Charakteristika
Zpoplatněním lze obecně nazvat proces zavedení poplatků za použití silniční infrastruktury. Bez ohledu na účel nebo důvod zavedení, lze v rámci způsobu zpoplatnění mluvit o dvou základních principech:
Diskrétní zpoplatnění – Mechanismus zpoplatnění je založen na existenci samostatných událostí vyskytujících se v čase, jež určitým způsobem popisují použití tzv. mýtného objektu (viz heslo mýtný objekt). Tato události lze nazývat diskrétními zejména z toho důvodu, že jsou principálně založeny na dvouhodnotové logice, bez ohledu na dobu či míru využití – tj. buď k dané události došlo a v tom případě je účastníkovi silničního provozu účtována paušální cena, nebo k ní samozřejmě nedošlo vůbec. Výskyt řady těchto událostí v čase je chápán diskrétně, tj. každá událost je uvažována a účtována jako samostatná, a to i přesto, že výsledná cena vznikne agregací těchto událostí a nezohledňuje aktuální míru či dobu využití.
Spojité zpoplatnění – Oproti diskrétnímu principu jde v případě spojitého zpoplatnění (nebo také kontinuální) o mechanismus zpoplatnění, jenž je založen na kumulativním součtu spojitých hodnot, jež se mohou vztahovat k času či vzdálenosti (čili s ohledem na míru a dobu využití). Jedná se o princip zohledňující tzv. „zaplať za to co skutečně projezdíš“. Spojitost lze v tomto případě spatřovat právě v určitém nepřerušeném časovém intervalu po jehož dobu bylo využito silniční infrastruktury. Totéž se dá říci o míře využití, tedy vzdálenosti.
O termínech disktrétní a spojité zpoplatnění je hovořeno zejména v souvislosti s elektronickými mýtnými systémy.
Obrázek 1 níže ilustruje základní aspekty obou principů.
![](data:image/png;base64,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)
Aplikovatelnost
Jednotlivé typy zpoplatnění lze aplikovat bez větších omezení, nicméně jejich použití ve většině případů reflektuje podmínky prostředí a infrastruktury jež zpoplatnění podléhá – tzn. při výběru principu hraje majoritní roli prostředí (např. městské či meziměstské), rozsah (např. lokální či regionální význam) a typ mýtného objektu (např. tunel, most a podobně).
V současné době je většina celostátních mýtných systémů založena na spojitém i diskrétním (pokud budeme uvažovat o mýtných systémech využívající technologii DSRC za princip diskrétního zpoplatnění, viz heslo elektronické mýtný systém) zpoplatnění, nicméně spousta členských států využívá také diskrétního principu v případech zpoplatnění průjezdů tunelem či přejezd přes most. Existují případy elektronických mýtných systémů, které kombinují oba principy (např. mýtný systém jenž pokrývá dálniční síť v rámci spojitého principu zpoplatnění a průjezd tunelem v rámci diskrétního).
V rámci porovnání obou principů nelze jednoznačně ustanovit, který je výhodnější. Diskrétní zpoplatnění v sobě nese potenciální nutnost výstavby mýtné infrastruktury sloužící k zaznamenání mýtné události, což u kontinuálních zpoplatnění není nutné minimálně ve stejném rozsahu. Kontinuální zpoplatnění rovněž reflektuje tzv. „fair“ přístup – tj. jak již bylo řečeno výše, „zaplať co projezdíš“.
Umístění v hierarchii témat
Nadskupina: Elektronický mýtný systém
Podskupina: n/a
Termíny a výstižné definice
OBU – platební prostředek, umožňující pohyb v rámci mýtné domény elektronického mýtného systému
Evropská Služba Elektronického Mýtného – služba definovaná Evropskou Komisí za účelem poskytnutí plně interoperabilního řešení pro uživatele evropských elektronických mýtných systémů (existujících i budoucích)
Spojité zpoplatnění – zpoplatnění v závislosti na skutečném využití silniční infrastruktury (např. počet ujetých kilometrů)
Diskrétní zpoplatnění – zpoplatnění v závislosti na akumulaci izolovaných událostí značících využití silniční infrastruktury podléhající zpoplatnění
Mýtný objekt – jedná se o část silniční infrastruktury podléhající zpoplatnění (např. dálniční síť, tunel, most, vybraná sekce silnice a podobně)
Mýtná událost – zaznamenaná skutečnost v čase, jež indikuje využití silniční infrastruktury podléhající zpoplatnění
Popis řešené problematiky na vysoké úrovni (ne popis řešení)
Legislativa Evropské unie tuto tématiku neprobírá a neomezuje tak nijak možnost výběru z obou principů k implementaci elektronického mýtné systému.
Architektura popisovaného řešení
Skutečnost zda jde o použití diskrétního či spojitého zpoplatnění nemá zásadní vliv na architekturu mýtných systémů, zejména pokud se jedná o role zainteresovaných stran. Nicméně se použitý princip se může odrazit ve výběru použité technologie a také v definici datových struktur, jež v implementaci systému slouží k reprezentaci skutečných mýtných objektů.
Mýtné objekty jsou:
- Oblast – Geografický celek, definovaný spojitou uzavřenou hranicí (tj. křivkou jež tento celek obepíná), jejíž interní část je zpoplatněna..
- Sekce – Zpoplatněná silniční infrastruktura je rozdělena do sekcí s definovanou délkou. V případě použití silniční infrastruktury zde tedy mluvíme o seznamu sekcí, jimiž dané vozidlo projelo.
- Kordon – Linie nebo hranice, jejíž přejezd (v jedno či v obou směrech) je zpoplatněn.
Tabulka níže prezentuje příklady použití diskrétních a spojitých zpoplatnění, společně s použitými technologiemi a mýtnými objekty.
Technologie pro výpočet a výběr mýtného | Mýtný objekt Mýtná událost | Typ zpoplatnění |
DSRC (mikrovlnná technologie) | Sekce se stanovenými délkami Jízda po dálnici | Diskrétní Výpočet mýtného je prostřednictvím akumulace navštívených sekci a následného součtu jejich definovaných délek. Na tento případ lze nahlížet také jako na příklad spojitého zpoplatnění. |
GNSS (satelitní technologie) | Sekce se stanovenými délkami Jízda po dálnici | Spojitá Výpočet mýtného je založen na počtu najetých km na dálnici. |
GNSS (satelitní technologie) | Oblast Jízda po silnici | Spojitá Výpočet mýtného je založen na čase stráveném v dané oblasti, bez ohledu na to, zda se vozidlo pohybuje či nikoliv. |
DSRC Nebo Systém automatického rozpoznání SPZ | Kordon | Diskrétní Výpočet mýtného je založen na počtu přejezdů dané linie, přičemž se částky mohou lišit na základě směru přejezdu. |
DSRC | Sekce Přejezd mostu | Diskrétní Mýtné je jednorázová částka za průjezd. Částka nezohledňuje pouze délku mostu, ale náklady na výstavbu a provoz (jež nicméně s délkou mostu souvisejí). |
Systém automatického rozpoznání SPZ | Sekce Průjezd tunelu | Diskrétní Mýtné je jednorázová částka za průjezd. Částka nezohledňuje pouze délku tunelu, ale náklady na výstavbu a provoz (jež nicméně s délkou souvisejí). |
Tabulka 1 – Příklady spojitých a diskrétních zpoplatnění
Přehled funkcí popsaného systému
Oba principy zpoplatnění si kladou za cíl efektivně reflektovat povahu zpoplatnění dané silniční infrastruktury – tj. za jednorázové použití či kumulativní založené na času či míře využití.
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)
Silniční nákladní doprava
Odkazy/Reference/Normy
Problematika typů zpoplatnění souvisí zejména s legislativou konkrétního členského státu Evropské unie, jež specifikuje použitý princip výběru mýtného. Evropská legislativa se těmito aspekty nezaobírá. Principy a typy mýtných objektů jsou zohledněny v definici datových struktur uvedených v rámci mezinárodní normy ISO 17575-3 (https://www.iso.org/standard/64163.html).