Charakteristika
Hlavní prostředek interakce (výměny informací) mezi jedoucím/stojícím vozidlem a silniční infrastrukturou je systém automatické identifikace vozidel a zařízení AVI/AEI s cílem zjistit identitu, nebo jiný konkrétní údaj o vozidle nebo jeho nákladu.
AVI/AEI jsou rozděleny na 2 části:
• AVI/AEI v normální nemodální přepravě a
• AVI/AEI, pro použití v multimodální přepravě.
Umístění v hierarchii témat
Nadskupiny: (bude doplněno)
Podskupiny: (bude doplněno)
Termíny a výstižné definice
AVI/AEI
zařízení ve vozidle (OBE)
palubní jednotka (OBU)
zařízení na straně komunikace (FE)
DSRC
CALM
CS1-9
Identifikátor
ASN.1
čtecí zařízení AEI
Popis řešené problematiky na vysoké úrovni (ne popis řešení)
Valná většina telematických aplikací vyžaduje nějakou formu identifikace. Identifikace může být buď jednoznačná, tedy přiřazující konkrétní vozidlo či náklad jednoznačnému identifikátoru, nebo obecná, vztahující se pouze na typ, velikost, množství vozidel či nákladu. Identifikace může v telematické aplikaci probíhat buď přímo, nebo nepřímo. Metody nepřímé identifikace se používají například při řízení křižovatek či vyhodnocování obsazenosti komunikací. Na nepřímé identifikaci se podílí pouze jeden aktér na straně komunikace, jedná se zejména o systémy silničních detektorů (virtuálních, zabudovaných v povrchu vozovky, atd.). Metody přímé identifikace obsahují 2 aktivní prvky, které mezi sebou komunikují. Aplikace, jako například sledování nákladů, parkovací, bezpečnostní a řídicí systémy, atd. mohou obsahovat identifikaci jako samostatný funkční blok, se stanovenými vlastnostmi a chováním
Předmětem výměny informací je jednoznačný identifikátor a doplňková data. Proces identifikace jako takový může probíhat kontinuálně, tzn. nezávisle na místě a čase, nebo diskrétně, tzn. v přesně definovaném čase nebo místě. Typické aplikace jsou zpoplatnění úseku komunikace, parkovací a sledovací systémy, management vozového parku či „flotily“ vozidel a řídicí systémy.
Architektura popisovaného řešení
Automatická identifikace zahrnuje systém či jeho část, zodpovědnou za bezkontaktní a jednoznačné určení identity sledované jednotky. Vozidlo, nákladní jednotka nebo položka nákladu může být jednoznačně identifikována prostřednictvím speciálního zařízení, které je pevně spojena s identifikovanou jednotkou. Toto zařízení předává informace o sledované jednotce do čtecího zařízení, které je dále zpracovává a posílá k vyhodnocení do centrální databáze (pod)systému automatické identifikace. AVI/AEI tedy zahrnuje minimálně 2 zařízení, která mezi sebou komunikují přes definované rozhraní.
Prostředky podílející se na automatické identifikaci jsou zařízení ve vozidle (tzv. On Board Equipment OBE) a zařízení na straně komunikace (tzv. Fixed Equipment FE). Mezi těmito prostředky probíhá bezdrátová komunikace za použití elektromagnetických signálů (jako například indukci, rádiové vlny, mikrovlny nebo infračervené vlnění IR). Technologií přenosu informací mezi OBU a FE se zabývají normy pro bezdrátovou komunikaci v dopravním prostředí, mezi vybrané způsoby komunikace patří vyhrazené spojení krátkého dosahu DSRC (dedicated short range communication DSRC) na frekvenci 5-6 GHz a IR.
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jhGy82VDQRDI0EkJuG7Nx7DaJmMNQMmhpgX3HrO+zJKZBRdx9rv0+o7dqAjbz6VQOW7jAavglj88RI21jRhNVEMDQSQG4ah2fnts1X619DzeDKV7CnuHaDQ06BjJrY+xgVPlmNRw1YDVhhtH0D1gaKsf2mymaNI00EQxMWXmSnuWzITTWDoWYYVDfYEwJ7ipMbsPauQUa19D7GN1+jGp5vGpYRx4547lfjd+JWH5ulgmjcbcNsABg732psx81PY/+hmQDxzVfZIjvlpprBUDMMacDaEwL7ipP3FWUUyKi2jNKALWjARj13DVgmBdGAzRebKMaYjRVXwWrAGms2FDRhkZ2G7Nw+N9UMxpE1Q3HdYD8I7CtqwAIyarXm6z+fW0Xz8dt/n9mAjT4PGrCC6NrvNsQ2UIyRmyqasO+aB27veNStK8f83TVgkZ2G7Nw2O9UMhpqhZq7aDwL7ipP3FWUUyKiWjBoXPlfB965OaMBWnwcNWCGU9bdp2nixkWL4ZPu6DViNA+OvDYUhzwdkpyE792jAqhkMNUPN15fYCwL7iks0YAEZVZlRIxdIGQ3YP/1cxL+981yim8YRDdinQwPWJ0F+eA3YRDFsqGjCfj2HbaQbf2omaCSA3DRkp5rBUDMsUzPYBwL7itP3FeUUyKiWjFru6tc3Db+MY2c1YKueqwasT4Is1oC1kWK4vVjPJ9pTbplp89yYeFWXBiyueDU0YpfPTjWDoWaorRnsA4F9xSUasICMamnATj1J0Q3Yb5ugGrAasD4JMrIBayPFsKGy3lWwGq/Gct916CpY5KYhN5fOTjWDoWaorRnsAYF9xen7inIKZFRLRi179eubpt+TpmbUc8j6vd40azVgfRJkxQasIt2wobJEA1bzwFjyyi4NWFzxasjNPRqw1qGGmqGuAQvYV5zegAVklAZsQmPwbqOwqvnZcR4ym6QasD4JchV9V4Pi3LChMv42xJoHRurmvtsQc0Lz1Zw3opuih2SnmsFQM9TWDPZ/wL7i9H1FOQUyqrcBO7U7ndWA/a0ZehV9r6wGLLt9EqTiViGKcsNmyvgGrAaCsUUjwVWwyE5Ddi6XnWoGQ93Q1IAF7CtOb8ACMur4Bmzm7XG/bRZmXFF794++6m2CNWCFUPYn1WymGDZTxjdgNRCMXRsJIDsN2Tk7O9UMhrpBAxZYfG9RAxbYKaOW//7X6J/723+LePwr+Xttnz4PDVghNLwBayPFsJmyTgNWA8HYrpHgKlhkpyE7l2jAqhkMdUNPzWDvB+wrTm/AyimQUb0N2MnN1zvPL+LK1QkN2OzzEHl17fXyu3MRQjZSDJsp1y4NWA0EY8tGggYsstOQneMbsGoGQ93w8riuKgOmXNyR1YAFZFREFtzJqG2ufn3781fC98n+1oDtPA8asCzSgLWRYthMWbQBa3Pb0EgA2WmcnZ2FualmMI6qG4Z9cNO+DzC9ASungN4G7NQTMaUBm9X01IDFQun7RZKC29CEHd+A1UAwNBJAdhqys7UBa11pqBl6GrAA0xuwANUN2O2ufn1znEkN2IrzoAHLAgslGymGzZR1GrAaCIZGAshOQ3a2NmCtKQ11Q3ndYM8HmN6AlVNAbwMW4N+N8wELJc1Xwy3F1mnA+u5CQyMB5KYhO7tyU91gaMA2N2ABBu4ryilAAxawULKRYhg5mykdDVgb2IZGAshNQ3Z2NGCtJQ11gwYsYF9RTgEasIAQspFiGNs1YG1cGxqwIDcN2akBaxgasIB9RQ1YQEYJIEAD1jC2vQ1x9W3/bFwbUxsJGrC4+tUwerKzIDfdNcdQN2jAAvYV5RSgAQusE0Jvs0ED1jD6P81e2YC1YW24kgvkpiE7uxqw1pCGukEDFtCAlVOABiygAWszxTA0YA1DAxYNWMPQgNWANQwNWEBzQwMW2DCjPgIIyAqilwsltxIzbKas0YB1G03DrTRBA9aQnV25qWYw1A0asIAGrJwCNGABDVifZDeM2k+zVzVgbVQbruQC2WlowHY1YK0dDXWDBiygASungJENWAAN2P2adn8a049vLNeAPerq199e/9+eh4hj/HYcjYNlGwnfzrnTG5dbNF9lp+yUmxqwago1hQYs3Xs+2RfnfLMOwJ6iBiyRuSKv0IAFNGBtppRtkLzd1Mg+vpG7mVKx6XniVZRPN++rGhEaCVs2YF19+79f565+lZ2yc4G7B2jAqinUFBqwnNeAfTLnsaeoAUtHpsgrGaUBC2jAGmEbGXc2NbKPb2jAaiJoImjAHtV4jD4Pn5V/D9kpOzVgNWDVFGoKDVh2bMC+me/YU9SAJTJTfvu7yysZpQELnNiAVWwXbJT8do6zj28s34D9aCLc37zXRNCADWg4asCufT5kp+w8Ljsr1iLWjWoKf0MNWGY0YCPmO/YUNWCJzJS//e3lldeVBixwdANWMf1so+Tuz3Qc39inAXvqlUBPNu8jmhB/O85P/91YtgH70YC9dU4+K/0OslN2asC6+lVNoabQgOWUBuzdxgr2FDVg+a1BGpEr8sprSwMW0IA1QjclvvnZ7OMbGrCaCO82/jURtm/AfjZpNDo3slN2yk4NWDWFmkIDloMasE+PqalhT1EDlsiG5zc/K6+8vjRgAQ1YxfTXGxJPf77j+IYG7G5NhG+/Jy9i4/+3xoVGwvIN2M+lARtxfj7TfwfZKTs1YDVg1RRqCg1YdmvAak6gAcuUjHp6VSsySgMW0IBVXKdtSPikuQasJsL7JsLfzkvEpv9v/14TYdkG7GeT5uKkBuxHA1Z2yk4NWENNoWbQgKW/AavBYU9RA5YJ+SSv0IAFNGBtptgsMTRgN2wiRF11pYmwZQP2owGbeq4+GrCyU3ZqwBpqCjWDBix1DY4n6zXsKWrAUt2AlVdeYxqwgAasYbPE31sDdoEmwm+30oxoInz7bzUSlmnAfjZpKK7QgP1owMpO2akBa6gp1AwasNQ1OJ6u2bCnqAFLdTbIKxmlAQtowBo2S2ymaMAu1ET46eqqpxv+mghbNWA/RsvQgJWdslMD1lBTqBk0YPnMvsIMe4oasF4/Xbkgr2SUBiygAau4tlliM0UDdqEmQsRtL6Nvt6mJ0NpI0Ag9uxErO2WnBqwGrJrC0IBFg0NTw56iBiwD80leySgNWEADVnH9ajPjp5/NPr6hAbtzE+FvV2tlNRHuDk2E9gasxqcmrOyUnRqwGrBqCjWFBiwaHF82ONDc0ICVT0//dtW3V0dGCR9AA9aGyVc/n318QwP2lCbC//y/O99vqImwbQNWw1MjVnbKTg1YDVg1hZpCA5ZtG7Bvj6ehYU9RA5aqTJFXaMACI9/oJg0F9rNz8s3PZR/feP+3XmloIrxvIvh7LN2A1eDUhNWAlZ1b/v1WGdaTago1Q9/grAbs22N6DdlTlFN88xqKyhN55fWlAQtYKNlMCdswuXsus49vaMDusgl9d7M6qokQ+Xw1YNMasBqbGrEasLJTA1bNoKZQU2jAcnQD9rfjeg3ZV5RTRGXKnb+1vPLa0oAFlg8ityCeX2R3Hd9wC+ITmwhPjvm2sa2R0NKA1cjUhJWdslN2ugWxmkJN4RbEbN8gy2y8YU/x5b6inJJTrxq28kpGacAmT+KKIJhyXNCAPXPTZMLxDQ1YTYT7TYSM56yJoAFraMDKTtmpAWvNqabQgNWAtSc6oQGLPUUNWKb3X7ymZJQGbMDE3XHBIijQgLVhcvfc2ijRgNVEuL8hr4lw/C2INTI1X2Wn7JSdGrBqCjXFijWDBqx90dbGBvYUNWCJypTsPERGacAu0oC9cx/yjOOCBuw5GyfTj29owO7aRHhyzKgGgEZCShPhc2eeGJqvslN2yk4NWDWFmmLjmsHekgZs+v4rmhsasHybK939ImSU8NGAFRxowBqGzRRNBEMToaaJoLmp+So7DdmpAWsYGrCAPUUNWEAD9szm69PmZNbPTDougkgD1jA0YDURjNObCBG35jOObrzKTkN2asAahgYsYE9RAxbQgNWAzWzAfvNz046LINKANQwNWE0EQxPh9VzS9Dy7+So7DdmpAWsYGrCAPUUNWEAD9pzm6z/PQcSXymvAIog0YA1DA9YwNBE0YTVeZachOzVgDUMDFrCnqAELaMAe24B906B0C2IEkQasYUzdTKm47Z/NaeOEJkLSXFq5idjavFz8vMlOQ3ZqwBrGbjWDvSVAAxaQUcKnpgH7ZHQeFzRgDWP7zRRNBEMTIaaJMKWhqAG77vmSnYbs1IA1jN1qBntLgAYsIKNOD59vm493mpQZTdLq44IGrGHYTNFEMDQR2q7gujRgUxuwlwasYeydndaMhppBAxbQgJVTgAasBuzI40JGEL3cdLGZYhgvN1Oqbvtnc9o4qIkwqbmoAbvuOZKdxvbZWTgX1QyGMaNmsLcEhDc3gtcTcgpoyahjwifru12jG6QdxwUNWMPYazOl8qoTm9OGJkJLg1EDdt3zIzuNrbOzeD6qGQwjrgGrsQFowAIySgM2rgE7+Za+qx0XQfTDa81mimEUbqYUbnxqIhgnNWCnNRo1YNc9N7LTOKkBe2nAGsYRH9q0twRkNjcuDVhg1YzSgNWANePQgDWMfRuwmgiGsUYT4W6zUQN23XMiO41ts7PrrgHWjIaa4XUDVmMD0IAFZJQGbF/z9W/nSgMWQfTr6+zVBquC2rCZcnVtpHw9T21QG5oI5U1HDdh1z4fsNLbMzqY5qWYwjBkf2rS3BGjAAsdk1J111LEN2Kif04BFEKUtkmymGDZTbs6Djtv+aSIYmzcRPkMbjxqw654H2WlowLoK1jB2qxnsLQEasMCJDVjhc+d2wk8aljs0YKdeBcyaQRT9PTIKasNmyjXx6le30jS2bCIs0ODTgN3jHMhOY6ncvJmdLfPJutFQM2jAAls2N+QUoAG7WgM28uc1YDVgBdHzALKZYhhxmyndt/6zUW2s3oB1lSmy0zBef3ClbT5ZNxpqhtaawT4Q0NbckFNAZUbdXUtt3zDTgNWApS6IMr5HRkFtnL6R8s08mHDliY1qY+WruDRfkZ2GsewHV9QMhrqhv2awDwS0NTfkFKABu2jz9ZvjaMBqwAqiP74WQq8OUVQbNlK+3khpa8BqJBgrNhH+stYBDVjDWCc71QyGuuGLOZA8Z+0DARnNDTkFbJFRAgj4a1P9YXPfZophrL+RogFrbN1E0HhFA9YwtshONYOhbvhlDhTMW/uKQEhzwwdFgB0zSgABrxqw2QskRbXh9sNjm68aCcZytx/WeEUD1jC2y041g6Fu+MscKJq79hWB180NHxQBds0oAQS8CiENWMPY7lPsroI1tmwiaL4yrWEkNw3Z6SpYw8iqGwrnrn1FQAMWkFECCEhuwPo0u2EkbqQM3wTVSDBWaiCA3DSMfbJTA9ZQN/TWDPYVgah9RVfqA9tllAAC/hgoAxZJNlIMtxGb33h1NZexUgMBRuam7DQGZ+dS88la0ji5bmhc+9hXBKbuK8op4FUDNiKjBBAwugFrM8U49VPsCzaQNBIMDQTQhDVkp6tgDaOw+TqgZrCvCDzaV3SlPjC5ARuVUR8hBNwNoD8Ekc0Uw8jdSFluA9RmtjGkiQCy0zDOyE41g6FmaH4PAxh49aucAlobsEIIWGahpOA2DtxM0UQwDM1XNGANQ3aqGQzjtwbsiPkH2FccdvWrnAJu51R0RgkgYOptQmyoGJqvi26A2tA2NBBAdhqyUxPWMI6oG+wrAk8bsHIKGNf/yMgoIQQCaGrz1WaKcdomiiu5DMP3vuIqWMOQnWoGw1ipbrCvCLRcWSangBUySgCBALobQB8bKoah+aqRYGgggOw0ZKcmrGGU1g2j5x5w9r7iTznQnGVyCmRUa0YJIBBAU5uvNlQMzdeFN0A1E4yi5oHmK7LTMGSnmsFQNzTPPeDsvcUV9hUBGdWRUQIINGAnL5JsqBg2URZvJGgmGL63EDRhDVe9qhkMY9u6wb4i2Fecvq8op0BGtWWUy/Dh8BBaoPlqQ8WwiaKZYBiarxzXiDXvDc1XNYOhZlhpzgH2FYfuK8opkFFtGSWA4OAA+vfcX6Dgs6Fi+P4mzQRDEwF8gMUwNF/VDIaawVWwgH1FOQWMzygBBD4Bstx3zNhQMWykaMIaGgigCWsYclPNYKgZXAUL2FeUU8DUjBI+cPgnQBYr9mymGDZSNmgmaCgYN5oH5hCyU24az7LT3FEzGGoGe4uAfUU5BTKqMaN8AgQO/QTIwps0H5sqhu9w0kwwNBDAB1gMw1WvagZDzeDqMsC+opwCJmeUAILDPgGyQaFnQ8WwibJZQ0FTQbPVvIH7uSk7ZafsVDMYagbNDcC+opwCGTU7owQQnBlANlUMw0bKuGaChsKRjQPzBmSnITvVDIaaQRMWsK8oo4AtM0oIwTkhZEPFMGykLNdYMLYbgOw0ZKeawVAzaMICGhsyCojMKCEEaL5mbz4q8o3iDRQboxoKhsYByE5DdqoZDOPkmsG+ImhsyClA30MAgRCyqWIYNlEAADRi1QyGmiF6fgGar/ofgL6HEAIhdMCmik0AI2kTBQAANYNhqBnsK8LO+4pyCpBRQgjQfP15U+XyaXfj+afVzSkAADWDYagZ7CuCxoacAmSUAALNV77dVLGxYvPEJgoAgJpBzWCoGewtgn3F7fNMRsH6OSWEAM3XXTZajKMGAACoGQw1g71F0HyVUYCcyi8wAM1XGyuGzRMAANQMhpoBe4tgX1FGATJKCIHwAQAAAKhnbxHsK8ooICKjPtsHEWCRBAAAAHCDvUWwryijABn1WwgJIhBAAAAAADfYVwT7iktklJwCGSWEQABZJAEAAACrsK8I9hWXyCg5BTJKEMG54WORBAAAAKzGviLYV5RTgIz6NoQEEQgfAAAAgC/YVwT7inIKZJSMEkQgfAAAAACC/XH/A7CvODmnABkliED4AAAAAKzA3iLYV5RRIKMQRCB8AAAAAILZWwT7ijIKZBSCCIQPAAAAQDD7imBfcZmMklMgowQRCB8AAACAVdhbBPuKS2WUnEJGyShBBMIne74D5iMgOwDZAZiPkb+TvUXsKe61r7hTXskpZJTG67wQEkgcFjo7h4+QBfMRkB2A7JAdYD5W/n72FrGnKK+WySk4IKdYYcFkGBuOU+czYD4CsgM4Lz8A7+Wdv7Nh2FO0fpBThiGnEEiGwNlk3v7f//P/hwAG8xGQHYDsAMzHrnNhGPYV5ZWMMgw5BbD0ouGfC6a/L54EM5iPgOwAdsqOv+WH7ADv5QDWDwAAwQumnxdQQNd8VMwA3ssB2QHqAADrBwCAxRdNCj4wHwHZAcgO2QHmIyCv5BUAQNCCyeIJzEdAdgCyQ3aA+QjIK3kFABC8aLKAAvMRkB2A7JAdYD4C8kpeAQAWTIELJosnMB8B2QGslR+yA7yXA1g/AAAsUORZQMEK8xGQHd7LQXbIDlAHAFg/AAAss2CyeALzEZAdwNn5ITvAezkgs+QVAGDBZAEFR8xHcxFkh/wA2SE7QB0AYP0AALDwgsniCcxHQHYAZ+eH7MBc9F4OyCx5BQBYMFlAwRHz0VwE2SE/QHbIDlAHAFg/AAAsvGCyeMJ8NB8B2QGcnR+yA3PRfARklrwCACyYLKDgiPloLoLskB+wT37IDvBebi4C1g8AAAcumCyeMB9XmI+A7PBeDitlx2r5ITvwXq4OAKwfrB8AAAsmBR8cMR8VMyA7vJeD/JAdoA4AZJb1AwBw/IJp5c1aBR/mo7kIssN7OfAsO6w9wHu5uQhYP8gsAMCCyeIJ89F8BGQHID9kB+ai+QjILHkFAFgwWUDBmfPRXATZIT9AdsgOUAcA8kpmAQAWTBZPYD6ajyA7ZAfID9kB5qL5CDLL+gEAwILJAgrz0VwE2SE/gP+dH7JDduC93FwErB9kFgCgwLN4wnw8Yj4CssN7OcgP2YG5qA4AZJb1AwBgwWQBBeajuQiyQ36A/JAdYC6aiyCzZBYAYLFkWDxhPpqLIDvkB8gP2SE7MBfNRUBmySwAwILJAgrz0VwE2WHID5AfsgNz0VwEZJbMAgBqF0sZY/6CJ3LA3PloLoLs2CE75AfIj5n5Aeai93GQWdYPMgsAKFo0TVs45f++oIgxF0F2yA+QH5o+YC56HweZZf0gswCAxAXZzEUTmIvmIrBadsgPkB/yA9QBgMySWwCAhZNiD8xFcxFkh/wA+SE/wFw0DwHrBwAAxR6Yi+YiyA4bIID8AHPRPASsHwAALJwsmsBcBGyAAPJDfmAuqgMAmSW3AAALJ4smMBcB2SE/QH7ID1AHADJLbgEAKPbAXDQXQXbID0B+gLloHgLWDwAAij0wF81FwAYIID/AXDQPAZkltwAACyeLJjAXARsggPyQH6AOAGSW3AIALJwsmsBcNBdBdsgPkB/yA9QBANYPAACKPTAXzUWQHfIDkB9gLpqHgPUDAICFk0UT5qK5CNgAAeSH/MBcNA8BmSW3AAALJ4smMBcB2SE/QH7ID1AHADJLbgEAKPbAXDQXQXbID5Af8gPMRfMQsH4AAFDsgbloLgI2QAD5AeaieQhYP8gtAMDCyaIJzEXABgggP+QHqAMAmSW3AAALJ4smMBcB2SE/QH7ID1AHADJLbgEAKPbAXDQXQXbID0B+gLloHgLWDwAAij0wF81FwAYIID/AXDQPAZkltwAACyeLJjAXARsggPyQH6AOAGSW3AIALJwsmsBcNBdBdsgPkB/yA9QBANYPAACKPTAXzUWQHfIDkB9gLpqHgPUDAICFk0UTmIuADRBAfsgPzEXzEJBZcgsAsHCyaAJzEZAd8gPkh/wAdQAgs+QWAIBiD8xFcxFkh/wA+SE/wFw0DwHrBwAAxR6Yi+YiYAMEkB9gLpqHgMySWwCAhZNFE5iLgA0QQH7ID1AHADJLbgHrhuDzkX38nx7vk/D8Jz/fief66Wss8jV6NZ8bCyeLJjAXzUWQHfID5If8AHUAgPUDwL9CMK8hpQG7/7l+8hrLeF1eTefGwsmiCcxFcxFkh/wA+SE/QB0AYP0A8K8QzGtKacDuf66fvMYyX5PV58bCyaIJzEVzEWSH/AD5IT9AHQBg/QDwrxDUgF3l+U4913dfY9mvx8pzY+Fk0QTmorkIskN+gPyQH6AOALB+APhXCMZ9p2bU8TOfe/Uxdz3Xb5qqdx9j8rmxcLJoAnPRXATZIT9AfsgPUAcAWD8A/CsEnzWmNGDPPteRDdg3V5o+vYIXxR6Yi+YiyA75AcgPMBfNQ8D6ASApBDVgpz/fqef66ZWt0c894jmg2ANz0VwE2SE/APkB5qJ5CFg/AASFoFsQT36+k891xPOqaI5qwCr2wFw0FwEbIID8AHPRPASsH+QWUBiCMaP6+Kc932nP/W//787PXldfAzby3Fs4WTSBuWguguyQHyA/5AeoAwCsHwD+EYJ5TSkN2H3P9U///83PasBaOFk0gbkI2AAB5If8AHUAILPkFrB4COY1pDRg9z3X3/5/DVgLJ4smMBcB2SE/QH7ID1AHADJLbgGHhWBeE0oDdt9z/du/+fZnNWAtnCyawFwEbIDID5Af8gPUAYDMklvAZiH4vDEZdfzM5959zJPO9Z/+TUUD9sk5RbEH5qK5CLJDfgDyA8xF8xCwfgBICsF33zEadfzM5955zJPOdeYVtm+enwasYg/MRXMRsAECyA8wF81DwPpBbgGFIfj+e0ajjp/53LuOedq5jrw9c9Rz04BV7IG5aC4CNkAA+QHmonkIWD/ILaAwBN/f6rbj1q+7N2BXPteR37/75DEqz42Fk0UTmIvmIsgO+QHyQ36AOgDA+gHgXyEYc9XhnSsbn46I5/7k9+p8viue68gG7JvnXXFuLJwsmsBcNBdBdsgPkB/yA9QBANYPAP8KwWfNJQ3Yuue74rl+2sDMaIxqwCr2wFw0FwEbIID8AHPRPASsH+QWUBiCcU3Bz5f/RgP2jHP9tIEZ3RTVgFXsgbloLgI2QAD5AeaieQhYP8gtoDAEnzeXfmtQacCefa4/ib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Obrázek 2 – Schéma definovaných rozhraní v systému automatické identifikace
Jako zastřešující norma pro veškerou komunikaci mezi vozidlem a infrastrukturou existuje norma CALM (Communication Architecture Long and Medium range), který umožňuje jak komunikaci pomocí DSRC (diskrétní), tak i GSM či Bluetooth (spojité) atd.
Přehled funkcí popsaného systému
K procesu identifikace může docházet průběžně v závislosti na zvoleném způsobu komunikace. Pokud je zvolený způsob DSRC (mikrovlna, IR) tak k identifikaci dochází v přesně definovaném místě. V tomto místě je umístěn vysílač/přijímač, který pokrývá signálem určitou část komunikace a umožňuje v tomto okruhu přenos informací z vozidla/jednotky na zařízení umístěné podél komunikace a naopak.
OBE nebo také OBU (On Board Unit) obsahuje napájení, vysílací/přijímací část, datovou a zpracovávací jednotku. FE se skládá z vysílače/přijímače, datové a zpracovávací jednotky a jednotky zprostředkující spojení lokálního systému s centrální databází.
Jednoduchý proces identifikace by mohl například probíhat následovně.
Tabulka 1 – Ukázka jednoduchého procesu identifikace
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)
Odkazy/Reference/Normy
V rámci systémů pro automatickou identifikaci může existovat mnoho různých aplikací počínaje aplikacemi pro identifikaci pomalu jedoucích vozidel až po identifikaci rychle jedoucích vozidel na dálnici. Normy definují různé třídy hlavních parametrů AVI/AEI systémů, ty jsou nezbytné z důvodů kompatibility (například zařízení od různých výrobců). Tabulka 1 obsahuje klasifikaci maximální rychlosti projíždějícího vozidla tak aby byla ještě zajištěna správná funkce systému AVI/AEI, do sedmi tříd. Tabulka 2 definuje maximální vzdálenosti mezi zařízením, které čte/zapisuje data (Interogátor) a zařízení (Tagu) umístěného ve vozidle, tato klasifikace zahrnuje 6 tříd.
Příklad použití AVI/AEI
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)
Diagram příkladu ilustruje možnou architekturu spojení pro systémy AEI. Uvedená architektura spojení popisuje jednotlivé komunikační kanály mezi složkami systému a odráží jednotlivé části v systému Interport. Čtecí zařízení AEI, komunikující s několika anténami, by mohlo být považováno za jednu složku systému i když se může skládat z několika fyzických jednotek.
Příklad 2
V rámci systémů pro automatickou identifikaci může existovat mnoho různých aplikací počínaje aplikacemi pro identifikaci pomalu jedoucích vozidel až po identifikaci rychle jedoucích vozidel na dálnici. Normy definují různé třídy hlavních parametrů AVI/AEI systémů, ty jsou nezbytné z důvodů kompatibility (například zařízení od různých výrobců). Tabulka 1 obsahuje klasifikaci maximální rychlosti projíždějícího vozidla tak aby byla ještě zajištěna správná funkce systému AVI/AEI, do sedmi tříd. Tabulka 2 definuje maximální vzdálenosti mezi zařízením, které čte/zapisuje data (Interogátor) a zařízení (Tagu) umístěného ve vozidle, tato klasifikace zahrnuje 6 tříd.
Tabulka 2 – Maximální rychlost průjezdu Třída | Max. rychlost průjezdu | km/h | m/s | F1 | 240 | 66 | F2 | 160 | 44 | F3 | 120 | 33 | F4 | 72 | 20 | F5 | 18 | 5 | F6 | 9 | 2,5 | F7 | 3,6 | 1 |
| Tabulka 3 – Maximální vzdálenost čtení Třída | Maximální vzdálenost čtení | C1 | 20m | C2 | 10m | C3 | 6m | C4 | 3m | C5 | 1m | C6 | 0,5m |
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Pokud si například uživatel přeje systém AVI/AEI, který umožňuje čtení dat z vozidlové jednotky až do rychlosti 70 km/h, bude požadovat zařízení třídy F4 dle standardu ISO14815. V jiném případě standard vyjasňuje požadavky na interoperabilitu dvou AVI/AEI systémů, pokud jeden systém splňuje třídy pro maximální rychlost čtení F3 a maximální čtecí vzdálenost C4 a druhý systém F4 a C3 mohou být snadno stanoveny podmínky vzájemné existence obou systémů.