<?xml version="1.0" encoding="UTF-8"  ?>

<rss version="2.0"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	xmlns:atom="http://www.w3.org/2005/Atom"
>

<channel>
	<atom:link href="https://www.lares.fer.hr/feed/rss.php" rel="self" type="application/rss+xml" />
	<title>FER - Active research projects</title>
	<link>http://www.fer.unizg.hr/lares/projects/active_research_projects</link>
	<description>FER Feed</description>
	<language>hr</language>
	<copyright>Copyright: (C) www.fer.unizg.hr</copyright>
	<webMaster>webmaster@fer.hr (Webmaster)</webMaster>
	<managingEditor>webmaster@fer.hr (Webmaster)</managingEditor>
	<ttl>240</ttl>


		<item>
		<title>2027</title>
		<pubDate>Tue, 17 Feb 2026 19:32:48 GMT</pubDate>
		<category>Content</category>
		<description>
		&lt;table border="0" width="100%"&gt;&lt;tr&gt;&lt;td&gt;
		
					&lt;h4 _ngcontent-aif-c86=""&gt;&lt;strong&gt;FoodMAPP – Localised, transparent and efficient food supply chain&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="80" src="/images/50018528/FoodMAPP_logo.png" width="150" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;a href="https://foodmapp.fer.hr/"&gt;https://foodmapp.fer.hr&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p style="text-align: justify;"&gt;The European strategic plan to fight climate change requires impactful changes to the food industry and a reduction in food waste, as well as a change in the fragile, complicated supply chain of industrial-scale food producers and the creation of a novel, fair and sustainable food industry. The project is funded from Horizon Europe MSCA Staff Exchange call and is coordinated by UNIZG-FER through LARES. It aims at the transformation of food supply by enabling and promoting transparent local provision from local producers, including family farmers, and processors directly to consumers. It will gather extensive market intelligence from all stakeholders to understand market demand and preferences towards localised food supply transparency. This research will inform the development of a dynamic searchable map-based platform enabling local providers to supply and sell produce directly to consumers.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;h4 _ngcontent-aif-c86=""&gt;&lt;strong&gt;RESURGENCE - Industrial Water Circularity: Reuse, Resource Recovery and Energy Efficiency for Greener Digitised EU Processes&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="41" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKYAAAAiCAYAAADVqaK5AAAgAElEQVR4Xu1cB3iU1bZdk5n0QjoESCNAQg8QunQFAbGCgoIVsaAXFRV8ohfFhnq50qzciyCCBbEiSpPeCQiEJIRAAgkhhfTe5q19zkzIpABRvN/73nd/P5xk8pf9n7POLmvvfQyrv1xtzszKhJ3BDuZqwL+5P8bdfgfs7Oyw78BBbN22A/EnTwIwYujg6zD5ngn8+dJRUVGBI0dPYN/+Q4g9mYjCohJ4NfNAt66d0b9PD4S3b2NzfkO/HP49Djv3HUVc/BmUlFbA19cLPSM7oG9URwQHtqh3yanTadi8PRoGyixHVbUBUZFh6NW9nc25BUWl+GlDNPILSnkuYDbbwd/PHaOHd4Ojg0mdm56Zj/VbYlBRyZfnYTYb0CkiAAOiQlFYXEa5zmBP9DlcyCiAq6szJt3eDT06t7R5zplzudhz+DwOH09HTmEJHExGtG3jjUFRgYjq3AKpGYX4aUcSx9gMMwyo5r/u7X3Rp3PzRsfmXGYhDiZcxIGTGbiQVwqj0YA2LZqhN6/r1dYHHi4ODV57ODkHu05dBB8BM19aRmhstwAEebsgPr0AWxOzcehsNgrLq+Dv6YKhYT64vp0vXB2MV5ynXM5NdHoRdp/Pw8mcYhRXVsHL2R5d/D3Qr4UbIjm29npK6h25ZZXYn1WEHXyvk3yfCo6FP6/t6+eBwX6uCHW1fR/DuLvGmc+nneeEACajPUKCgjFnzhysWv0l1v+6gS9IwMrfTA544N578MB999Q8dM++g1j22WrExp5WIKnmeRwOwM4Io52J4DZgyMB+mPrgBAS08KsnbGZWDhZ++AW27z7Cx8hzeC2BYTAYeQt7ODk54KYR/fDgpNHqZ+ux4bdovL3oO30+D3tHV4wd2RXTHhht84y09Fw8NmspiksoW3U17+mAAF9nLH5zMtzdnNS5x2JT8NTL38Dk4Mz7VcNocsSowW0wYkgHvPvhVpy7UMprqwgqE+ztzXhr1kh0DteAyssvxfI1R7FxVzIqzfaorqog6HgQFAaOFwzVGN6nJVq1cMdn65M5PlXyejA6umBsPx88Mb5bvTHJLy7H8o0J+PXQeRRVGrnoKikXr+P4GDgmBqMdAn3scZ/ISMDVPT7dlYRP9qZT5ko+iNeXl2LOTRFIyS3B8gNpqKRc1VVlnCUuEZM9J9YeHbzs8OqI9gjxcmkUnF/GpuOL+CycKeKVAnq+qwCfAyMTQKVWgU6eDnihZ2tE+rra3OebpBwsO5WNxAqNDyWbHJQPjk5wN5fjzlYeeIKLxMWkkW24e/Ld5tOnTyvwyeAHtm4Fd3dPxCWc5A0ohMKZiVrQC+8vno+gwNbqwnW/bMT8hR+hoqKKL1qtNI2BgFSaiTOjriM4jRyINiGt8cbfn0aLWuAsLS3HK299hL0HY1FVJYNP4PB8AbjcSyAnvwtAB/fvjBlP3AU3aiw5Nm8/gtf+8eUlYDq44M5b+uDhySNtBuRCRi6efnk5MrJKaoAZFuSN+a/ew3s5qnNj4s/j+blrUcZBExnk+e3a+KOopALpWRWorCxX59k7uKJnJz+8PnOE+j2XoHx90XbEnCpCFc8R0KmX5xjIp0weX0CNidFYhXLRyJxEmUwjF8H4YUF45LbONvJmU7O/siIaR1MobyVBzsnmAKpFW835MnNxCejtnAggAuPJUe1wZ79gm3us3JOMJVuT9OTzOicCubmXI5LyyhWw5XuzaG494QrwJlcP9PA24L2bO8HJAgzrTUupFeftTsLa0/kEsgnVBLp+N32tzLaaK3sCnj99fn1YDTDlEQtj0vBhYq5aqFXlJRrIvI+8hwYpx9zRkf+ccINbFd6ODIQLz7EBJn9VGtJAgKoVRc0lg2Lkqhp5/TC8OOs5Je/hI8fw7Kw5nEwZPAKK5xs44A5OjnymPUpLRctYNCDvaeKK6h3VBXNnT4ejo9Z823cdwuy576vrRNMKIEw0ge6urigsLEOVkpymSK3wSrwy634MHqA1zF8JTLm/wY6aie+u3o3PtzPYK601+8khGNQ3RA3omx/sxPb9GcQHJ0pmhvIb7Z2o4SqITTM/zbDjglFAkP8IBjUVHPSGgFlBAMz59CD2EOiV5UXaDPPZoomcnaj5+HtpJYHA+8g97TiRDjTv706iaxHqXQPO2sBUT5T5tOf8EDgCDL4WV5mTsgJKE8uUE7DgveaNaIvr2/raAH3eztP48gwXXwW1rJlgF0w4c2FwEYsccl8FUIJtpK8Rbw9so9wHOb5OzMLLx7M0eCu4wJ1olXiNqx3HhgumgErNzEVm5hjK9QZXN0zxM+H5cP/GgMmH80IXZzf4+fiiuKwEL858Dr2iehJ0ZXh25mwcjYmnNqGJo0ZwcnbGXeNuwfVDr4OnZzP6pIlY+cV3OHo8Qa8IGRye99rLT2HQgCgl9If/+gpffbuFGrdcaWR3Nze88Mx96Nq5HeJOJmP++18gN7cIvXt2xIhhvdGjazs4O2st99cCU6kDgoKTxU8fLyf6o45wdzFh3uyb4Eq/KPp4Gma9vRmgb6s0j4CSbkJEWy8M6RuEYJqlvIJy7DmWht/2niWojJwaatTLAHPjgXN4ffUxpbVF89g5OKBbiDvuHBSGDkGeKCqtxKbfz2PVziSUVIrG49hzfqICnfGPyT3pOikVhPrAFFPrgM4t6D50bQFvWorolFysOXoBZRTdqumNbp4Y184VMwddigm2JmXjmc2nlU+sQEhMyL3Cm5nQr1Uz+HIs0osrsJe+a3xhBZYMDMGglh5KjvP8ftKWU7hg5gIv5YIgmP1NVXi4vR8G07VxpLz76HMuPkn3oIoWgeA0ODrDw64a33EM62lMAZBoqttvvQ1jxoyGr48PioqKEBQUqAKiPXsPYObsV2h+lZpQQdNzM57AzWO0ibMe+fkFeGz6SziXmql9NL7Q4P49Mfel6eqU95asxPfrd6JSgEnN0D6sNRa/83yNRk05n0kfroCBSP3g6a8Gpp2dAzw8HDH5jp6I6hrExSxWxIDmvm5K9nc+2oXNu1MpuwRVYlGcMbCXP55+qC8XswD60vH1r/H4cM0xbd4J4oY0ZiVdoRlLduHYuVLek5PIhdAtxA1vPtgHrk46SLMey387hU9+E1NNoFPLONFNWMLndrAAoi4w7TjZbbxMWDIxEl61Aqb3d53BssPU+FXaVRGQD2rthHdHdVDWtoyux3TKvj+7GlUlBdrH5WId394Tf4sKgketYCmbQdH+C4UYEuhJefQCWUHAzYvPQ1VZodKq3o4m/LNnAHr76TG0Hr8ziHokOg0XxW2spCVwd8fsINe6wBRNYcKY0aPxPzNn2tzA+suHHy/Dqi/XopLm1cRAIapnN8yf90rD5y79HKu+/ln5oHLfAH8/rPjkLQW+1V+vx8fLv+dE0I8Ss0V/ctjAKIwZ2R/t2gahmYftC9R+wF8JTAGaI7XV048MwfXXta/3XmWMLqfO+h5pWWXKxZBgycfLAf948Qa+X32ZRaHOem87omWSJOhowJSfZpQ7fdFOFJRJAFnFWMKE+VN7oVsbn3rPz6IfOv6dbSinJjIzuDLQ2jw7ph1uIwMghw0wJdBy9sCDvX3x8IBQm3vFMzqetPqIcqPE1bBzdkXf5g6Yf1NHugh2SMguxqRvjqGMVkO0s4Emt5u3ER/d2KGeH1pXSFFZj+44jZ3ZdPXoAogmvKe1C17s3qpBnDx6IBlbSui/FhUof3M4x7NO8GOEI83y4gUL0Kljx3o3EbM8++XXsGP3PvpQYqIJtoAW6BjRHmUSPVjMiTJt1LxnU9KQnJxaE0B5kkb6ZPFcNPf3Qcr5dDz57FsMIkroEkiUJr4o/Um6B23bBBKcgRh8XQ/SQBGMhm21xl8JTKPJCW2DvbDotTtonutzHxlZhZgy83vQo1Fay8HRHb06e+OVGYMbHHT58jtquQ/WnEJFeWGDwNxFk//i0v0EGkEgwZHJjB709ZypLYUKk6NaAE3/soxm/MCZLLIAcq4AzxX39w/AlCFhDQCTC56geGpwICZE6aDVeiRll2DCykOoUIEqFYcAM8AR/xzTkZSPAZtOX8TzW+mGVPJFKZPByRWzevhiQqf69F3dFy8nNsasi0UqfWJr9N7R0wmt6UZUKl9bvxNfQT3rCOmjtErKwYUOznUHuk22wKTW8vP1xaKFCxl96xVY+ygvL8eMmS/h8O/Hle8oPpiRIb/4V5ojsUyk+tTBjz6PA8SV7eHhjqUWYMp99+4/inkLViA3T6JmC4Ug/p0EHwS2aITundtj2pRbERZ6abX9lcA02bsgqktzvD5rbINAO0vtNm32jygrF79LA3NonxZ47tF+jQJzy/6zmLfihAZmA1H5hoPn8OaqGN6vXEW4olVNjm7UhjIGemjlO0XdcUwqJbq1nGckYO7r548pQ9s2Cszpg1pjYi/b+Tx9sRj3rIqm5q0DzNEEJs3x1zEX8Mbe87QKjOY5F6LJF40Mx+Agr0bf0/qHXHKkY34+gRwzg2gyFiqQY+DDIKFGbh3b6si+urSICkmzCALMCKc6UblwjwLMBdSYwUFB9QSoqKhUgU80o3LRmCpIUPyjcI8SMVo1jHxav7NE14z8/Py88dkn86gJdBAjR1Lyeaz5fhO27jiCAvqyAnKhqaoJaomMhW5q7t8Mb770MDlWvVobAuZdt/bFlEm2fm56Zh6efmkFaR++uIXHvBJddCVgZmYX4eHnv0MxA0kBpr2DGwl3T7z+7LBGJ+wb8pIffXdKR9sNmPLNB1Pw2ufHLlE5wohQWyueUI2rBZii3dTQyvf8meeIKX96ZBuM66Pny9aUi8Z0ggam7Xw2CkyLxvwxPgMv70olYERjCmDsMW9gEG4k13ilI1+AuT6OfiNBJ3SbUFy8hQSBmmYS+S3AVO+ikwFKM9ONGuxFxVSbxxTz6+fr1ygwRQO+9ua72LB5G/0licjtERoSpCJyzXlqSsTyVA1OhVUDfdIqeHt7Ysh1vRt8r6yLuTh4JA6HDsci+mgCLmYXam1LYYVDHDsyCtMfuUMFIQ0Dsx+BeYPNvTMIzCf/51NkkVxWfi5B/2eBWVZeiUdf+IHZHFJiND12Rkc0c3fAvBeGog2d/7qHBInP0ic8nlygzGJDwDxIEMz8YC94N0UriYaaMDQUwfRZKyi3BqK+s6aA5CvJIOnPXgRLKy+tjf4sMOeP7qB8zEPn8zFlXTwVhDyFPii5zjtCXDB7QMiVcAmJi29ZH4szYlUEmAR1b28H3Bbkg1J1PytMNF+t30d4ZAGvHSLc6viYVo25cAFNOaPwho4vvlqLJR/92wJMmudmzbDgnbn0CW2d6ytKbzlBAHk6KZW0UKeaS86mpOO9D77C4aOJinyXIKtjRBDeeeVRRRnVBab4hQP7hmPO8xNtHns89hxmzPmclJQQMMJ9/3lgyuJbuGwv1m87ZxOVdwv3wjNT+zByv5T1kGh75Y+xWPlzguYM5b8GNGYmF86TC3YiPZ8RMAMkg4MTxvVvhSdvvTQmVzueTQHmJJrysjqm3ArMi6R77v/2GFLKNZUjGSIXe/KmQ8MwoHWzeuJIEGUNMeSPs+m+fHuBAWJ5MflLF0Rw3awgFeVuf+XUp8Kqrca0mvL3aMptMwpWSRITz+Dx6c+iiHlk0ZJGmpLQ0CA89cRU9IjsYiNwyvkLOHjoGAb060lNfIkEFk2YcPocdu/7HT9v2EntmIcp992Gu8fdWHP9wg+/Jp20V/GcYs4j2rXGP+Y+BhcXJxyIPonnX/1UZ0KU1jDSPXDAjGm3MbLvorTIudSL+OdH63D0RKpaRKK6rwUw5XlHYy9g1rzfGLSJldA+tJFJhJb+zozkQ1UKsoATuzM6BQdPZOoUntYNjRLsbzIQ2fh7DsHOiVRBlxn33tAe4weFolktmqeUpPSBhCwVmPUPr5/mvVbAFFkXE1z/js9HFX1AlXChW+BNNuzRyJboS67Wk+xBDlmKw6wF2JWWi79FtkaQu071bknNwxP7GfgqIp8alz7mAF48s0sA2rpfcuXUeHJhJpBtGN3SE84WuqlJptyKmvcWfoC1P6xX5lmyRZI2dHC0ZwQdybSjv5qojMyLSEhMRlZ2AZ6edi9uuen6GtDl5Rdi2jOvIy0jz0IXiZ9ajb69uyG8XTDSM3IY+f/OHDcdZ76U5MKHE3AvPHUP8WVAaloWpj6zAMXF8tIaGJK9MPGlunQMgRN5wMQz6chitKcGRj352gFTFuQias1fdjD3XEltokh2nakxSCBoST2KlqyWbIkKHnRw11jmJyGFbseCHTR1jMRFa6q8uBFhAS4IJ5ktxH4e06TnLhbh2PkihPg4YNm061gwYssc1Aems8XHrB/8XE5jiqwXmbd/eF0MkkrtUVlaaPEBmRfnu7Yg/jydCUwS/xcYfdu5uuPZts6Y3EHXEZTSnj++MxH7SQNVFuZrc02S3ceuElG+LmhORVJKxZLCOf49vwK5nMZVvVuhtyVf36DGXMjgJ6iB4MeKrOzsHMx8aS4zPKe1NrIWXki2xJIJ0TlvwYwdOrLCaNH8l+lqaPJZNOaqr9Zj6QopxJCUpFBPQpNICk5rQAl+1ErjBEllzdtzHmHFUbjlejPeeO9LbN0Vp8ypfmshwRksMd2mvWkJoFiUIf6tEuTaAVOEyGfa9K0lO3E4Lk8Xb1h8J+XECwCp0UR2AaevtxMyqBVErsaAKdes3X4ai35gtoxYU74ZAW7HvLpEDnwbviKjXKbzJOgSD/O1CV0xuKNthdK1BKbIdJRZnac3nkQ2mG4VsyzzIu/GIMVMa6kWH/P6EmS1czHg0+vbwYOaVI44KobHdichA44k6a1al9qSXCUHTVkGs7Av5DpZpYOJvibM6dhCx0UT7p5gTj6brEAkPqanpyeWLF7cYFRuBaZ8ZmRk4Z35S7D3AMvPRCOo4EduqVN0MglCEZmoQcQcL5r/d3Tv2qHmFgLO5Z//gBVfruOpUplj1WwqBFXawihFB/QxH33wFky4fXjtxyPpXDpmvbIcFznhkj3SWlEXktjRJzXzfsMGdkTq+VycYilYlWSfKEtwS3cseG1yTRHH8bjzeObVNZRdQFRNV8oFkRE+eOvFm22e19AvAs6Va49i/fZEls3ZKyAK7SiLrErdqxqTWNnj4+mMd1YImW2pLmqkiEOe8c22RCzblMjKIhLO1LLy/so3FRMnCsDET76fycUDw8Ic8NI4ui61hFuxOxkf7kyxRPiax3yyfwvc3dtWYyaSLpq4MhrVVCZWHrOXrx3esxDstd/3RGYR5u1Pwe/ZOqctQJSctxpzVZTBdyewZA4X92uJIdTw1uMoifpXj1zACTEsUohSThdQwraaqNySy6fG9SzNx08DQ+HHkkTDQ1MeMCeyushypqrHfHfeuwi0VBFdbnYkV/7jug3YvGU7TiYmkXQmXauqa6S20wxnZnjahIWiX+/uNOXDmc1xr3c78TO/+XELazGTabot1/MN5DYRNOt33DwYQwf2aFCME/FnsXTlBtaDnlGaUgjqKg5am5DmGD2sO0YOi8QbC77F4WMs65NcNc1k2zZ+zHnfCVcX7efEJlzAi/OEMJe/y9yb0DcyCH+fccnfvRJCEwn8ncx1S11maYUZDkzXBTJFeB1J7Q6sy9x1OBVzPo5W6T9Fil8GmErTnM3BGqYMjyflIYVEuEkKHcQ94GxWkQttxbReRwYgtxJskSGXfHe59ot9Z/H+VpYh6nVK4Dngb4ODMJ7laLUPIdgf/OoIC0OElqMW5vgNaOWKN25sr6Lyukch2Yi1JzOx+ayuxSySwh361WItnMknhPm4YEBz5vZZK+pfp1ZUUpZfJOXiN9ZyxucVopzpT+VHS6kktaUnrw8nAT86wAPjW3vCJLRRQkKCuaSEKlp4MWoxRyI/JDiE2tbWQb08QCuRcOoMy8suMq/Oe3FEXFkl5M+AJzQ0EE5Xca+Tp5KRdiFL+ZUmRm7NyXkKMB0cbHPPdeUoJ7caE5uMTPqyovU9m7mifZsAeHnq9GDSuUyaXRba0hxWMUp2ZfYhpLVvTVZHnnc2NVv9Tcagijliz2YuCGp1ZSL5SoC1/n0bCfTX/nXkqoFpvS6NWu0sM015RRUop8/m6GCnAqFARv4BFnqorgxZBWVIpRWxs1BMUuXUmuf6utnOp+TCTzItqSu7SNNw8LycHRBEgKhrGznKOE6nckqQSSVSRpmkMNiXMoU1c4LrFSJuqSY6mV+GTCqwIkn1c7G50wIE0H8OZ0BU+7kG+nFW8vFqx/m/5zVxBLYSmK//AWA28TH/r07/LzD/A9P5RzXmf0C0/7OP+C8w/wNT81+N2fRBNrDWUplyoXKsdE7Tb9P0K8SDKCsrV5Xe4ttKzt3EBL5DnUqipt+5aVdIilEyNBKsKRno81xrGbYfSsHcpYcb9THFvxXiXNOhTMGSm6zLTzbtrZp+djllqKTPKL6m+Hri/0kQdBl3s+kPucIVFZwDqUxS7MoT058wZ6RloEVAANq1b4/OnToislt3VYn+VxwxcYmIOXEKJ06eQQpTj3n5bCVgdO/MzICfn5fqD+oUEaoq2f35+19xnE7OxLG4VMSdusAMUQ6y84vBwinKYA9vErwhLX0R0b45ukawkSzgz4/DVqlOX3aUgZXul5Go/M7hQZh6q+752XviAhasiYEEcvakSrw8GOCw8zAiqBm6sm2iraUI+FqPRToDpejUfBxn5uYUA6EMZvOKGRRJ8NmMXGQwx6IjI+3I5m7shGy8PvbPyJVDxbCflNKR/HKcyClCGtPHLTkPhvETx5tTUyw1k6oFAAgLa4dRN47ArTffzNy0Lg74s8eRo7H4au0vLNKQCdDFCEpVq6YTS2eccJAiA//QupU/hg3qiVtGX0ew6HL9P3ucYjbom3WHsP9wMlOGOlWmkwAih7R/8B+JeEVkU1X4MULt3zsEt4/sjIDmf1yGbzaxuujb2tVFLnjopjBMHKkLkX9l6u+db/h3IZpVKZhksqQShwBxMqNvhC/Gs22hLemUa3FkFZZjDWtAN7JzMbmQZL2qEJN6AvknVUuSz+Mne7CkAc2J5Xh9WrpiUucA9LxGMhRRGX11Lg/fslgkjnPB1KHinoVGCjWRNqydK9fNaEJsSzMaENmlKx5//FEWDV8ixps6MEIffbb6e3z97a8029JjImZT7mIFZC1gWoh56WGXLJBkj0KDmuPh+8eqHvM/eohGXrvuAFZ9t490lC5XU60JCpHCp+lPMaNWPlf38bB7j6S5r7cj7r+jB24YZNu3frXyvLhwJ/bHkeSXhi4p4iDp/dID3TDYUtG9UeoxV8fQlOo2B12DKeMiuQfSKBwLV8dKTB7SBuNZiW7t77na59c+b2fiRSzZfQ6JTAPKHIsWV4csCCvpbanGsJbYSWuEVKE7VBbj7k7NMaVbyytSQ5eT7QhLB9+NY8+8cEZSj8n6Ut07JWS9CeFuXBDj76LGPM+6O11jb9FenCwZQGoOaRKb9tijuGnMqCaPQ0pqGv656FOWs52wFA3rh+s2fNEK0l2pCXmtuqwf1tpO3aEpPt/9E0di4jjb7M/VCJSTW4j3l23Glt2yaYNwtRZAWkCoOiKl7ZiLQWUy6eNoLWoBqaoJJQfIL29jW8FDE6Ioz9VVyIh8R9mL/ex8lglKxbm0KHCSXZ0NWPjsEIQE6ITDBpr6t79OIDClzUSnUlUNgLTZWgFKjSKLZ2SkP54YEwFPl8vzuw2Nzack35eysIJMMRcJV6hOJuk54VwwTae0tMrQUIvQ66wFWl0rKW24vdkNObtfCII8dMFGU441bHB7hxs55Em2j01qqrhFySE+DvFAHj3YxMa3Gc/PMMfHxiHrYrbSlDpHrVerLgSWfCgw6e4JeOiByVdNvMvuHPMX/QvJ59jwJNXJlvupdmCCQb6Q3h8v+rLy3FI6eVlZeZaWVV0obLlIdSxSEoy6vhemPjCW9Y+2DfWNDcyZsxl47+NfcCJByyCrUnVsqkojyqA2ZjDDh6S8LABp8cjKoQaxYxZJcsA1WlUXqkhKs1/3AEy7tw+7R68sQy59uBfe24nElGJUVtNM8zAy69E7wgOvPtJP1QDIsZWZocXfx0NSzBV8bg5TnRUGyiDJO5WSJFDFvIurw80SurAz8rmxHRBylX6fFH8s+C0RP8Xn6HtZ04mSfZGxlZYWFjH7cRMIJ5L4VZz/bPb9lxglm0bQqL55DSDRcHYubmjjasCLvVui51W6OFLUsZhVWUsTc5grl+dxnJWW5ntJDQVz7QJUPxaGdGEjoIHbw5jz8/OZ+87E/v378fMvv7Cvu9iyarXWUANCzdGndxQefuh+RIQ3btJKSkrxw8+bsHzlN6o0ThV5KJskDWfMy/K3Xt0744Zh/REc3FJtJyMlXBKhZxKYv7Pld/2G3cjMpQxqIwXRHLJAZHcOto6GtcLD945i3r2txfTWh6VU2m/acRyfrtrGwKaspuFN5FBtIFKM2rY5d9vohLBgP8rgohz+clZeZ/O5kqb8ZVs8Ui+wwFi5HpYWZEtHZIC/Ex66qwf69QhssC9IJEpgmnLx59GITZbgjqC0AEs+X32kDwZEXtpFo6CoHBe5gYJ0WMpWNTn0AU+xhWPdgRTEp0lWTvrUdV+UsmRsp/Ch6z/lhjDcwDKyxiJ4wdLB5GymKBMRy/Id5UrUArmUsTV3rMZYbmPTnQGWP7NDTkzliMuVwzRiIoOSn7mlzF52QIo2M1v6f2SRSI+QGyuFHusagNuZhrTuoNGQkohhpmhhTAa20X2ghtBtNAIt+tHS5NasqpRFxJ4YwMUewD4nT1aq1eMxExMT8cEnS7Fnz16lKa0VQmJ+jVT1zi4uGD50CPr0imKNpQ+DI1adEHw5ufksNUvGxi07mZ5MVoOok0oa3EauSk/myqc+cCdGDB9Qr8Gs9gulpV/EitXr8fOmA+pq3Wah+4jE96/x24UAAAYOSURBVLSjlhvUrysG9OnE1KUX895cbTwnv4ApvNQsbNkRg2MnzuqdJ1QtpvYhJZ/u6mzk/kP9MXZEJAtaGjeH0iT31Y/M4/8aQ2CySEUapWrehZqEGxH06RaIgX2C2R3pzlQnq20oQ05eGQ6xX+ZX5roLy7hRgYrENaCkj6d/F0+8PLWvTVFtYxq/hLWO3+45ixVsZiuuEvMr2lybPTvZtID5/+7BHhjepQVCuG+QB7WN+MlFzPtfINC3s4X2N7EWLKRWTWViDWWBSKDBBXdLJ/YK9Q1EgKWGsiE5pIJ+HYOkRawtvVhNi1pWXONeSMAiL9LRw4TRZA/aM4r3otoXQ1DM69JZEreT1Unrz+aiiEyEbFcjAYaSgVpS2oGHsI3iadaVhtdxCxok2KXp7N/LlmPFylWWRiSJ1bTWU/sKiXnnWziyd8fFxVX1mOcRmFIsq6I7C6C12RRNx8638FA88+SDaN82pLF5qPf9199vxSfLf6IW0aVeFluiNbilAc6eHYUuXCxSsJJbUKLAp/xlVYdp8RMVP+mMFjR9T08dgR5drl6GzbsS8OGKAygoocclUXPNOMj2NbJIaH+5944b2wHksfl06K07cujNBDSQTNRyrbjLxJtPXocWLHhoyrGfxRPzf4rH+bwqgpPAkIsV2KlxJDChwqjm9824OKRetaisGuWWulC11YzIYQlopCbS0VCFadcFY0Ij7bQNyRbHvP3cPUmIKaDSk2Y4mWclA+dYfE/KUVlSSGAalfWRvHgp50LYBVWNZN3rSGBEpqeabduPtvXGNG6A4NhA0chlMz8/rVuP9z/+hJqI3X0Enw5PtPbRIJV9dXQwo8CoHUllKrXZlK1W7DCIfT7TH7+Xmyc0nZfctfcYFny4luVt3KZESuNqAhOtQWWrER246P2SrDJat7tRHZdcGF07tsL0KSMQzAKOph7H4tKw4N+7kcJWgSoZYEUrXGq4E3pJV1Xp2lK1OFXDlbhBlJF+oZ+HAbOn9ma10ZWbuRqS7zQ1z/zvYnA0Tfca6T2ILABV0azePUW1AIvBFjBaAKxCBka7Ioe/cxWeY3vEwDpbwVzNmGQUleFtlr9tTJMomv4vAVc7QBNzrwMoy1xYi6MtAZwy3VRknmwafq6DL24PbBwPV0xJxsbFEZz/wuHoo2qQpY5SB0e1AGqZJCsfqQIFTpS7mwsm3nkL7rxtFInjpkeR1sGSXTk+Xr6Ou8Ids+xlZAGo6PGa6FkDpWZRyIZcjKaNxmrcNqoX7rljAGswmx5FWmXIIsXx6deHsYl7+ZDvUe2mqmDXSnGpwdfOfE2QYC8ccDW6hVMzTOxG4v7P8ZAFrIRaziBm7b4UVDIwkX2S1MZbPKydh9Zuw0vRNhcmq7uk23FYuC+msVUjkPWhf/SQKqfPuFHWsphMFHAcxKWpUptWXGIQFDCVP2xZOCra1vsW9WbR9AyCsutldpZT6+lqqovEtP/403r8smETYuJOKk2oyWkrMDS9o8waJ8bbuxn69eqBO24dhbZhIX90DGyuE/O8adsh/LR+H46fTOLjxGRbOu6sNJdFBtFe7qRTundtg1tHRVFbBl8TGeQmew6dxfebYpk5yiIwODEqyrVErAqUertA+T400A039A/GWPKP1v04r4UgR85kYw33RDrIAKuQBcqKQVB7I1nAIb2yyswTlJUl6Mwax9tptkd08LtsSVtTZItnYPR5XCZ2XihAJv1febbeG4BjIX6w/E+21qEfWlVajK50X25hT/q4YM8GTXfdZ18VMK0XySatCadO49jxEzh+Io5RawZ7pWUvByO8mJ1pG9YGXTp3ZNQexl7wppvMqxkYMdenTqcypXmOAc4ZpKXnoIR0iPg67m7OipDv0iGEtZytmE60LaK9mvtf7TlJ3JgqjruZHY/PpIkvoAwSaRoY4DkjnFFqJFsewkMZmNXZy+hq7381552j3xebmosjLN49w5RiIYOlKq4NF6Y1W3Oj1m7B3ujEiv12LCxWhuUvONLIKMTQmkRnFCGOdaCSYhQfw54dla1ooSK5KWt31o9GsF7ToXYb5RVk+V9Y7BJ79QNi0gAAAABJRU5ErkJggg==" width="200" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;a href="https://resurgence-project.eu/"&gt;https://resurgence-project.eu&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p style="text-align: justify;"&gt;The overall objective of RESURGENCE is boosting the transformation of EU process industries into Wastewater (WW) Resource Recovery Facilities (WWRRF) to achieve 3 of the key EU 2050 objectives: climate neutrality, circularity, and competitiveness (3KC). For this purpose, a comprehensive portfolio of modular &amp;amp; flexible treatments and digital technologies will be developed to maximise water and energy recovery &amp;amp; efficiency, increasing Industrial Wastewater (IWW) valorisation. To this end, a variety of IWW will be addressed in RESURGENCE with different characteristics - high organic and/or inorganic (metal) content, high concentration of suspended solids, presence of persistent organic pollutants, extreme pH, low-quality heat - to demonstrate the versatility of the RESURGENCE concept. In a cross-cutting approach, an array of cutting-edge digital tools and solutions will be deployed as well, to provide fast and intelligent prediction in a decision support tool (DST), based on water and energy efficiency models, new sensors, optimization, AI-based tools, and Digital Twins. Through these combined green and digital solutions, maximum IWW valorisation will be achieved, recovering water, energy (heat, biogas, H2 and electricity) and a range of feedstocks: bioactive phenols, biopolymers; materials (cellulose, lignin, latex and, acrylic polymers); inorganic substances (phosphate and N); metals (Mg and Cu;critical raw materials &amp;nbsp;Mo, Fe and Ca); as well as biochar and Metal Organic Framework &amp;nbsp;from sludge. To ensure techno-economic feasibility and wide application, RESURGENCE technologies will be cross-sectoral, modular &amp;amp; easily integrable with current ones, so that, existing IWW treatment plants can incorporate the new solutions and advance towards near Zero Liquid and Landfilling Discharge, bringing substantial &amp;nbsp;environmental, social &amp;amp; economic benefits while ensuring competitiveness, together with a positive impact on EU science &amp;amp; innovation and regulatory framework.&lt;br /&gt;
This project has received funding from the European Union’s Horizon Research and Innovation Programme under Grant Agreement N. 101138097.&lt;/p&gt;

&lt;p style="text-align: justify;"&gt;UNIZG-FER/LARES is in RESURGENCE focussed on the development of a decision support tool for optimal joint sizing and operation of wastewater treatment subprocesses in the industrial wastewater treatment chain, and on short-term ahead optimal integration of the wastewater segment of the industry plant into the total plant operation.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;h4 _ngcontent-aif-c86=""&gt;&lt;strong&gt;NACHIP - North Adriatic Clean Hydrogen Investment Platform&amp;nbsp;&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="118" src="data:image/png;base64,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" width="200" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;a href="https://www.nahv.eu/nachip/"&gt;https://www.nahv.eu/nachip/ &amp;nbsp;&amp;nbsp;&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p style="text-align: justify;"&gt;Hydrogen Ecosystem of the North Adriatic region comprising Croatia, Friuli-Venezia Giulia, Autonomous Region of Italy, and Slovenia, is expanding thanks also to a newly launched initiative North Adriatic Clean Hydrogen Investment Platform (NACHIP). NACHIP focuses on validating and demonstrating clean hydrogen technologies across three key value chains: manufacturing, urban areas, and mobility. NACHIP aims to pilot solutions for generating, converting, transmitting, storing, and utilizing clean hydrogen.&lt;br /&gt;
A grant of 7.6 million euro has been awarded through the I3 Instrument, which aims to empower innovation with advisory and financial support, and guide projects in joint smart specialisation areas toward successful commercialisation and scale-up. The grant is provided by the European Union&amp;nbsp;from the European Regional Development Fund (ERDF). The Fund supports interregional portfolios of companies’ investments bringing innovation to the market at high technology readiness levels (TRL 6-9) to reshape EU interregional value chains.&amp;nbsp;&lt;br /&gt;
Through NACHIP 12 consortium partners led by Jožef Stefan Institute will implement a replicable acceleration concept, integrate and scale advanced hydrogen-related technologies, first, by focusing on five pilot projects and, next, by involving up to 18 interested SMEs into the three target value chains. NACHIP will support their integration into the ecosystem by the means of cascade financing, predominantly destined to less developed regions of the North Adriatic Hydrogen Valley (NAHV) ecosystem. In the future, a governance model based on local hydrogen alliances will be validated and replicated to strengthen target value chains, particularly in the urban areas.&lt;/p&gt;

&lt;p style="text-align: justify;"&gt;UNIZG-FER develops in NACHIP through LARES a decision support tool relied on mathematical optimization that at the same time sizes the investment&amp;nbsp;in green hydrogen production and provides its&amp;nbsp;optimal operation. In this way the investment is de-risked and optimally built in the local hydrogen ecosystem.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

				&lt;/td&gt;&lt;/tr&gt;
				&lt;/table&gt;
		</description>
					<link>https://www.lares.fer.hr/lares/projects/active_research_projects#content___12196</link>
			<guid>https://www.lares.fer.hr/lares/projects/active_research_projects#content___12196</guid>
		        				    <dc:creator>Obrisani Korisnik</dc:creator>
	    	</item>
			<item>
		<title>2029</title>
		<pubDate>Tue, 17 Feb 2026 19:49:35 GMT</pubDate>
		<category>Content</category>
		<description>
		&lt;table border="0" width="100%"&gt;&lt;tr&gt;&lt;td&gt;
		
					&lt;h4 _ngcontent-aif-c86=""&gt;&lt;strong&gt;UrbanSPARC - Smart and predictive urban landscape for resilience to climate change&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p style="text-align:center"&gt;&lt;img alt="" height="44" src="/images/50018528/UrbanSPARC_logo_horizontal.png" width="250" /&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.fer.unizg.hr/urbansparc"&gt;https://www.fer.unizg.hr/urbansparc&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p style="text-align: justify;"&gt;Urban centers around the world are facing serious consequences of climate change that threaten the quality of life of citizens and have long-term negative impact on the city's infrastructure, ecosystems and economic stability. Localized weather forecasts and transformation into variables of importance for infrastructure using artificial intelligence enable timely adaptation. The project aims to increase the resilience of selected urban vulnerable sectors of the City of Zagreb to climate change through deep digitalization and correlation with meteorological conditions, mathematical modeling and optimization procedures, and to create a basis for more efficient processes and coordination of sectors in spatial planning with regard to expected climate change. The project is conducted in partnership with City of Zagreb.&amp;nbsp;The project leader at FER is Assoc. Prof. Vinko Lešić, PhD.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;h4 _ngcontent-aif-c86=""&gt;&lt;strong&gt;ForeSCAPE - Artificial Intelligence for Efficiency and Resilience to Climate-Impacted Systems&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p style="text-align:center"&gt;&lt;img alt="" height="44" src="/images/50018528/Ver_2_positive_eng.png" width="250" /&gt;&lt;/p&gt;

&lt;p&gt;&lt;a href="https://www.fer.unizg.hr/forescape"&gt;https://www.fer.unizg.hr/forescape&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p style="text-align: justify;"&gt;Current and upcoming climate change significantly affects the identified vulnerable sectors in the form of reduced efficiency, increased costs and a necessary deviation from traditional management. The project focuses on technologies of climate-dependent sectors of 1) urban infrastructure, 2) transport, 3) agriculture and food, and 4) energy as directly or indirectly identified vulnerable sectors. The project aims to implement deep digitalization in the aforementioned sectors, establish new sensors and acquisition of measurements towards the creation of large amounts of data and correlate them with precise multi-modal weather conditions on site using machine learning methods. The mathematical models created will be used as a basis for more efficient management of processes within the sector and their mutual coordination, from individual to comprehensive multi-criteria optimization.&amp;nbsp;The project envisages the creation of socio-technical laboratory pilots and the generation of large datasets as dynamic digital twins that will be openly disseminated to the scientific community.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

				&lt;/td&gt;&lt;/tr&gt;
				&lt;/table&gt;
		</description>
					<link>https://www.lares.fer.hr/lares/projects/active_research_projects#content___10847</link>
			<guid>https://www.lares.fer.hr/lares/projects/active_research_projects#content___10847</guid>
		        				    <dc:creator>Obrisani Korisnik</dc:creator>
	    	</item>
			<item>
		<title>2025</title>
		<pubDate>Tue, 17 Feb 2026 19:31:22 GMT</pubDate>
		<category>Content</category>
		<description>
		&lt;table border="0" width="100%"&gt;&lt;tr&gt;&lt;td&gt;
		
					&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;h4&gt;&lt;strong&gt;DECIDE – Distributed Control for Dynamic Energy Management of Complex Systems in Smart Cities&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="40" src="/images/50018528/DECIDE_logo.png" width="200" /&gt;&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;a href="https://www.fer.unizg.hr/decide"&gt;https://www.fer.unizg.hr/decide&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p style="text-align: justify;"&gt;In buildings, the world largest consumers, ICT is a fruitful area for integration of different technologies aimed to increase the energy efficiency, i.e. to achieve zero-energy buildings. High-tech equipment and highly expert staff are required, together with long-running modelling and consumption forecast procedures, which is the highest economic barrier for implementation of the new technologies, with return of unacceptable investment prognoses of above 10 years. By integration with renewable sources and microgrids, the buildings are becoming capable of active participation in the distributed energy market as energy-independent units, which finally enables the trend of smart cities.&lt;br /&gt;
The proposed methodology, aimed to be developed within the DECIDE project, uses two basic approaches: distributed optimal control among subunits of the same subsystem and hierarchical optimal control between different levels (subsystems). Distributed control implies the game theory application and mutual bidding of individual (local) interests of the subunits of a complex system.&lt;br /&gt;
The methodology starts with joining of these several approaches and aims at utilization of advantages of each approach, and also incorporates the acquired experience of LARES in its research work so far related to building and transport subsystems. Bases for the proposed methodology are set in preceding research collaborations with national and international scientific partners who have advisory roles in the project.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;table border="1" cellpadding="1" cellspacing="1" style="width:1200px;"&gt;
	&lt;tbody&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;ul&gt;
&lt;/ul&gt;

&lt;ul&gt;
&lt;/ul&gt;

				&lt;/td&gt;&lt;/tr&gt;
				&lt;/table&gt;
		</description>
					<link>https://www.lares.fer.hr/lares/projects/active_research_projects#content___10372</link>
			<guid>https://www.lares.fer.hr/lares/projects/active_research_projects#content___10372</guid>
		        				    <dc:creator>Obrisani Korisnik</dc:creator>
	    	</item>
			<item>
		<title>2026</title>
		<pubDate>Tue, 17 Feb 2026 19:30:23 GMT</pubDate>
		<category>Content</category>
		<description>
		&lt;table border="0" width="100%"&gt;&lt;tr&gt;&lt;td&gt;
		
					&lt;h4&gt;&lt;strong&gt;Dodola - Predictive control for efficient and flexible water distribution system operation&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="66" src="data:image/png;base64,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" width="211" /&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p&gt;Traditional water distribution systems are often operated based on manual flow and pressure settings for individual pumps or valves, typically set by the operator’s experience or predefined schedules. &amp;nbsp;Autonomous control loops are often added to regulate pump operations, ensuring water levels in reservoirs—and consequently, system pressures—remain within specified limits. Most systems are monitored through basic SCADA (Supervisory Control and Data Acquisition) systems, enabling operators to observe key parameters and make ad-hoc interventions when needed.&lt;br /&gt;
This type of system operation is quite conservative, relying on predefined control actions to ensure adequate pressure levels at system endpoints. However, it overlooks operational costs associated with energy consumption and water losses and fails to leverage the potential for participation in power grid ancillary service markets. Such opportunities arise from the flexibility inherent in managing water reservoir levels.&lt;br /&gt;
Dodola offers an innovative approach to minimizing water losses and optimizing electricity usage in water distribution systems.&lt;br /&gt;
Target groups include the applicant and partners, external collaborative research organizations and companies, as well as researchers at the international level and potential customers of Dodola solution.&lt;br /&gt;
The project will improve the cooperation between research organizations (University of Zagreb Faculty of Electrical Engineering and Computing) and companies (Končar - Digital d.o.o. and Vodne usluge d.o.o.) and will also improve the capacity of the companies for research, development and innovation by conducting collaborative applied research on predictive control for efficient and flexible operation of water distribution systems.&amp;nbsp;&lt;br /&gt;
The project is funded by the European Union through the Croatian National Resilience and Recovery Plan.&lt;/p&gt;

&lt;p&gt;UNIZG-FER develops through LARES the artificial intelligence procedures mainly comprised of predictive control and machine learning&amp;nbsp;that enable reliable water supply at minimized operating costs for the water distribution company.&lt;/p&gt;
&lt;/div&gt;

&lt;h4&gt;&amp;nbsp;&lt;/h4&gt;
&lt;/div&gt;

&lt;h4&gt;&lt;strong&gt;HyEfRe - &amp;nbsp;Hydrogen integration for efficient renewable energy systems&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="85" src="data:image/png;base64,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" width="200" /&gt;&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;a href="https://www.interreg-central.eu/projects/hyefre/"&gt;https://www.interreg-central.eu/projects/hyefre/&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p style="text-align: justify;"&gt;HyEfRe counteracts challenges related to low integration and balancing of fluctuating renewable energy sources (wind and photovoltaic), suboptimal energy efficiency and lack of carbon-neutrality in Central European energy systems, resulting in high energy prices and climate change. Sector-coupling via hydrogen is a promising solution to mitigate these obstacles. Transnational cooperation will reinforce local /regional learning curves for green hydrogen integration.&lt;br /&gt;
The project will increase affordability, efficiency and sustainability of renewable energy systems in central Europe by fostering an investment-friendly environment for renewable energy and green hydrogen technologies integrated with regard to energy efficiency and balancing, via an innovative holistic approach. The project partners will evaluate hydrogen potentials with new models and develop and test a new tool to calculate ideal parameters for technical plants. The project’s action plan for policy actors aims to reduce the regulatory barriers impeding a timely expansion of renewables and green hydrogen.&lt;br /&gt;
The project is funded by the European Regional Development Fund through the Interreg Central Europe Programme.&lt;/p&gt;

&lt;p style="text-align: justify;"&gt;UNIZG-FER is through LARES on HyEfRe focussed on developing an open software tool for optimal sizing and operation scheduling of renewable energy, conversion and storage setups around power-to-hydrogen (electrolyzers) and hydrogen-to-power (fuel cells) elements based on different technologies, for various local technical, market and regulatory conditions of Central Europe.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;h4&gt;&lt;strong&gt;Danube Indeet - Integrated and decentralised concept rethinking energy and transport systems based on renewable energy in the Danube region&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="66" src="data:image/png;base64,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" width="200" /&gt;&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;a href="https://interreg-danube.eu/projects/danube-indeet"&gt;https://interreg-danube.eu/projects/danube-indeet&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p style="text-align: justify;"&gt;Danube Indeet suggests a concept that supports the expansion of renewable energy production and increase of renewable energy consumption in transport and industry sectors. The main idea is to integrate electrified&amp;nbsp;transport and hydrogen production into the energy systems in order to efficiently make use of renewable electricity, without putting too much strain on the electricity grids.&lt;br /&gt;
During the project, local infrastructure frameworks will be analysed in each participating region and already existing approaches for renewable energy integration will be examined. The data feeds into a computation model based on mathematical optimisation to obtain ideal green infrastructure setup in terms of operation and economics. The model will be tested, validated and refined in six pilot regions as well as against theoretical scenarios. The results combined with the conclusion of the analysis of the legal framework provide ample basis for policy recommendations and the strategy for integrated energy and transport systems in the Danube region. To ensure embedding of project outcomes, further investigations will be conducted into the acceptance factors and levels behind vehicle-to-grid (V2G), hydrogen applications and other concepts touched upon by the project. These results will be disseminated, discussed and further taken up in the frame of policy cooperation and networking activities, thus contributing to a greener, more energy- efficient Danube Region.&lt;br /&gt;
The project is funded by the European Regional Development Fund through the Danube Region Programme.&lt;/p&gt;

&lt;p style="text-align: justify;"&gt;UNIZG-FER acts on Danube Indeet through LARES who develops an open tool for sizing and operating green energy, hydrogen and vehicle charging infrastructure, based on currently scarce data on electric vehicles charging needs and local hydrogen needs by industry and transport. For the case of electric vehicles charging needs probabilistic framework is developed to transpose the charging data available from elsewhere around the globe into the Danube region.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;h4&gt;&lt;b&gt;MLBattProt - Machine learning based model of battery cell aging used in computational geometry for on-line battery pack health protection&lt;/b&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p style="text-align:center"&gt;&lt;img alt="" height="72" src="/images/50018528/MLBattProt.jpg" width="220" /&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p class="MsoNormal" style="text-align:justify"&gt;In the project, a large amount of experimental data from a battery cell is used to create a mathematical model that describes the aging of a battery cell, which is predominantly manifested in its capacity reduction and increase in internal resistance. This model is then used in the project together with a classic model of a battery cell that models its current-voltage behavior and charge level to determine by&amp;nbsp;using computational geometry procedures the so-called protection set, i.e. combinations of its charge states, currents, voltages and aging parameters at which the cell degradation rate is less than a given threshold. Such a set is then implemented in a battery management system (BMS) in order to calculate which battery charging profiles are acceptable over a certain short time horizon in advance, typically a few seconds. This gives other systems in the car full information on all the dynamic ways in which they can use the power from the battery without degrading it more than the specified threshold.&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align:justify"&gt;The project is funded by the European Union through National Recovery and Resilience Plan for Croatia.&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align:justify"&gt;The team of UNIZG-FER (LARES and Laboratory for Financial and Risk Analytics members) develops together with the team of coordinator&amp;nbsp;Rimac Technology d.o.o. the entire procedure on one specific type of battery cell, but the process is universal due to the principles of machine learning and computational geometry used and is aimed to be applicable for different battery cells and their chemistries.&lt;/p&gt;

&lt;p class="MsoNormal" style="text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;
&lt;/div&gt;

&lt;h4&gt;&lt;strong&gt;&amp;nbsp; &amp;nbsp;REWAISE – Resilient Water Innovation for Smart Economy&lt;/strong&gt;&lt;/h4&gt;

&lt;div class="row two-col-left"&gt;
&lt;div class="col-md-3 col-sidebar"&gt;
&lt;p&gt;&lt;img alt="" src="http://placehold.it/300x250&amp;amp;text=Image" /&gt;&lt;/p&gt;

&lt;p&gt;&lt;img alt="" height="65" src="/images/50018528/rewaise_logo.png" style="float:right" width="250" /&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p style="text-align: center;"&gt;&lt;a href="http://rewaise.eu/"&gt;http://rewaise.eu/&lt;/a&gt;&lt;/p&gt;
&lt;/div&gt;

&lt;div class="col-md-9 col-main"&gt;
&lt;p&gt;REWAISE creates a new “smart water ecosystem”, mobilising all relevant stakeholders to make society embrace the true value of water, reducing freshwater and energy use, resulting in a carbon free, sustainable hydrological cycle, to transition into a resilient circular economy.&lt;/p&gt;

&lt;p&gt;A network of nine living labs, involving 5 major water utilities, demonstrates real-life, large-scale operational environments for technological innovations and new governance methods to secure a resource-efficient water supply for the EU. New business niches will be created, incentivizing water-related investments, and accelerating SME growth, by linking users with specific water needs, incorporating life cycle and cost assessments, and collective action in new governance frameworks for smart value creation and high social returns.&lt;/p&gt;

&lt;p&gt;By incorporating paradigm shifts from a linear Roman heritage to a new circular, water-smart economy, REWAISE reveals the full Value of Water for Europe, considering 3 key components of the economic and societal value generated by integral water cycles:&amp;nbsp;value in water, value from water and value through water.&lt;/p&gt;

&lt;p&gt;The project is co-financed by the European Union through Horizon 2020 framework programme.&lt;/p&gt;

&lt;p&gt;Within REWAISE UNIZG-FER through LARES develops mathematical optimization procedures for four main entities in the urban water cycle -- Drinking Water Treatment Plant, Water Distribution System, Sewage Water Network and Wastewater Treatment Plant. Through them operators of these plants and systems are advised how to run the plant in a short-term ahead in order to respect all technical constraints in dynamic environments while achieving optimal economical performance. Moreover LARES introduces and develops coordination procedures&amp;nbsp;that allow economically optimal interplay between the plants and systems connected with the water stream.&lt;/p&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

				&lt;/td&gt;&lt;/tr&gt;
				&lt;/table&gt;
		</description>
					<link>https://www.lares.fer.hr/lares/projects/active_research_projects#content___6186</link>
			<guid>https://www.lares.fer.hr/lares/projects/active_research_projects#content___6186</guid>
		        				    <dc:creator>Obrisani Korisnik</dc:creator>
	    	</item>
	</channel>
</rss>
