From b06298a6b76b376f6fd6fe7e9ddbd5ea71d8f7fb Mon Sep 17 00:00:00 2001 From: dragoni Date: Fri, 12 Mar 2021 16:36:18 +0100 Subject: [PATCH] Minor fixes. --- diagrams/SAREF4LIFT Command module.drawio | 1 + diagrams/SAREF4LIFT Device module.drawio | 1 + diagrams/SAREF4LIFT Signal module.drawio | 1 + diagrams/SAREF4LIFT System module.drawio | 1 + diagrams/SAREF4LIFT figures.drawio | 2 +- ontology/saref4lift.ttl | 21 ++++++++++++--------- 6 files changed, 17 insertions(+), 10 deletions(-) create mode 100644 diagrams/SAREF4LIFT Command module.drawio create mode 100644 diagrams/SAREF4LIFT Device module.drawio create mode 100644 diagrams/SAREF4LIFT Signal module.drawio create mode 100644 diagrams/SAREF4LIFT System module.drawio diff --git a/diagrams/SAREF4LIFT Command module.drawio b/diagrams/SAREF4LIFT Command module.drawio new file mode 100644 index 0000000..801d8ad --- /dev/null +++ b/diagrams/SAREF4LIFT Command module.drawio @@ -0,0 +1 @@ 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 \ No newline at end of file diff --git a/diagrams/SAREF4LIFT Device module.drawio b/diagrams/SAREF4LIFT Device module.drawio new file mode 100644 index 0000000..9267d56 --- /dev/null +++ b/diagrams/SAREF4LIFT Device module.drawio @@ -0,0 +1 @@ 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 \ No newline at end of file diff --git a/diagrams/SAREF4LIFT Signal module.drawio b/diagrams/SAREF4LIFT Signal module.drawio new file mode 100644 index 0000000..5312a14 --- /dev/null +++ b/diagrams/SAREF4LIFT Signal module.drawio @@ -0,0 +1 @@ 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 \ No newline at end of file diff --git a/diagrams/SAREF4LIFT System module.drawio b/diagrams/SAREF4LIFT System module.drawio new file mode 100644 index 0000000..ad21925 --- /dev/null +++ b/diagrams/SAREF4LIFT System module.drawio @@ -0,0 +1 @@ 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iUCV5uwYqASr31Bm/LkERUdGssrhrgtJKgi5Tfq4qA/KjIyIZPhH1ok8KoWIuHQJRHyYQC8iqT8cqtsFW2TYYH1DHSnhKZMVrkUVNqBFMDBPpwNQtqszQ1CLctzSwxWPdpFm/ODMqcZZ0IFt9Cf4cnunD55kBlbwJJZpimB0izTwqpGWxdebkZUCrEVVrGKM8COOQnDsj+2mYlDqOp2u7f7gnllKdqMxrylJVUpYE7ouX1en7jJf78viDQGYTNJrtoREQYLbCwrG6TkdRXySk4BhJCEf50NfYH/o2zi+2jLva6cO+cIfULB+BDXFHSgvRQImbO8YdrV4RWdr3bDV41LXoHcohP2TvMMv3CbFKMNEhDwe60HJgsAuLaEMvoa1RDrFlHuKhZf+wiRRbh02zf+rCDMaWBoz8yky/eKxeTlluyXhpO2wykOjZD3zWARp/g6URbBalwt5WRiiptBI3SxZfzdoEaGPf7M3J28QTbRmgteNnUhegcnbmUwGhinVD1Ip564b6qFtTyBr63nylDpBmglyDWsTdXqWH8UaPyhdp4lI0dmBaHkpkaGl9Qwfqc2e6uiRUd6DomJNJOh7x5wtyu3ZGZPa6PM0s7IEvSjbxOeRC7ME+B8cyRJZiFe1QGSpQ7tHpMLrxJ7RXLf4NBZ5v6U7UjsdquxOHugom0gggfJ630k/F3aZY494ysGj6qTyhVpeOJiyR9gXJXfNRprD3PPsWh2s7PPHflpFydbcNRiJdmeBgK4gc06L9mf0tZ8orH4mjeHDS6jXroG/lKPaVxDfVeIqShvGUbu51E7HV7wqmXr1phbuJf1RCX67lDjhrNTaUBW8IlVmzOzzqsGQCg8Bjgwc8Gj3f8apHeAvMfjMPEvQERwI1CDAhJjKoqUsB26y8qRGca9AMnFS1/dK6QdeolGntfbslPvlHD0oJgkGDUkdKuNFfrK1XLwNN030yA0+/tGgrrZlK+Ul/9VGvGukXWNplykPQLuKLfzaLh/nt5W30kV78/fPLh3Pbm4/3elpf3CVbRfaSz3sn/N96xSWdOHbE4gPVW6/4mf+m8uKzSuZ04C7UdiIRaZ8emyU/nf8A159/Tkpn6HBbqrSZ8h5xUHOPOAXVtlV3B6pz8jO8nzuGvT69m36f2vjs8sd4oM+JHfqQbOY3veREocF4UbWfE+stD2dpVv5PXWijhkYVoXVdJ0yQZikL3tl7b17wnk7C0N7kmon5p/I2EFQuZACw98eZSsZHPYF/SX9DUxjvHIg7nmQjz8wOcxu3xCb/HfCVLeV0nrVscTYXtHybuXwfuwbt9iHDVP2+LnZ47ewfdDRsr4/2qg2vwFLSjuL1BG+8F6J2XrG3rbDYUF1SQ2+YWYRUzVEauurdtgT5+O0TxR+N9kMeqVt+lRO6gfyOQEyie5Yi+1Od1xyUzjnu1x3sg9uQ4U+AYpRtoJ8Xt2/8S5tvX5yIz/8H7Z1bc5s4FIB/TR7DIInrY5ykbXbdNrvpTtqnHQKyTYORF+Q6zq9fYYQNiJuxAacO02mRQDLoHH3nSDqiF+h6/vIxsBazz8TB3gWUnZcLdHMBIYCGyv6JctY8R4danDMNXIfn7TIe3FfMM2Weu3QdHGZupIR41F1kM23i+9immTwrCMgqe9uEeNlfXVhTLGQ82JYn5j66Dp3xXKCZuwufsDud8Z82oB5fmFvJzfxNwpnlkFUqC91eoOuAEBqfzV+usRe1XtIuk+Bxemd6/2oL2/46Qvfjn9C7jCv7sE+R7SsE2Ketq358ttU/P67ndD77234ePwGT/pdU/cvylry9QmWFreACXc2s8Mai1rfA8sO5G4Yu8f+2KLvriv15CVmtVw5ZPrF2hprHHmv0FLCzaXSWriNp2/1KjbE/jZp/v1IPlAQbddiv2GOrR+TaJBba6ApdJwoYkKXv4EgIMqthNXMpflhYdnR1xfocy5vRucdSIPoBGpDnraJGORPi0wdeW1SBY4WzTW3bi3GXA4ilf+GAukz3rzx36rPMues4UcmRxTM8PNm8B3sA15+ON6kbpsmjhiqW6Av7HfyS6mBc5T5iMsc0WLNb+FXF4L2H8+NSlTk/VrveCHVF4pyZpboikBMOcAZMt9Xv9JydcFUvVvs/Lg1T/fhqaL42Di/Dv5Tv+LlI7dmbT5gQb/Av1z66EOOca+KRYFMfkjdHJEHX81L5k8kE2naB2BtLuitBqhqUoJqVpZZAfpUmqyxKEsmHC7KQX3I5vx7ZP1YHHbKxLB0LG5M2sqRk0WuPRGrTHtmZHKEgJewwM86TJKAzMiW+5d3uckdZOe7uGZOo/Tay+okpXfOmtpaU1MkW+4kHA+Q4eRW5ICz95BH7Oc764EbvtpNkm16KX1z6PSrEWjlO/eBVROc3L+nEmif2U4iQLAMb13cdagVTTOtZGcmjUr0C7FnU/ZV1u4oUhRe9Jy57j61aakCXcnhRjZy6xe/EC6Zdnfq6tLzqxu8t1LXR3u1bNVLo5as2evDH3urTw9d/0Pj25vXzrAhM3MJ8WPo2Zc7Um7cxAnKaKmcpmoBp5uWmmKK7AOSOTEyhJIEgqH3RlBJbAZAKwVXvB+6PmjRoIlNexRomxWD9fUtFlvixo1WU3BXbpLKMyrGiObTSMKrqVrVw64ZRAKG8fqJkgLwvoxBQJTa61oHC/87WywbavfIKlvKKDXVKkcX6P80qeIBD93XjdsUKsYgeePMK6uhCvUkNRWymETio0lzPesLeyLKfp5v+lEUYOwp6QSmZ+PQCf7KL7aA+rZnl3b+UWJeyBKCZ0wnelocqmyklOpBUDBQJmtl6yGQS4k40ApW71vfEc+115wZMsw38NDmiY925AVNMQwAEQgMbMOV3MWA7o/UjsUz1Bixls36krw1kwNCwBgwoon62NGBQVWvr6thoqeWImhDPI6uwhFRnYLeUoezWpaZIspGpGcqSmXNnurNb+mnirt287WHOO2t208w68AiBGgJuUvc4cJkgIj0/Nhar1iHSWCz2xvRuuKgIXNTktlzUhLpUvd/JB6OCi9iiywDfhZ+xFbITZ7QumfI+A0aWKFMPjARI0rScc8/Maa6i7iBpniYk9+YiyHCxMRZhxiesI+KB8KuFGoINnceO6KfrArG2y/f70s8Eglco1NUx/UDFopAbjoltUezcneVkhjmgU5ijXW/+IPhdJnBbsu60UKcMjDpVWGEAalvUyXJtXV2jrmDaVkDdlyh9hrADg03dXhoC7aR8LEuHwEOCtM8KePppEU87PeK1du4KiNe3c6c0IN7Xs3Tu4n4/zHAW5mKKenTv1NOk3THn+xqjD8DMej0TuSwrA8z3tQk+Kr/v6ExE4jKIAlsyURGnDlW5GROvgsBap27jBCp9bKVgZhHK1U9XUEStLqICIcghV4SdxI9+3I6slZM9xL4T3vkTEsytKBDhGzlLwKtDAR4Mh3e9XCuiCF8sDm3ewxBMEwh8S2Iph4ujM07TUA8yDzN0GELSrZoZ6qMbYBOKM85t4xDYCESriqTT+g2kA2aNGftCqDthChbZsfBMDZlxfoYMVqxKJFtV7gOyYM38HllXEBqOxNBwRdy3AjTQo0mDJ7q0cMyxp/42A8W3m3aHCbSDsmjgtLaR4kalfctHVnUdKF6w5LCLFC8l2BlYtZp9d11aNV0yUM6wKZLeW6g4LIgVD/3LcB1SPGeK8bA5ubYW1pPruce3b6dnrfJ+BjILhl9mn8MveKJh4AfaKik9GmsYEr6nqYoq6TAesrJHDWW+xAlSoLY1X2aV+UoWK/uyXgUh42lSRR+RqIPVOZiy4aLHUX6EllOQDjc8yYKofwNCAkmWUcajV3S94ZxVlpP6KYKy8URWVxtqxMWS1oHjZuWOUIT6dfRRxbeB5nHwePghjiY/R0SikpnRHrx9KGXDi5gOKkZvlCwY/yVqceePiLN+ux9e6XxcoImLxUgvGBnofY4M0OHxYm/04ysZs9h4IUcxsks5kmnWWsaOYywabyvo0TRqiiEZaHeIH06QgJY6cn5e42+9GHk72XCz1b7RF5po6hEfE3UaF5GETBcBNwrtfUfu3siF2jYcdzjqHh63dmbURW+DugU7HE6IugqQgJ6ibkvoMhYCBFWZH3kEa/0GBaOK0LGv7z7p3oCERcFC/dLx8F3873Q8RToW7IY4HTpGMzBH8Ulr8Mgum7nFua4JWRGV9A2/UNfDIyvEzjsnyzmJFEmXzd2R0x1YwEzDlFSjR2wqh09hv1Fs7vEd1ZPdG2uKbKyA6PHhGCm4uoOjsIdRlbS06wjbwVGNvpEmoy0cQa4fKZtNK9teZuRmNluDkiV33+qPb9/9lwfo9n8=7Vpbd5s4EP41fowPSNz86Fu2p9nt2dbtabNvMgjQBpCPkG/99RVGmLsTOzF2TuwHmxnQgGa++UYj3IPjcPMXQwv/H+rgoAcUZ9ODkx4AOlDEd6LYpgpVHaipxmPEkbpcMSO/sVTKgd6SODguXcgpDThZlJU2jSJs85IOMUbX5ctcGpTvukAerilmNgrq2p/E4X42DWOQn/iEiefLW1vATE+EKLtYziT2kUPXBRWc9uCYUcrTo3AzxkHivMwvD3P0+evmv/F8rJOpH04Qf9jcpcbujxmynwLDEX9b03pqeoWCpfRXLO7i9uDwfhnZnNBIzp1vM4cyuowcnBhVenC09gnHswWyk7NrASGh83kYCEkVhzFn9Gnv+FwzpgFlO3tQ2X3EGZcEQUHvui6w7URPIz6T91cyOcWZCoW8wowTEfBhQLxIKEPiOMnFIzk3cRpvKmB4xpPqPrwiLzANMWdbMU5aMQYSETIn7vQM7OsCwhTpW78ALiivQxLU3t52HjhxIGN3RBzNehy1NUbClcOf4gfNhUMuFUgHYcu9ykBq8CWBBFaHgRzUwoQdwWdSpIz71KMRCqa5dlQOZCFo/2POt9LDaMmpUOUW/qZ00RrcaqgcFPu7O6jHxE3Ehm1/SRM74TER+nomTjbFk5NtJm0I/yVvlhwXRgkpH5QI2ZjUb4mzTkCIcDhdMhs/n2EcMQ8fsqc3I47hAHGyKj9cE3rk0H8pEY+dI9WoInVQQWA6ATmsWAYqlkyraknTy5bSKdYs7eC8n9HpCM9SrKHm+ChuLTsi9XkZ3QzH5PeO2VIELJIn3s1BH/X0idAgCUhbQACzQ0gN0BwHI2Q/ebtkKpch8WlAfSspyZWMfLJ8/fAsFAcHyepO6atgoJeDB1LxlehKcqtkVjXLJqjrxvgsaABaKxqGNl+KWUXebSnSCgq9ygt7oihWMN3om12uRoD+6irWWKca6tnBAOMoa0jUtMg4w6SjEPI8oPZTqronyeTycJ4S3mssWFlmXapiAbXKKjAnmqOrlmFWrWl1a2euXMBoX2WPBVQYDYJroKvrXXCb5kvoygT9TtnK+qBspRzBVvlSPl+9P+4fvH0pf3aWMy7Kcrqh1VjOOp3lYJ3lYOcs9/oW9JYOHaTDFFj+nM++8O/4cfFN8djDDyC3AC+VDaZewy+0rBNzoW5LU7vOBdi+PzrDUXwNxf499SbiOS7em0Djg9LbMb3JFdDbwXy8FL/VuxBgaqdWe6O6EwetCujPzW4Nbw0ku01XImA3bmt/BWTqfcushM9s6GUg7INO6c2qx1RbI572qGG4jISfrmJT7Xq7VEMTwVUrwW16MzSAfdjlyyH4YZfm+3r1WCxX76t2WS+sXSktv3nxMqovO4FqnFi4qpagDjstXJpyy4P3mweXfZNqgrzhyMn95EWcqTVsTKvnyoZDPX/TrvQXtCLerdwfuynd1Ke+2aa0EPP/jKUYyP95B6d/AA==7VrbcuI4EP0aHnFZlnx7hACTqZqtTU2qdiZPW8IWWItBlCxu8/Ur2/LdEEJwoGbih8Rqy21JfbrPkZIefFjuv3C8Dv5iPgl7hu7ve3DUMwzb0eXP2HBIDQDaMLXMOfWVrTA8019EGdWL8w31SVTpKBgLBV1XjR5brYgnKjbMOdtVu81YWP3qGs9Jw/Ds4bBp/UF9ESgrsNziwSOh80B92jHs9MESZ53VTKIA+2xXMsFxDz5wxkR6t9w/kDBevHxd/gmcxfSruz5MsX+Ixo9PfNJPnU3e8ko+BU5W4rquUep6i8ONWq8I7QjmPTj42/M2XH7RI2r64pCtKWeblU9iv3oPDncBFeR5jb346U6iSNoCsQxlC8jbSHC2yNc+tszYSjwrb3rWToEDoGxvCRdURnAQ0vlKGgWLXc5oGD6wkPFkDNDHxJl5uf/SEz255BM1N+mN7GtgeGUlQR5emReELYngB/me8mK6ChEqJ/qmrhzvSghDqlNQAhfMgK1APc99F4GTNyp2b4ij24gR8WUaqCbjImBztsLhuLAOq1EsRew/IsRBBQRvBJOmwsM3FkfjzMj6OAqSL4Azwrykvp8MTMaGH34qF0njJW5oZtYc7csPR4estafip/pYfF96S7aKl+JG9k66bvFiXYAQWcown5OT/VTHiG24R050RO2Q4yTEgm6ro2uDj3r1iVE57hyqjm5WoYoMpJl6cdU8psNUTsrFpOYX6AhptmPaABnpz+pnILQ0s+o6XaqG6wTu+YQvz4CMb9pKmcALEj2FskINRCNRZHEQVfxzEtFfeJqjeB2POZmFOeyZI2nBCrKeBAnhp7Ac4ikJh9hbzJN0K5WpWXK15MXRsqUoUo2sIKZXweqeLGd9XQOGW8OJiuc74QdqhRLYVQ9sNotIN3AADTjI4UaydA0mBIsNvzmr5RDpiqacJk3pWVKWiMqFLTyld8RTwGlmqZylTIPBiGzp7bVGHpWa3JCpani3kRsQnSE3XOcD1Ybxe8oNcJncyO4/QG6cpyLOkSVOJ3LDNGtQRWZDB5wrMZBR8wVN9MGaAp7QFDQaESHZmPjDw5+oKYybiYp+DoNcVsA6MLoTFqgNEx4V0udgvCWrpsB8J4MdJ5wGRREroai7UyIWaOxCnCaDte2Xu9IhCDTC9FYGa+WoFi47GVyyyo7MQEow/iA+85Ltaci8RWqa0HhyRSgvCW1OVjlBvZT56TZkpZ/JVt3sjaFdq06WrTmwtDdGlxGXZbrST3HVsA9dV3Ndq7hqe6KOOS3bqbfVrwn2aBjffpawxmbKseqs01bEgP6hVQx+VrHbVzHjXM19BGHvLWNWR3XMde66jqF3Y/8e96D3f+R9RVo3OkkIGzk1pCaEfGES1I8w25x1DXXzOGWXj7aP0vcfsB1FRzTib3LG/fTv9/33/WPwxXH4Egf7/WSN+ydOJ37IX8ki3krJ5X+evTslBw1Xy1ydlHLA1cy2U9UrqLnWcH5uSV8XcwVPFtT4kg/8OE9ekfNOpeKtzl2hoWs6KqQasmqkBR3Nskta7TIyRABptltLHXAtMpTN4p9p0u7FvyTB8f8=7Z1bd6I6FIB/jY91kQu3x9p2pnPWzFqd2nPa6VuKUZlB4iC2tb/+BAEFAlEpILX4okQIkr33t3d2LvbQxez1q0fm0x9sRJ0eVEavPXTZgxAoJuRvQckqLEEQq2HJxLNH0VnbgqH9RuNLo9KlPaKL1Ik+Y45vz9OFFnNdavmpMuJ57CV92pg56bvOyYQKBUOLOGLpvT3yp1Ep0MztF9fUnkyjWxtQD7+Ykfjk6EkWUzJiL4kidNVDFx5jfvhp9npBnaD14nY5f3607ifPv76ab8N/Le3i8WymnYWVfTnkks0jeNT1S1f9n/fkrtCD701+r/460Lqn4Cau+pk4y6i9Fvwu4x46v/HYnHr+Knp2fxU3qMeW7ogGlSo9NHiZ2j4dzokVfPvCdYiXTf2Zw48A/7jwPfZn0/DbkgvmMG9dH1LWL/7N2HacRPl4PIaWFZQz1x9G91fi41DPAOLHz/xn2lzg5449cXnhzB6NgpMHezZb3Aa8GvqaUJqoGb9SNqO+xxtCib7VgNaPjCCyijOIY31/SSiZEpVNE/qFojIS6fVkU/1WdvxDJL5DRKmIssQvlPDmPL/mb/4t8WnV0kzKBrdBNkbcDBvJQEUXJQMblQwulsw9fyNPDj26uY0INcatNDdoKIK5IYREoepmk0JVBVHREfc80SHz/CmbMJc4V9vSQVqY23O+MzaPBPab+v4qam+y9NkuAVM3drpACQ/PA6/Jj58cZv0Ji77YwcNtxVlGvPTV9h/im/LPv4IKuGDCo8vXqL71wSo6OEwlFmzpWXQPQwoaWqo5HnWIbz+nQ4A8FYguvWE2/4FbwCPUR4mXoH2G0dcSLzV9g/A5ojqTHjl7G00XKs6oq0+8CfWFqtYau3nedyixJicT9TouFXJJV/aikqo3SSX9k1JJOYBKXA+81UN4Ig8OooLwSpP3C6KC7cXro9TVN9SzucSoVxPoIrsMzX93/F43EA2s9I1PAUSjGIi8q/cy6ngo4SHOSE/BOaG32mjobXY8PAUeGu3iIVDAsSJEHTUKRCjJKgzsdfW21UFRAkUhH6HlZIq0Jruusb5/PihuQPgrycGdUEwiEezAYcXki+2v9gjPlEd4sBqg6QbmPmb7EripNIw3WIy3sAN8R2ecbcRfep8xeQryYKU3GcFhmQMiPg85Vrd0RmzXdid3PAY5eSHpuK8L1qnkiMncpE2rFtT369sH83H8dIaH3xbfvl3e2Hc/ziRyunKfbY+5M94SxDmZYEEQ2b7SLhQtjvNH8h6UWVOwkCvWnBHCjVgdagXhXydTiUzN/eK/mpCaK1LYhX81h3+ZaK1cPCgzx90dYVxLmIigKg8TsVpFmMgZlwoTsXAfrba8YG6zo30oOCRj6q86FhaP5Or7wBDWNW0iV7K4g+FOGNYNNXRcqKmgEahtxjISvd1mKaZKKDazFwubuR29iqPzFoZyWkevo9NLPS699GZCMi0Tkh07ImvdRActrfiWQzhQrZTqZ/NJB6n+iCym69++6YKU6J4c2X6kGb6kARX3fSq3HygkPRVdKWcjOGMjMFMxaNjfSyYznFtsueCKFvv9qv39O9Om1XtvZJhZYik5s7W0ZpOmrZue8KEodvhU1PqigJwZCsXRQuUQw7rah1mXrKglfT1GObVBkKmtZngBydDcNSX+pyEXFkfl1Jx+B26WXAB16DoRdMWW1ip2KSXZpQo5RlDfHNL85pQs97klI5t98ejfJXWt1adBGMKwj7NT2UAcH6dyv0Y/DsuawVjrlvF0GCuLMXxUjEFD78NMjw+YZsmuJDJA3xQsJpu8qZtkrUsvfijjOGQOdoXGIV0dvDNLmVjaXumSOk3IsiC9nGlouimsB23cx3fpx1OxjJjZx7IMAxl9M/Eysqpdthevm1iajdxsbNGUzcjSkbb3c0kcu/qBx/bFwmYmEbkNEpLdeaA3HAh3qciTCYSNWkCFMejrGToBA8NydFKR1leF6a4gExPUjCTZ6qZhoNvf6XOwIdKpIyk7NgJMlLdpSsN98/atU+qQVBJJNcVOuUjSzQ+NJMmwR3vXIlXPJFVThARIfqSEmsZSN/LxAft+EmOrPhWoImGNFtD1kvmOdmBJMqix3hhjrUinDiXdFFJPnEk4J1RqdD2PZF7vzyVd0s8rm7zlcxA3OlAOuyT6ybiLembwaljUXCMG7sFZPx1J04mNO44uU34y6l/PwKkBjT4u1lgO8ZL9udaZgtE2U2jhlqGpzahg0mR4f1A1dplN8WZU9dnFvkOr9cxf10Flc6c0Ye5UjfvvLeDIAOdDNhg8zl/f/nka3rp3sk0k4p2Sqw5k61+Z5geWWl/yVpBZ3i6k8c2qDnlzpfj+vG1CYjl0y6WgvIuiZB3z/hDbACkNI3UXio6bhpWZ17GWqoHs0CeEZVGFFChOAoG1TY/Kbc2cTG305wlTsihcSMvN309ruEcX9tsabaEWzIMfvH4EddBTL3kJiZTS4moQuLVibXXIE3UGxPozWRtU+v8U+CtH8wvBFP0lR/TLepv5Akl1LLb/QmCdKX0AzazwwsP3bk+RCR0z8R0bjxe0FlWQ7A8RbiPWea3MtjjCYupctwWadFvv3wqijW5r09M8zG0dqeMps67dbkurx20BJPiteM3EoX4LcIqK/2bRsOPKyRd3jmtDgGM4rpg9VXoufrj9c6rw9O1/fKGr/wE=7VnZcpswFP0aHu0BxPpox0naaZN66kzTPHUUEKBGRh4hb/n6ChC7iZ3EWTpjXsw9SBekc47QNQo4m28uGVxEV9RHRNFVf6OAiaLrmqUb4idFthLRDDNHQoZ9iVXADD8iCaoSXWIfJY2GnFLC8aIJejSOkccbGGSMrpvNAkqad13AEHWAmQdJF73FPo+KYVhudeELwmEkb+3odn5hDovGciRJBH26rkHgXAFnjFKen803Z4iks1fMy88r17KmC75d3f2y3BmzHvUfgzzZxXO6lENgKObHTW3L3AnfFhOGfDF/MqSMRzSkMSTnFTpmdBn7KE2riqhq853ShQA1Af5FnG+lGOCSUwFFfE7k1YQz+lDSkSIoLqSjqXk4SrkX8T2h3kMOXWBC5E0DGvPiIctYJgAiXiHGsRDBiOAwFuAc+3727GiD+e+009CU0Z1MkZ5PNvVgWwQxZ9tapzS8Kx9cBFW3LCr6HUhbQQFdMk9ycGF8S0J47bt/vnoPt7ORw8brAZDugSxE/Il2Uq4pjzULSFFcIjpH4iFFA4YI5HjV9AmUdgvLdmXXKcViHLoq14aB6DOUa4FcHAYGsJpp8kHJnnVxtpMBp5PLbuXKB97JJU5qw6qgTP7PsYJ+ssL/YgX9s1lBAy3xmi82gtrK5L6zDYyTDf4XG2ifzAaueywX6K7TSuVob2WDp6ZsBclSTkciWAsUMJqgFRastE3StMA6whzNFjCjby221vvkniNnlFCW5QNqdqRCFhqv4UEQ6J73GsHLkYnLaNNg+jBddmVTkGZpVvslbhdlwLq291YlFtW23cWyt0ttDW6fS6TWS+QMxYmY1RORHSJto/USssBH06j30jjy+BLyE5EHOvLjqQRdKo01gmI2R1doTtl2JthMq/qPItSHyAk+J6GGe4gzTecd6TT66bxBG44JGsME+R+82n5iTm27ZVHT3sGp/Z4WNU81gPK2NUBrL37EokD6cW9R8FalcLsIMIH5wiLAKsqHMlXxp+3xi4Cb5fX1FNx8m0xv14vo/PvV+O9jUQS8wgY1ee8Q/06TdG3QlrUPkyi7g/YijdcVXup9r8Y1XaurfKAOVdXYI/UsmiKGBRGIHUP/x9erpdlDo1VsWu5LJWs6xlC3zG4VNNQ0tzoOUrFY6+C21myRNkieGgrQh+26uRhKv8l2dLL1PZ1MB+zrJE7yARzVkf3VnEfjBCc8+RF0TCte2LzpRYYS/AjvS0fJqRWtzbFiTgQCpX08IcpUuv2+IvAekTH0HsLM+s3CQBw7PNq7lZAfweSTKeWnp7o5+leq/i1Gal+3JUpZUb3SP1prP6rZzQw0CBL0zMVZhNVXtbx59XESnP8D \ No newline at end of file diff --git a/diagrams/SAREF4LIFT figures.drawio b/diagrams/SAREF4LIFT figures.drawio index fd0e481..12cb545 100644 --- a/diagrams/SAREF4LIFT figures.drawio +++ b/diagrams/SAREF4LIFT figures.drawio @@ -1 +1 @@ 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 \ No newline at end of file diff --git a/ontology/saref4lift.ttl b/ontology/saref4lift.ttl index 6fb9219..1d89a8c 100644 --- a/ontology/saref4lift.ttl +++ b/ontology/saref4lift.ttl @@ -113,6 +113,7 @@ saref:relatesToProperty rdf:type owl:ObjectProperty ; ### https://saref.etsi.org/saref4lift/hasLimitLoad :hasLimitLoad rdf:type owl:ObjectProperty ; + rdfs:domain :SmartLiftInstallation ; rdfs:range :Load ; rdfs:comment "A relationship defining the limit load of a lift" ; rdfs:label "has limit load" . @@ -120,6 +121,7 @@ saref:relatesToProperty rdf:type owl:ObjectProperty ; ### https://saref.etsi.org/saref4lift/hasPowerSupply :hasPowerSupply rdf:type owl:ObjectProperty ; + rdfs:domain :SmartLiftInstallation ; rdfs:range saref:Power ; rdfs:comment "A relationship defining the value of the main power supply of a lift" ; rdfs:label "has power supply" . @@ -127,6 +129,7 @@ saref:relatesToProperty rdf:type owl:ObjectProperty ; ### https://saref.etsi.org/saref4lift/hasStandardPowerSupply :hasStandardPowerSupply rdf:type owl:ObjectProperty ; + rdfs:domain :SmartLiftInstallation ; rdfs:range saref:Power ; rdfs:comment "A relationship defining the value of the standard power supply of a lift" ; rdfs:label "has standard power supply" . @@ -156,12 +159,6 @@ saref:relatesToProperty rdf:type owl:ObjectProperty ; rdfs:label "is grouped in" . -### https://saref.etsi.org/saref4lift/isMeasuredIn -:isMeasuredIn rdf:type owl:ObjectProperty ; - rdfs:subPropertyOf owl:topObjectProperty ; - rdfs:domain :NetworkCoverage . - - ### https://saref.etsi.org/saref4lift/receives :receives rdf:type owl:ObjectProperty ; rdfs:range :BCSSignal . @@ -200,6 +197,8 @@ saref:relatesToProperty rdf:type owl:ObjectProperty ; ### https://saref.etsi.org/core/hasManufacturer saref:hasManufacturer rdf:type owl:DatatypeProperty ; + rdfs:domain :SmartLiftInstallation ; + rdfs:range xsd:string ; rdfs:comment "A relationship identifying the manufacturer of an entity (e.g., device). The value is expected to be a string or a string with language tag." ; rdfs:isDefinedBy saref: ; rdfs:label "has manufacturer" . @@ -220,6 +219,7 @@ saref:hasValue rdf:type owl:DatatypeProperty ; ### https://saref.etsi.org/saref4lift/hasBuildingManager :hasBuildingManager rdf:type owl:DatatypeProperty ; + rdfs:domain :SmartLiftInstallation ; rdfs:range xsd:string ; rdfs:comment "A relationship identifying the building manager of the lift." ; rdfs:label "has building manager" . @@ -234,6 +234,7 @@ saref:hasValue rdf:type owl:DatatypeProperty ; ### https://saref.etsi.org/saref4lift/hasDoorsStatus :hasDoorsStatus rdf:type owl:DatatypeProperty ; + rdfs:domain :SmartLiftInstallation ; rdfs:range xsd:boolean ; rdfs:label "Status of the door. TRUE indicates that indicates that the corresponding port identified by the array index is open at the given stop. FALSE indicates that the port is closed." , "has door status" . @@ -241,6 +242,7 @@ saref:hasValue rdf:type owl:DatatypeProperty ; ### https://saref.etsi.org/saref4lift/hasInstallerCompany :hasInstallerCompany rdf:type owl:DatatypeProperty ; + rdfs:domain :SmartLiftInstallation ; rdfs:range xsd:string ; rdfs:comment "A relationship identifying the installer company of an entity." ; rdfs:label "has installer company" . @@ -275,6 +277,7 @@ saref:hasValue rdf:type owl:DatatypeProperty ; ### https://saref.etsi.org/saref4lift/hasOwner :hasOwner rdf:type owl:DatatypeProperty ; + rdfs:domain :SmartLiftInstallation ; rdfs:range xsd:string ; rdfs:comment "A relationship identifying the owner of an entity." ; rdfs:label "has owner" . @@ -290,7 +293,7 @@ saref:hasValue rdf:type owl:DatatypeProperty ; :hasPowerSupplyValue rdf:type owl:DatatypeProperty ; rdfs:domain :EmergencyPowerSupplySignal , :StandardEmergencyPowerSupplySignal ; - rdfs:range xsd:boolean . + rdfs:range xsd:integer . ### https://saref.etsi.org/saref4lift/hasSecondaryEmergencyTelephoneNumber @@ -580,7 +583,7 @@ saref:UnitOfMeasure rdf:type owl:Class ; ### https://saref.etsi.org/saref4lift/Load :Load rdf:type owl:Class ; rdfs:subClassOf saref:Property ; - rdfs:comment "A saref:Property related to the amount of electricity on the grid at any given time" ; + rdfs:comment "A saref:Property related to the amount of kilograms on the lift at any given time" ; rdfs:label "Load" . @@ -729,7 +732,7 @@ saref:UnitOfMeasure rdf:type owl:Class ; :SmartLiftGroup rdf:type owl:Class ; rdfs:subClassOf saref:FeatureOfInterest , ; - rdfs:comment "A Smart Lift Group represents the correlation of multiple Smart Lifts Installation and it is supported by the introduction of a Smart Lift Group identifier common each Smart Lifts Installation belonging to the same Smart Lift Group. Such kind of installations usually presents control units connected one each other to coordinate the movement and position of the different lifts, where the common commands (e.g. the call buttons) are given to one of these control units that acts as a principal master and coordinates the other installations or is composed by peer installations that coordinates one each othe" ; + rdfs:isDefinedBy "A Smart Lift Group represents the correlation of multiple Smart Lifts Installation and it is supported by the introduction of a Smart Lift Group identifier common each Smart Lifts Installation belonging to the same Smart Lift Group. Such kind of installations usually presents control units connected one each other to coordinate the movement and position of the different lifts, where the common commands (e.g. the call buttons) are given to one of these control units that acts as a principal master and coordinates the other installations or is composed by peer installations that coordinates one each othe" ; rdfs:label "Smart Lift Group" . -- GitLab