Charakteristika
Kontrolní mechanismy tvoří podstatnou součást elektronických mýtných systémů (v rámci manuálních mýtných systémů nejsou mechanismy kontroly tolik potřeba). Jedná se o mechanismy, jejichž účelem je ověřit dodržování pravidel souvisejících s využíváním mýtných systémů, zejména na straně řidiče či uživatele. Na proces kontroly lze nahlížet jako na dva separátní pod-procesy:
- Proces kontrola (compliancy) – Jedná se o mechanismy detekce přestupku v rámci užívání silniční infrastruktury se zavedenou povinností platit mýtné. Je nutné zmínit, že se jedná pouze o přestupky týkající se mýtného (tj. nesprávná deklarace třídy vozidla za účelem platby v nižším tarifu). V rámci kontroly je tedy prováděna detekce případných přestupků a jako taková má definovanou míru spolehlivosti. Součástí detekce může být rovněž manuální ověření operátorem, což má vliv na míru spolehlivosti.
- Proces vymáhání (enforcement) – Proces navazující na výše uvedenou kontrolu je zahájen v momentě, kdy je míra spolehlivosti kontroly a detekce na odpovídající úrovni, Proces vymáhání se soustředí na zajištění odpovídající peněžité pokuty od řidiče či uživatele a řídí se zejména odpovídající legislativou členského státu.
Z výše uvedeného je zřejmé, že kontrolní mechanismy jsou shodné bez ohledu na původ registrace vozidla (ověření shody SPZ uložené v OBU a SPZ vozidla je provedeno bez ohledu na příslušnost k členskému státu).
Naproti tomu proces vymáhání se liší v souvislosti s místem registrace vozidla:
- Domácí – Proces vymáhání se neliší od vymáhání pokut za jiné dopravní přestupky (tj. oznámení o přestupku prostřednictvím dopisu jako první instance)
- Cizí – V současné době neexistuje efektivní mechanismus na vymáhání pokut mezi jednotlivými členskými státy, tudíž je zde kladen důraz na časovou linii – tj. „polapit“ pachatele dokud je stále na území daného členského státu
V drtivé většině případu je provoz druhé části kontroly svěřen veřejné instituci, jež se touto činností běžně zabývá (v případě nové implementace to většinou znamená vytvoření nové sekce v rámci instituce).
Aplikovatelnost
Vzhledem k plošnému vyžadování dodržování pravidel a povinností účastníků silničního provozu jež podléhají povinnosti platit mýtné, jsou procesy kontroly aplikovatelné na široké spektrum vozidel, bez komplikovanějších omezení. Co se týče vozidel, jež jsou vyňata z povinnosti platit mýtné (vozidla složek záchranného systému), je jejich množství marginální a vizualita natolik distinktivní, že nepředstavují větší komplikaci.
Umístění v hierarchii témat
Nadskupina: Klasifikační kritéria mýtných systémů
Podskupina: n/a
Termíny a výstižné definice
Enforcement – Proces vymáhání pokuty za přestupek související s povinností platit mýtné za použití silniční infrastruktury
Compliancy – Proces kontroly dodržování pravidel a povinností na straně řidiče či uživatele a související s užíváním služeb mýtného systému
Popis řešené problematiky na vysoké úrovni (ne popis řešení)
V současné době neexistuje efektivní rámcová spolupráce mezi členskými státy pro proces vymáhání pokut za přestupky související s mýtným. Několik členských států váže bilaterální dohoda o vzájemném poskytování dat a případném řešení přestupků na národní úrovni, nicméně obecný univerzální mechanismus neexistuje. V současné době aktualizovaná Direktiva Evropské Unie 2019/520 se v Kapitole 8 zabývá problematikou přeshraničního vymáhání pokut za přestupky související s platbou mýtného.
Architektura popisovaného řešení
V rámci architektury kontrolních mechanismů lze rozlišovat automatický a manuální kontrolní mechanismus.
Automatický kontrolní mechanismus
Veškeré procesy kontroly jsou prováděny automaticky, ať již na straně silniční infrastruktury (např. kontrolní brány se zařízeními schopnými detekovat průjezd vozidel, rozpoznat třídu vozidel či případně určit nějakou charakteristiku vozidel, která má jako mýtný atribut význam pro proces kalkulace mýtného). Automatický proces kontroly lze rozdělit do následujících dvou kategorií:
- Detekce a sběr dat týkajících se charakteristik vzidla nutných k určení správné tarifní třídy (za použití různých technologií, např. ANPR)
- Kntrolní procesy porovnávající vozidlové charakteristiky registrované uživatelem a skutečné vozidlové charakteristiky detekované na straně silniční infrastruktury v době jízdy.
Oba výše zmíněné procesy se mohou jednak odehrávat (plně nebo zčásti) na zařízeních umístěných na straně silniční infrastruktury (tzv. fixní či přepravitelné kontrolní zařízení), či v rámci architektury centrálního systému po uložení všech potřebných dat.
Manuální kontrolní mechanismus
Jedná se o proces kontroly operátorem. Vzhledem k nákladnosti kontroly je běžné provádět manuální kontrolní mechanismus až po provedení všech automatických kontrolních mechanismů (např. je možné jej provést pouze pokud míra spolehlivosti automatických kontrol a detekcí není dostatečná). Je zřejmé, že použití dobře definované heuristiky bude mít vliv na provozní náklady oddělení, jež se manuálními kontrolami zabývá.
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)
Obrázek 1 – Kontrolní mechanismus (enforcement / compliance checking)
Pro pokrytí procesu vymáhání se v rámci existujících systémů používají mobilní týmy zaměstnanců instituce, jež má vymáhání pokut za přestupky na starosti. Tyto mobilní týmy využívají v drtivě většině za účelem mobility užitných vozidel (dodávky) a soustředí se zejména na vozidla registrovaná v jiných členských státech. Tyto mobilní jednotky mají možnost vybírat peněžité pokuty (pokud to legislativa podporuje) a v případě odmítnutí platby mají pravomoc zabavit vozidlo.
Přehled funkcí popsaného systému
Systém kontroly je používán zejména k záznamu a uchování evidence v případě správného detekování přestupku souvisejícího s užíváním služeb mýtného systému.
Popisované oblasti dopravy
Silniční osobní doprava (vzhledem k současné situaci, kdy drtivá většina existujících EFC systémů pokrývá pouze nákladní dopravu není aktuální, nicméně je vhodné zmínit v rámci výhledu do budoucna)