Aktualni razvojni projekti
(2017-2020) Integrid
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Konzorcij partnerjev iz Portugalske, Švedske, Nizozemske, Avstrije, Anglije in Španije. V tem projektu se bo naredila integracija napredne merilne infrastrukture, prilagajanja bremen (DR) oziroma odjemalcev električne energije, platforme virtualne elektrarne, polnilnih postaja za električna vozila, kot bremen s specifičnimi karakteristikami odjema, hranilnikov energije in informacij iz distributerjevega nadzornega sistema (SCADA-e) v celovit sistem. Projekt pokriva t.i. tehnično virtualno elektrarno, ki služi potrebam operaterja, dočim t.i komercialna pa je vzpostavljena za potrebe trga, katerega zastopa pridružena tretja stranka v projektu Elektro energija d.o.o. Portugalski in Švedski pilot pa sta oba osredotočena še na aktivno sodelovanje gospodinjskih odjemalcev, kateri bodo aktivno vključeni projekt in vzpostavili trg storitev oziroma nudili podporo omrežju.
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(2017-2021) FlexiTransStore
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Vključuje kar 28 partnerjev, večino iz držav na Balkanu. Gre za tehnično implementacijo najnovejših tehnologij, ki se bo preskusila za potrebe sistemskih operaterjev, med potekom projekta pa še za vzpostavitev storitev na nivoju slednjih. Elektro Ljubljana d.d. bo aktivni partner na svojem SN omrežju in sicer namestila se bo oprema DLR-Dynamic Line Rating senzorji, s katerimi je mogoče preprečiti nastop žledu: namen je preizkusiti uporabnost sistema spremljanja in ocenjevanja razmer (temperatura, vremenske razmere, poves, nateznost, obremenitev) v realnem času ter tako preprečiti npr. nastanek žledu.
Projekt FlexiTranStore sledi naslednjim ciljem:
· Povečati vključevanje prilagajanja odjema in proizvodnje- fleksibilnosti vzdolž, celotne verige elektroenergetskega sistema (integracija baterijskih sistemov za shranjevanje energije (BESS), ki podpirajo regulacijo napetosti in frekvence na povezovalnih točkah med prenosnimi in distribucijskimi sistemskimi operaterji,
· Integracija vetrnih ter plinskih elektrarn,
· Povečati vključevanje prilagajanja odjema in proizvodnje na nivoju prenosnega omrežja, z namestitvijo naprav za regulacijo pretokov moči (preprečevanje ozkih grl, preobremenitev), ali pa z namestitvijo naprav, to je senzorjev za dinamično ocenjevanje stanja daljnovoda (Dynamic Line Rating-DLR) ter ob podpori delujočih algoritmov, preprečiti nastop žledu na vodnikih ter slednji nameščanje regulacijskih transformatorjev na VN/SN, kateri kompenzirajo vpliv večjih proizvodnih enot (OVE, stohastično obratovanje) na napetostne razmere,
· Povečati delež razpoložljivih enot prilagajanja proizvodnje in odjema iz distribucijskega omrežja in s tem omogočiti razvoj trga sistemskih storitev,
· Povečati prilagajanje na konvencionalnih generatorjih, kar bo doseženo z namestitvijo robustnih in prilagodljivih stabilizatorjev (PSS-Power System Stabilisers) za stabilizacijo nizkofrekvenčnih oscilacij v širokem spektru obratovalnih pogojev,
· Povečati vključevanje prilagajanja na trgu na debelo z električno energijo, za kar bo vzpostavljena skupna platforma.
Objektni cilji: Projekt ima namen na tehničnem nivoju razviti novo generacijo t.i. »prilagodljivih elektroenergetskih omrežij«.
Obseg projekta: Projekt do 70% upravičenih stroškov sofinancira Evropska Komisija. Vključeni so 4 prenosni operaterji, tri distribucije električne energije, osem proizvajalcev opreme, štiri univerze, regulator…
Elektro Ljubljana, d.d. bo na projektu sodelovala s testiranjem DLR senzorjev, ki bodo nameščeni na izbranem daljnovodu. Poglavitni namen bo, da bo nameščena tehnologija lahko preprečila nastop npr. žledu, v specifičnih vremenskih pogojih, katere pa bodo ustrezni delujoči algoritmi lahko tudi napovedali.
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Pretekli razvojni projekti
(2014-2017) VPP4DSO
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Aktivno upravljanje bremen in proizvodnje iz obnovljivih virov energije v distribucijskem omrežju hybrid-VPP4DSO
V projektu so sodelovali Elektro Ljubljana d.d., graška distribucija Stromnetz Steiermark GmbH, avstrijski dobavitelj STEWEAG, tehnološko podjetje cyberGRID, Graška agencija za energijo, Avstrijska tehniška univerza z Dunaja, vodja avstrijski inštitut za tehnologijo ter Elektro energija d.o.o..Namen projekta: razvoj in validacija koncepta hibridne virtualne elektrarne (v nadaljevanju VE) za nudenje storitev prilagajanja uporabnikov omrežja z vidika potreb in zahtev operaterja distribucijskega omrežja. Ključna vloga Elektra Ljubljane, kot distribucijskega omrežja, pri čemer se je prilagajanje odjema izvajalo glede na zahteve omrežja, prioritetno z uvedenim sistemom »semaforja« in ob zmožnostih tržnih igralcev. V projektu so bile ovrednotene tehnične in druge ovire za virtualno elektrarno v Avstriji in v Sloveniji. Na tem izhodišču je bil projekt tudi potrjen s strani sofinancerja, Avstrijske vlade, saj je bil rezultat projekta možnosti uporabe storitev VE. Elektro Ljubljana je zagotovila podatke na izbranem delu omrežja, nato se je simuliralo obratovanje omrežja in na koncu prikaz rezultatov simulacij.
Obdobje 2011-2015
V obdobju 2011-2015 so se izvajale aktivnosti na treh R&R projektih s področja transporta, ki so bili podprti s strani EC pod 7 okvirnim programom (FP7).
Če orišemo skupni imenovalec vseh treh: vzpostavitev pametne infrastrukture za električna vozila, ki naj bi bila čim bolj prijazna uporabnikom, nadalje razvoj potrebne informacijske podpore, ki bo omogočala upravljanje s postavljeno infrastrukturo in polnjenji ter seveda razvoj posebne aplikacije na pametnem telefonu, ki služi za optimizacijo načrtovane poti z električnim avtomobilom.
2011-2014, SMARTV2G (Smart Vehicle To Grid) spada v 7 okvirni program Evropske skupnosti, na področju energije. Projekt je postavljen na izhodiščih zagotavljanja optimalne rabe energije, saj sledi ciljem 7 okvirnega programa, tako na nivoju razvitih in uporabljenih tehničnih rešitev, uporabnikov, mestnih skupnosti ter končno na nivoju držav članic Evropske skupnosti. Prav napovedan, vendar še vedno le morebiten razvoj in množičnejša uporaba električnih vozil sta gonilo za proučitev možnih scenarijev v prihodnosti. Cilj projekta je bil postaviti temelje za delovanje celovitega sistema, v katerem so povezani avtomobil, napajalna postaje in informacijski sistem za upravljanje polnilne infrastrukture DEE, ki bo omogočal nadzorovanje pretoka moči in energije potrebne za polnjenje vozila na za uporabnike povsem varen način, nadalje, ki bo omogočal zajem, obdelavo in shranjevanje podatkov o uporabnikih in energiji, vse na čim bolj učinkoviti in s stališča podatkov varen način. V projektu so se postavile smernice za standarde, ki se nanašajo na polnjenje avtomobila, fizično povezavo z napajalnim kablom, vzporedno pa tudi na tip uporabljenih vtičnic ter pripadajoče komunikacijske protokole.
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wDiGqQINoTrPeAM5AriVT1muJ3EKDV4YzBN7DWk5P4wOUHBjhymAUy5szHsIyR0NRWwlznhLFKgNHghMXAw1qtZgNMF6mEqdwIZ1UZRGU5XLYv4bT/Ks/WPehOL72wH5BLScmgQr4bVabD+KXiC8xMuQqRusGyU/gAMfiDUDaeBQGiRouMRbeiyRYES4MAez0Hh17Bfm16oKWaA6dWIDBYgLHQDEtTFXi+BHbXeohii+Qo40/Fx6TtNimR4EKM4cfK9xnFnpF8g2QqJjrwrHuOqW7gsSMMEH918YAgAINnz0Pw5CloNDph1/Ow13EgQrDVc+zPWguog3mIWh5NBbVwGsvAiTUyIfRsEPaAGDhYHGb8Wv4JxkefhUFBI1k7SZMmuXF11OyBd51hgPCm5Mi+p0TW5behRcXB1CLCVs+jhaaJRsDWADjqFDAZFNBFiOAcIhoKSiFYosBxmh7JCwRXt4mBMu/R/4RyUymmJ18otZEIgV09EWPkIv5kP4Q5t8Y++dSzMHjKbFitjTC2uGCvE2DT8zAbeFiarLDVKeAwAoERPBzWcHCahXAxlB8nzkB9lVPzCSIC0jA68vQ/Wdf1fXPHLLoT1oBg2OGApUmEs1YNR70aNr0WznoFLPVmGExmRIx8GNrg8WDe2Ew93X3Y3EPZjxIk6jM76rG/dhPGR52GQHUUM034UUg/JyWYveI9tBlApKiRX9APu6WwAPK996831Mzo4knm/aln9yJTKEWNmYxBM+fB3mKGFSpYapVw1fGwNYiwVhphKlVDG/IkgpJuAeCAWnS2KgC7W78fxNAWKwWGXdBbqzAuljaj9BiO7sLvcz53l5PpmLbMs51NLDct6xgFSMszxm69YkPQs/uP0stocIKDACdEOJhvgkREPoPTRUJy25c29WRfcSucwXGwWWpha6yFobgW9cXNMGuHI37We4jL/hub6XmR1EXkNSa3o4vSu/rkh9KJMCJtDCFJY0/DjwhShmNI+ERWvsfG3lV1x+ubCE4gvYgS4KkdxwTS4Hi4XHY4xBbYXS1wuKxwCeSVRf4DSih4DdS8GmpeBxUfyDbjSohTenaP0zqbXVR+zy9yFgtLG40zn/w3Dn/1Hmz1lQgKSULSzNORcubF4NhxCsQNaFXngEjGLkFBEZS7ffnpz+BiFbo4Ox7aeh40CgEPTtrIKNKtgOo2JP2UUW+rZptY6szFqDEeQa3pKCpdZTDaDWhxGOEQbRBchFzSo9JWQBUjHU4pQKVQIYiPxSBdGsbHnYsRMTMRpU3wgpwIoufEQBMaucQ5ecDtLuxtdTA0fYb/vrMSRqcN55w3HyMzLgIQCEEUwPeAGvzgDDLlc2DTQ4UpH2enXMckYAKCY2zKCy/9cUvDh1gjR3xJkLkksUtP5Y22OhQ352B34y84Wp+LStMhWBxNZBhGkDoKYdpYRKtTMDQsC6EBEQhUhkOjCoVSQd1A2+mdjFNQMA6T04haawVKGndj+Z6lbBt+dtyZmJG4CKMjZ0KpkDYJEyEJHA/mhCI5dEhLBS+4PBC2vXOTE8eJUJHlgU1hHGNoIiywNm/DFYuWYO3aBgxJHYH8/E8wbsI6LFn6JBT8EImAac7qhsu9H8RAQEuevZWmEpid9UgJy2Qt4b3ct9o2re+eCGkCLzvSyVv33Dyy2nQAu2p/QW7NGhSacmByuhChTEB6yHBcMOhGJIeORWRgGiOEAGWI36PJJbpQbszHzsr1+KXqv3iqYj4igsbgtMQFmJowD4mB6ZITCsHIceyPpAAfaIGlYenkdSbHYlxReIBaCOIW7N65Hj9sNGHRpdfglFOysWbdevz33s9gdzbjjjtfg4JLk+QaXyo7pnv8IAYqXeIOlaY8KLkQxAWNkIvrf7d04gUK5oUt1U0u5ztq1uHnyo+xryEfOjgwNDQTF6bdj+GRM5AcNBRaZQfBPRlVuXvKvcdCEuCOwRWTmUSRHE7USAnJYn9zh92O/YafsKX0A6wtfBZrDz6DifHnY/bg6zAychob0TxNOUy466zc9jV53igguIrgdC4HZwtDk74R111zFdKGZOCtt1/G9UtuRmlJCR775zrw4gO48663AFA7qWH057sQ4ZfMwDbGQIkVe2/E9tpNeH5GDkKVFPyq/3YsUfO8ib7ElI+NJe9ge/kqmB16pEdMxOSkKzE2aiZiAwZ7cCrfieSuz+ZVt2MpQU8chiwENDNT6Z11GkkRbgRLS1WudVYHyKn118rPsb7sP6g1FmFk5ASclboYp8bPa43b4IaffumS2uJ+K7/0+rFaSyA6lkHD5cPpCsOOnHBcsfjfmDbtQqQkD0K9vgZxKYPgtCrw9hsP47PPXsWM2W53e29Jw6vQTm59JwYGvRPglHhk+3w47LV4fOrPzBtaIDVqmy7qpDa/X7tRxvbqewzj5AxiPoRvClZgc/n70Kp0mJ54GaYnXYL00Ow2tVAJ7lII8WyAsh5wv6XvUpdI/7fJ3sGDOx8TL+WcbqO9VIJFNGN35VqsK1mBg/XbkBqajfPTl2BKwnxwnAoQnRBkTkFBjKQ4DR4CpBqopCZDLSzNPyAq6k2IVgcchhLsOTAZzy3PRd5+AZMnTsJfb74BwSEBsLWIuGXpYkwYq8GKt38Ar5R2jXfQgE5f+TFNEIQKtuRqtNVikC4RPK2HaYdUpyOp03p9/EAoIQUQBdjSysKqFWuPLMcHBU8iUKXD5cPuw/TkRQhxS/VsMNB/dEkk2qaTWx9ab/wkY3c+7/UTLVWpC6WwhQFcICYnLsTkxIuwr3YjVh99BS/uuhzfFk3FxSMewdioWRLzpuUrU3O0DXVIHEpfU4Gq6ipwghkhiirYqqphq7UBFSUYMzIGsfFDsOTeh/D5R+/BZnUiOiYaFrMd+/MrUV1RhIQUSZ6TEeHTj3/EAA5WwQizswoRmlNZBSwmKq1xPUPOp4p9SySzbU4KzEkBsz7a9zDyG37Fhak34bzhdyBMLcWEFmFjHSLwGimglrvPfKuoF1JRhTQ/u7kYjW4Oo2LOZH95devxn8J/4Z855+KSlJuwMOMRaBECEXaIHK0bPADrq0pQVnIIhuYW1OqboKhRIFzvQkN9INRVJUg2j4BRPIrDe3MQGhyN/PI9uHTRpWixcnj3jXuhb6iWiMHNYnxsnR/EIJVssptgczQjRBsrVcH2TdK3bl7urJzEaulRco5xIxc43JiDNUXPI6f8G6QEjsPDU1YiK+osVqFbBuBENZvxRbe1RwK3m0B1MxvbISXxCNDcSRYDzgFe1GBs9FkYEz0bG46+gxUH7oNZbMSNY94FT0ojUQTBLbUdKCsuxtHiAjSYzTA0ORFcMRgpLXWobVBAVRqI8NpCcIFRWPnGYxDDRuDR51/H99+uAecSERYQjJDQkG41wHdikAnX5rLD5XC2SuasMd2qWsokcnY2Z3OiEhxHWkKaOzm4BDvy6jbg++IVyK/5ATHakbgu8yWclnw5NAqSlkn7xktzMBXF5BYZEM8g6wFk/md1uQmRpBumkaSghlpJAGDQKjEnbTFKrAeRW/kjnIIANc+DwgyzMSFzV5dDRHFJFew8YDDbkNMUAqUhHOqqZtTUOiBUK5BuN0KZrUad5SC2fvkm1qzbih2//IT777sSSSmj/Ade0mX6mk/CsEukzhOgUvZSTAVBBRbDiRWvQK2lFNurv8Km0g9QatzPhK/rsl/HzPj5UNHSkLBGRhmW/jj1eqco40CbjimmJV12wYJaUxkgtiBYHYFQ3SD23mVrQJQuCipa1cjchK1m2A51JXiUo76iCKIuES3NjShuEaGvTcSsI3YoGprBBUfhzKkNCBmtw0d7RfxvxYsYPSget7/9MGbPXwKFgoRHWjURfnwf776nlBEgUCVE5bxbUSp/6OYPx3OwO03MN2Jr+WfIrd4IgW/BmJjzcPmo55EdORVorcvGVjPS3EwNPZGIgZyDaYmtwLaDPyCn+r9oUhei1HyAGbR0ygikBmUzzlZtrUNEQKzUVyRiEEcUVACvRLOjEuGRuxEYYMDBUiXsjiY0mqwoc/BoCovCFUNUOH1qI2rMRuT8YkSSKhZjl96B9AuWIGmQJD+RUowGGK1U/Ln8Jgb3nOxXN9CcKHech5OKKDLmYmvlGuysWIl6UykiwobgovQ7MSH5AsQFeJ9BSVMCjTaNxBlY5Yyx+tPWPk5L8CjQaGzEf3Y9gKq47VCZSSUdAHA6GOwVKNcfQJ7heygVarQ4BqPRUYUwVbzUaTxQ2pyPFXn/wPiAQlw4RcSDOQUosYcjWKtDIM+hMEqLDxRW5P9kRYA2HqPmzMO4i29H8KBUr7aRfYKGid9d63sOair1gVJUsTiOklXPC4Yubl20A0gO1UNq3N9q1iOn8luUGLchWB2GcTHn469Zr2Fk2GQo5AhrUnHuZatXw1qpsPWmi5r785MEj0qtQmRgNMprgzEqajYuGnMbIpWRTC+yteJT7G5cixaFEmWOw3hl51XIjpgLlSYE5cZd2FW9FsU4iormGPw9IBM3LYjDl786sOvgPjhcTlhabGgMjEbaX27DFddfjbghQztoYPc1Pj4rnWgJSeJQlfEo7t08HpdkPI65g5d2AEzHr/SOcnyw90H8WvUNghQKDI2ejumxpCmcgUBtmJyJ4h4Ra3Ort/3ToHVccz++lY1S9c2VOFS2B5nJ4xASFuMFgIhtFV9jXeGLKDDtgE2phMBZWEcT2WsEDonabFyUcTcmRl8GnYKD3WrG+rVr8NuOXYiIisGCCy9D0uBEVqYLdiiYBrR3BobfxNDQUo67N2djTuo9uHQoOVe4eYZXmyXZWH7BweioxVO/Xogq81FcNvJRnBI7FxE6zxFBbsMeZSCFi7TIogb6N+d5Q9AX95IyWgAvKDoFzSkKUHqbkQXyiSD7pZNtTia4HC4zfqtch88Kn0QjV494ZQZC1EHICJ2GWcmLEKaLlayw5DLtUUyyJu0xrIdgEzA25myJVfeifseL/3aNPne3aJWBIEufwV7JMrQeFkKTSCuBOuFi5l86mUWNbwveQFHzHjw+4ycMDZHVxTINMV0/5y3qUE0dEVjX8PXLV6JaGsJKQG8rw/7a31BvPgTSdYQGxmNYxBQkB0nLOkGkAGdKtrIgUc5jwxChUgRiSvJFKDHtwi813+DRU1dCowxsbYLUep4RHN0TjplBXHTindz7Ea2Jwdi4syU0tebq+Y3PxODuaa0iEMF8FJqtFax22k5OAHsIQXqQEKCE3WXDlurvMDvlMokQ3P0sEw6la3919K59qv5+w2Dl7Fh9+HX8XPwRwgOiERWUyiLQF1TsxpojyzEidDwWjnkakeqoToKUeNoWHTIMzaVmWJz6NsTQmsJ7fNFObVcznIIZscEUBL33Lz+JwQWeVyNCmwyDpRRO0cGcRMDJ7let8Mm8jePQ6KhGs70MGWE3y18l/X2HNNCa/wS94Ti4eCUitTG4JvtxZEZLWlA3tDWWAnxy5Ak89fNU3Hnq10gKHt5hvGn3eCAhnIaSrLN0F9Pu152+yW6AxWpAlKyvAAsT6ObZ7bL5/aJbJUUHp6LeWg6To5lxhGNHt3fz7E4zC2QVyElHAjJbhp9gSt4+nWc69js9H/uu89ydf6EjA0A+E+5LBJScEtMGXcoIwcUMU+6PQGxAOu7I+jdmJF6LF3ZdBZO9XjaOk+Os9yU9NVrLEMAHIUDV9RndLFAogEZrFVrQhOjAIawwNsUeU7J3Lf7e+8EZaIqSHEkTgkfAaGuCvqUKYepI2cXKTb9EH56ma5TB4DktjM56CTbZ89cfQCnOA51TvWrVKphMJsybNw9paWn48ssvERMTg9NPP50dGkLf6RiAadOmsYCkmzdvRkFBAebPnw86PITOtly/fj07FzshIQHnnXceduzYgX379rGI8sZmI8LCwxGSpUdsyGCMjpqFFpcFGws/R3bkZDjVNhys/Q0xgcnIjJ4NlaCEwNvxS/VaHNHnsKj2MxMX4IKR9+NQUy7WHnodF2c+LItA3gMz4ZAAABN2SURBVPiRWt9gqUGwJhoqRVcn5HmOZKgyFZC2D7GtxEDD0FOuPzjtKK0fnEGSpamQ5KDR7KjBStNurzJbZzpmoGFAigJCVDHsr8RykKXtzoludCb13XffzaLH02n1dMAIHXS+bNkyvPrqq+zEmJ07d+KZZ57B119/zQiBjhhasWIFXnvtNRBR0HXgwAG89dZbrOO//fZbPPvss+wMq8LCQlYOHVtkajJhm2ETPj/4BBMADzdvx0eH70ELKrHmwApsq16J5TuWYm3xSxAUIl7fswQf77kPomCD6LDAYjOwuuaOuAM76tfBJDRLgqTXAHELWE22WgTpottYLFnmNv95jC6lTbkIUSQhxj1NsLnWjy5sU277Bz84g2xOBoeEoCEI0gSjqGEnC3tLZOI+UESqQiIckoI1Cg3iI1JwuDG3VfqlfbnepNMerLZv7HY7O+9h4sSJuP766xEYGIi9e/di8ODBbDrYs2cP6G/KlCmt08Pu3bsZN7jpppvwv//9D3PnzoVCoUB0dDQuueQSdug5cYQ5c+Zg+vTpWLhwIZYsuRkZGRnYXhuGZTtvRaOzDvnVm5ARPgGpEbNxffB46FSheCnvrzio34ZhIduY3uCR6asxJGQiam2VUHFBzMdjcNhYKFU61DQdQlD4Ke0cVGkF0mzVIzHy9w9sJ8S5RKC4MRcJoWkIZcIpqb4JT/5gsi1ej33yg6w4tgWfCDxUHYqE0PEoaNwmIZ/jZR8/d/FkbPFYFMdFnY6S5jxUWcpk2D3TCJVHT832KnyS9yAaHXWsECkFrePAOpBGfX5+PhYsWIBNmzYxbhAUqENm5ih89dWXMDToGTEQF6Fr27Zt7JBSIpxDhw4xDkBchY4pWrx4MeMgt9xCu5HAph76pZPr6BoZcToCNSGMCxTqt2JC0rkULIcRQmFTHvbV/IgzBl2HKksxArWBSA+ZjLzKDXho4yT8Z+9drI066KBTqtBol9rDCvb6z+w0ocZYikiVt1LKK4F8S4Z9KlBvLUKRqQCjwiQ/EnrXHS7bvgbPG7+IgWUjT2SoMDJqKopM+1DbUsBos60QSU9EsRLVZkecDYWowPa6T1gRjIu4YWBmayIIBXbVrYPJUSulIRM1Oc3QpONyYdy4cXjvvfcwevRofPHFF0xG4HgeM2fMwMYNGxAZFYkhQ4awziZOQpyBTq0lQqBnkg3oMBEiiCeeeIJxFSIq90XHGLqFzmBlACZGnIbVhctQByNTl1OfHDBsxiu/XYLTh1yN8bF/QXxgAozmJmwsewNj4s/EKSkLYbSUMxuFEy1wOgVombndXYvn1yEoMSxiPFJCpN3rni9t79zj/mhTLkwOI9Ij5eixrUaetul78uQ7McgxFyQvXyA7bCaMggX7Db+y+r3Gejt4IgOSMSLqdPxYsIrtWGrL2aScIeoohAYm4ahhm5SfudNJt3Qk0I033ghi+cXFxbjwwgVMbqDjhzIzMxEbG4MJ48e3HiiWl5eHiooKPPTQQ3jsscdA08uGDRtAcgRd8fHxmDVrFn7++WdGaHTSDF1uYiDSHJtwDir1hzA0KA1x2sGob6nAS7k3oQZ1OFD1M97afjeGRkzFwoz78cnB5/HolvOxs2YDQoIlp5/qlipY7FYkBqWzsS39x6phaqRwTSD+Nvm/mBx7gew66P7W9tc9cHbVb0S4JhJpIZPkBDJLbZu8R08+q6PdjaEQ+cSg7A4zlm4ZhZHBZ+DOCW+zz24qbgeRCBQZdqPafBQTE+dCwXtEldbNLxyPtQUrsKPyGzw0Y7Xs/UM7GpXsCMLCwiJU11SxE+pSUlLRoK9jB5enDB4Mvb4eYWHhsLRYUVdbi+DgYCYT0IqDViINDQ1obGxEVFQUkz3ofUtLC0pLS0Gn0hERFBUVITExkREUBwccLhGlTbsRHjAI4doY2Fx6lBmPQolAtAgNUCrDMCwoA1AoUW4tQF3TEQSqAhAblI1QdQg+2/MIyuwFuGfCh+wQV54Gkzz0JPKnTT/0gtzo3Zy0HebYC6urCXdvmobB4cNw77gv5UTM9u1mvh1n9Pdtx2eS+Pb2rb3Xi9euSxD1LVW+ZegwlYsdR0RH85id9eI9m6aInxe8KKWkk1t6eFJNh1X21ktBcB8u06bEPfWbxJvXjRAPN22TD5ixt/nuefDtLKJ8/ffivK/V4say9z1Z++DO92miAyo7JW4RGhzV2F37XQdf/X8VoIjE4nGv4ufC9/B+wV2ww9zuBBky+JgdJgiiXbZh+F9PT3LQUc11piLYSG/SxqZCpQrYVPkh3vjtWszLfBhDQybKG3M7q7FTXiplkOfenLKvEKSLxBjSeHY1H3dWjY/vfZ8mjimQYHI6W/C3zdMQrI3Co5O/PyaFj49sLyGllVvJ8ahqOow3dt8Nh8uIMfF/QWLICGigQKWlDHkVH2NU2BxcNOYBSUj9HXz6CIVvyZjjKvBR7oPY17AWY5IuQUrICChEoNZcgr1VP6HeXo6LR/8dk+LmyS5tniV56zzhW20sVbOtFrf/OB4T4s7GLWNXsO3/3fdY6Lri7hODHAn964Ln8P6Bh/H09C0YGjaORRBRUAf7rWmUAmQIonTCLI2ybTWrsKtqHRrMBhYHIVgVgWExp+KU+AWIUkXK2+v7kxokD26jYMX+mjXYW/kD6qyVzNwcpAtGRsTpmJo0HwHKSFmGoqWxm/kSsbvvu+4UQh95VZOvwnfFb+KtvUvw1OTvMCLqTDpGvteXlG5ouk8M8qY0g6UCd2weh1PizsfSrLelreyMffZeJ1FQDEKk97qaFFqS4bv36nEjpetf6tS+rZOmItLg2gUb/rZ1BoJ5DR6ZuhEKTi1F0uuDZSW12TdS7QA7FAOWWHt4QBJmJF2GrWWfoNR4kJ2bIKmKOsjk5yumx6SYA6ICvECexNJsQoxX8qns207pHFxpWcdGMDFu0cUOaSV4e35RGdL5E7/WrESxYRfmDL4VCk4rR5vpuzZ3mxh4gRAgmUnOHnQzFKIS35S8ynChbIMTuQe7iSXmgCtydJKwdLIbR44eRCDdBr2bkLizUWeQq75LPvJBOvuBlsg9vyTEkWezXXTg66OvIz10AibEyboIFnOhN+rpGNLuY5Q2f7D1MZAYPAKzU6/BpqIPUdKcy957Bok0jjuuvuu3tPpmwpLk9CPvnCSQ/TRudF1NN76SnkTex0muyDwvu7T1ZNRKHIG4ApX9S9kXKND/innp90CrpI04hG/SyPakjq6b2n1iOMbWdu6QWxGgUmHlweelGlthljuvazh8/EqFuv98zNInySQY3JB4/3avOnm0M/W7AmaHASuP3IfMmFmYlHSBXCTVQpf7V37sxZ8eEIMXFCIQp0vHvKH34efyL7GjZiX7KKl33ajySj9w2yEG3Kvs1YXPosxUjUuHPQBln5wG3GH13Rcg2xTHPHRFzBl0K9KiM/Dv/AdhthnYdEHxnjxTRptcJ8gDeUXRkpHc8doIO/0KH1sd8UCx4ResLHgBs1JuQWbkGZKuop8Q2DucgViXSCZeHa7KeAZlpqP49MgDDJmSoaXvhJ6e95jke1HZdISF/5Pm7J6X6l8JtDZSwiEY8Wb+3xGqScNlI29nRVCgsL6cGrzh7CVicBdpQ1bkWVgw7DasObocO6u+Au2llBxm3WlOtF+CT0St8QiYT2M/jcI2WJAtwisPPY59DVtw3ainEaNJlTlq/3Gr3iMGWmqxSKUuXDLsnxgddhqW5d2MSvN+oB/nvTZI9umBgyCIMDkb2AGiPVC9+FRbh4k4HturV+GDgudxfupSTE2Yz2YsgSOrbf9dvUcMBDZ5PNE2MUUwFme/CCfseG3nrWhxGlmLaC0uee70RwMpmi3VQ/91PboozECTk7TbNN31x5RGUxMNHgkPZcb9eDXvDoyMGI/LMx6TXrLVMy1f+48cepEYJMAp2AbFU04KzsJNY9/F/obNeHvPHaw7OIECU5BquT8ujrniudgJLV0TAwQnnI4GcDyR6jH72foAVIJGUqcDDXY9Xtp5JZPkb8t6DzplqKSBZJJCL3aPD+3ok9ooCgsF/poSPw9XjX4GG0rfxcf7/844MItD4ANgPU9C8acsqGkkv8uuR5eFs0OhDOy3ZRwJ1byohkVowLId16HInI/bT3mNeZ2LQn8NlvYY9rgctf/W/TekPiZjlQBcmH4XGm01+OzQM1CoInDp0HsZ12ZjlZ221nVHdRcIKt8pWFlMaEkapzeeuohFu2lk9f7ncNSyH7NTL0cQ7XlkH8nC0osaP1Y9nQpB2koODtGC5btuR27t11gy8XOMizwPguBganclUzt3t+Xdz9c3xMDUx+5t9cC1GU/B5LTik333IVAE5g67lwWHk6LAqL26qPsN8c7JCI1sSS6qwSJ/Ym9lq59ECE2WGhzU56DeWggzGvHj4TcxNm4WkiIy5Y2ybnmj5wyUkYFIO7E1cLhMeD33NvxU/iFuzHoLZyQsZDDyPHmVM2HBuzn9dt83xHAM+LQ59+asl6AUbHhj/31oFoxYNOIxxiqZgcd7C/sxebvzKG3goVCbCmbolsqQIlzTSrfZWold5IjiqENWxKk4JeEiGIwVOCP9Ghys3Ymm8m1ICEtFeGAcs8J2B4Z2eUQOHK+B2VmH13cswZbqL3Dj2BdwXuoNUqwy1hMeztUufz+86BdicHECVBBxw9jlbGPJZ/sfR7PViOvGPAEN79mK3nvtlZxPD+q3osy0G1mxp7GiiftXN5XhcP12xIWlYkbEJSDP6NLiQlhdtdCpIjA28Uw0WivR2FQKl1NEVFhir3AuBc+h1lKCV3ddifz6bbgl+13MSbkWoPDFCuqG40sIhKB+IQaanEWRZzFGbhz9IoLV8fj4wN9Q13IEi8cuk7aLudXWpNpmeCHW7A+CSO1NLJaDE06U1e9BScNvMFgrUFi7F4mR6VAptAgNDMf00HmSBVBeRVpdetjlGNC02gnXJrA/2mUuLU19XGFQeSQoSaE2mGzETO08sN+wCa/vuB0NtjLcM+kDTI27WCqawgf708zeGzHtSur5ZNiuyPYvaLsuE9ao0SKHy4bdh7vGv4P8+t/w4NYzkFf3neT4ypOegtb6FIaYypHn+fZFtn/D/Bs4mGyNyC/+Hi6nA2MS5mBS0gJEBMehor4AVmsDdKrA1mN/3JYZC+0ml/ULFGXFfSlZ5FbPs/t9p78ssCnBzzOaYAeB8MC6kjfx6NYFLF70g9O+kgiBmuYvvXdace986Bdi8AaV1teC4MTspOvw+PTPoFIr8GjOBfjq4ANwCVY2R0sDlihHHrreBXRyT5t7KDg37fYaEj8J6XGnQg0dBIcT4bpopMQMZxFTJI+UtoWYXM1wyccKSZHl23737YmivMp7GYigeR4N1gq8nHs5lu9ajKyYyXhs2mpkhM1k7af9Jyfa1T/ThHermZaS4h44MDxsFp6etBkf5D+Edw49i131W3DlyCcwLHK6lIOxfe/Mnd+7t6EEakgGkeQQUuhYYWKZKK4CVG4Co1/6ky6Lqxlapuxxv+neLzPKycVuKf8EH+7/B/S2Olw9+jlcOPQ2cKSWF9xnWnjq715tvZ+r3zkDdZqCRBU5imqwOgpLxi3D/eM/Rq25HP/YOgfv7rsTBmtxuz0TvjWf+K80vViERthbuYsb+e5fT2kOWzM05FdHOWWjkeerL3fydMbxKGn+Dc9uX4hnd1zFAnU9Pm09Fgy9RyIEgou8otg23vZw+FJTX6bpf85ArWF4kJAvUPAqUYFpSQsxMnISs+V/V7QMm8s+xTWjn8PMpCv8bL8HyYJAeyvd7rme98cWSDKDGND592PTt3/mmEPsZwcfw+qCp6FVh+HaMc/jLyk3QKsIYP4SpFiR4mK729++lOP9pt85w7ENZnM0Z2fhciJ1ybgh8yU8NHUzYkKysK3Cva/w2Fy+PbtcTqkjfie5BUaICjcxyKP8d/Ic+9nmMCOncjVOTb4aT03Pwfy02xkhUBggyZPzuKP6WJDbPR8fzuAFBh0VSJfASyOYlmKjwyfi6SnfoM5Y5pWy7S3Z/aos5bDZmxEZEIMQdfu4SE4KoOV21aY+ZtI+1UPRFqTOJ6VXi9PMoqtINbiJom19v/ekUKhx/6RViA8czGYp0jgyOYYUsVS3H/LP79XVV9+POzG45TiKc8guuS9oXo0N9o6J3BYFJKxpnDocNWzBhsItMAu10CkCEBuYiXBdEpJDRqGupQhqXj6kjMoVycO47QilLrO7LHA6JEFTcv5vW5cvT2qFViIESsyRVcOrnu7Rly/V9mqabu+o6lUoulUY8QZpfNPOo3z9T9hdsxkhmiBYLPXYq89BetR4JAQnIb9sK+LCU6EQA5EQmoq4gCEI4MOhUqrYyTqP5Z2LKC4NT83YCC2d/ObVj90C7STNdHITg0CeQLSmb8/gaqxF0CqiwHMubCv5AkanHkHaOKh5FUxmM8KCI+F0UQRbFwqMO9DYVImrsp5AVEDfBNw8GejjJCYGaQHJMXOztN1NUijJVj8/WTMTGwVpW5t76joZOrA3YTypiaE3ETFQ1p92dhzo+o4w8CcVlTpCxcC7AWIYoIFWDAwQQysqBm4GiGGABloxMEAMragYuBkghgEaaMXAADG0omLgZoAYBmigFQMDxNCKioGb/weuTAcfnnkl5QAAAABJRU5ErkJggg==)
2012-2014, ICT4EVEUE (informacijsko telekomunikacijske tehnologije za električna vozila, z namenom spodbuditi izkustveno raven uporabnikov): storitve za končne uporabnike električnih vozil so temeljile na inovativnih informacijskih in komunikacijskih tehnologijah. Eden izmed glavnih ciljev evropskega projekta s kratico ICT4EVEUE je bil razvoj naprednih storitev za prihajajoča električna vozila. Projekt je sledil ideji, da se vzpostavi centralni sistem upravljanja polnilnih postaj nad obstoječimi sistemi, tako da bi uporabniki pri potovanju nemoteno uporabljali vse storitve, ki jih sicer sistem ponuja. Storitve, kot so registracija uporabnika, polnjenje ter kasnejše plačilo napolnjene količine energije, pregled nad prostimi postajami, najbližja postaja in tehnični podatki o postajah, so postali tako dostopni vsem registriranim uporabnikom, ne glede na lokacijo. Tako bo oziroma je bilo v okviru projekta na delu slovenskih polnilnic omogočeno brezskrbno potovanje z električnimi vozili med obema slovenskima mestoma.
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)
(2013-2015), MOBINCITY, Projekt pametna mobilnost v pametnem mestu (Smart Mobility in Smart City) se je še posebej osredotočil na uporabnikom prijazno infrastrukturo, to je na storitve, ki bodo omogočene pri polnjenju električnih vozil na polnilnih postajah, ter raziskavo storitev, implementiranih na polnilni infrastrukturi. Raziskovalo in v praksi na dveh pilotih, Slovenija in Italija, se je preskusilo upravljanje z energijo med procesom polnjenja vozila ter tudi možnosti izrabe vozil kot hranilnikov energije.
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)
(2013-2015) e-BADGE je imel za cilj razvoj in demonstracijo sistema, ki ne le lokalno, temveč tudi na širši evropski ravni omogoča izravnavanje odjema in proizvodnje električne energije. Navedeno izravnavanje se je izvajalo z vodenjem in upravljanjem odjema bremen ter proizvodnih virov. Izhodišča projekta so temeljila na smernicah Evropske agencije za energijo (ACER) iz leta 2011, ki obravnavajo možnosti vzpostavitve čezmejnega izravnalnega trga. Vzpostavljen izravnalni trg vključuje tako tržne produkte kakor tudi sistemske storitve z namenom, da se preko vodenja in nadzora odjema in proizvodnje oblikujejo tržni produkti električne energije. Pričakuje se namreč, da bosta moč in energija iz naslova prilagajanja odjema/proizvodnje v prihodnosti igrali pomembno vlogo na izravnalnih trgih.
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)
Projekt e-BADGE je kot orodje za upravljanje s prilagodljivo močjo/energijo uporabil Virtualno elektrarno (VE). VE kot orodje v naprednih sistemih omogoča združevanje razpoložljivih kapacitet virov in bremen. Bremena in viri, združeni v VE, navzven delujejo kot ena tržna entiteta, ki ponuja moč in energijo. VE upravlja z močjo bremen in virov samodejno, optimalno glede na potrebe in razmere na trgu ter z upoštevanjem razpoložljivih kapacitet bremen/virov, ki se spreminjajo v posameznih časovnih intervalih.
V projektu e-BADGE je bila simulirana integracija izravnalnega trga na nivoju treh držav, Slovenije, Italije in Avstrije.
Cilji projekta e-BADGE so bili:
- izgradnja modela in simuliranje izravnalnega trga z razpoložljivo energijo bremen/virov,
- vzpostavitev prenosa in izmenjave podatkov, ki ga zahteva takšno trgovanje,
- predstavitev možnih poslovnih modelov med vsemi vključenimi akterji, tudi za segment gospodinjstev,
- vzpostavitev VE, kot zanesljivega orodja za vključitev na izravnalni trg ter,
- izvedba pilota.
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)
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