá a implementuje poskytovatel služby a výrobce navigací, tabulku si může koupit ve formě mezinárodní přeložené normy (pdf) či od servisní organizace jako zpracovanou tabulku.
Odkazy/Reference/Normy
Pro tvorbu lokačních tabulek se používá 2. část normy RDS-TMC:
- Popis struktury a tvorby lokační tabulky (14819-2): číselník událostí