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	<title>Građevinski fakultet - Projektni tim</title>
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		<pubDate>Tue, 31 Mar 2026 13:06:13 GMT</pubDate>
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					&lt;h2&gt;&amp;nbsp;&lt;/h2&gt;

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&lt;h2&gt;&lt;span class="fa fa-bolt" style="color:rgb(255, 102, 51);font-size:30px;"&gt;&lt;/span&gt;&amp;nbsp;&lt;a href="https://www.grad.unizg.hr/corrtrack/partneri_projekta"&gt;Partneri&amp;nbsp;projekta&lt;/a&gt;&lt;/h2&gt;

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		        				    <dc:creator>Obrisani Korisnik</dc:creator>
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		<pubDate>Tue, 31 Mar 2026 13:37:19 GMT</pubDate>
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					&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Voditelj&amp;nbsp;projekta&lt;/strong&gt;&lt;/p&gt;

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" style="width:185px; height:174px" /&gt;&lt;/p&gt;
			&lt;/td&gt;
			&lt;td style="border-top: 1pt none black; border-right: 1pt none black; border-bottom: 1pt none black; border-image: initial; width: 633px; border-left: none; padding: 0cm 5.4pt;" valign="top" width="393"&gt;
			&lt;div style="margin: 0cm; text-align: justify;"&gt;&lt;strong&gt;Dr.sc. Katarina Vranešić&lt;/strong&gt;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&lt;em&gt;&lt;span style="font-size:10pt"&gt;&lt;span style="line-height:135%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Sveučilište u Zagrebu, Građevinski fakultet&lt;span style="font-size:10pt"&gt;&lt;span style="line-height:135%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;

			&lt;p style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/p&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;Viša asistentica na Građevinskom fakultetu Sveučilišta u Zagrebu. Njezin znanstveni i stručni rad usmjeren je na željezničku infrastrukturu, s posebnim naglaskom na analizu korozije i lutajućih struja na kolosiječnim konstrukcijama u urbanim sredinama, što je bila i tema njezine doktorske disertacije. U okviru znanstvene djelatnosti sudjelovala je u tri znanstvena projekta, objavila je devet radova u časopisima te niz članaka u Zbornicima radova. Stručna djelatnost uključuje sudjelovanje u projektima vezanim uz ocjenu stanja kolosijeka, kao i analizu buke i vibracija uzrokovanih prolaskom željezničkih vozila. Aktivno sudjeluje na domaćim i međunarodnim znanstvenim skupovima, uključujući i članstvo u njihovim organizacijskim odborima. Izvodi nastavu na više kolegija sveučilišnog prijediplomskog i diplomskog studija građevinarstva te mentorira studente pri izradi završnih i diplomskih radova.&lt;/div&gt;

			&lt;p style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/p&gt;

			&lt;p style="margin:0cm; text-align:justify"&gt;&lt;span style="font-size:12pt"&gt;&lt;span style="line-height:135%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;strong&gt;Suradnici na projektu&lt;/strong&gt;&lt;/p&gt;

&lt;table class="MsoTableGrid" style="border-collapse:collapse;border:none;width:860px;" width="609"&gt;
	&lt;tbody&gt;
		&lt;tr style="height:47.65pt"&gt;
			&lt;td style="border: none; width: 222px; padding: 0cm 5.4pt; height: 47.65pt;" valign="top" width="214"&gt;
			&lt;p style="text-align:center"&gt;&lt;img alt="" 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" 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			&lt;/td&gt;
			&lt;td style="border: none; width: 637px; padding: 0cm 5.4pt; height: 47.65pt;" valign="top" width="395"&gt;
			&lt;p style="margin: 0cm; text-align: justify;"&gt;&lt;span style="font-size:10pt"&gt;&lt;span style="line-height:135%"&gt;&lt;span style="font-family:Arial,sans-serif"&gt;&lt;span style="color:black"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

			&lt;p style="margin: 0cm; text-align: justify;"&gt;&lt;b&gt;Doc.dr.sc. Tamara Džambas&lt;/b&gt;&lt;/p&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&lt;em&gt;Sveučilište u Zagrebu, Građevinski fakultet&lt;/em&gt;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;Docentica u Zavodu za prometnice Građevinskog fakulteta Sveučilišta u Zagrebu. Njezin znanstveni interes usmjeren je na područje prometnica, s posebnim naglaskom na optimizaciju geometrijskog oblikovanja cestovnih površina te problematiku zaštite od prometne buke. Sudjelovala je u provedbi više znanstvenih projekata te je autorica i koautorica brojnih znanstvenih i stručnih radova. Aktivno sudjeluje na domaćim i međunarodnim znanstvenim skupovima te je bila član njihovih organizacijskih i znanstvenih odbora. Izvodi nastavu na više kolegija sveučilišnog prijediplomskog i diplomskog studija građevinarstva te mentorira studente pri izradi završnih i diplomskih radova. Sudjeluje i u brojnim stručnim aktivnostima Zavoda za prometnice, uključujući izradu studija, projekata, elaborata i regulative iz područja projektiranja i građenja cesta.&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;
			&lt;/td&gt;
			&lt;td&gt;&amp;nbsp;&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;table class="MsoTableGrid" style="border-collapse:collapse;border:none;width:860px;" width="609"&gt;
	&lt;tbody&gt;
		&lt;tr style="height:47.65pt"&gt;
			&lt;td style="border: none; width: 217px; padding: 0cm 5.4pt; height: 47.65pt;" valign="top" width="214"&gt;
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" style="width:151px; height:202px" /&gt;&lt;/p&gt;

			&lt;p style="margin:0cm; text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;

			&lt;p style="margin:0cm; text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;
			&lt;/td&gt;
			&lt;td style="border: none; width: 642px; padding: 0cm 5.4pt; height: 47.65pt;" valign="top" width="395"&gt;
			&lt;p style="margin: 0cm; text-align: justify;"&gt;&lt;b&gt;Krešimir Burnać&lt;/b&gt;&lt;/p&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&lt;em&gt;Sveučilište u Zagrebu, Građevinski fakultet&lt;/em&gt;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;

			&lt;div&gt;Asistent na Zavodu za prometnice, Građevinskog fakulteta u Zagrebu. Njegov znanstveni, nastavni i stručni rad vezan je uz željezničku i tramvajsku infrastrukturu. Fokus znanstvenog istraživanja obuhvaća istraživanje izvora buke i vibracija na željezničkim i tramvajskim kolosijecima, njihovo širenje i utjecaj kako na infrastrukturu, okolne zgrade i objekte, tako i na korisnike javnog prijevoza. U sklopu stručne djelatnosti sudjelovala je u nizu stručnih projekata vezanih uz ocjenu stanja kolosijeka, analizu buke i vibracija nastalih od prolaska željezničkih vozila.&lt;/div&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;table class="MsoTableGrid" style="border-collapse:collapse;border:none;width:860px;" width="609"&gt;
	&lt;tbody&gt;
		&lt;tr style="height:47.65pt"&gt;
			&lt;td style="width: 216px; padding: 0cm 5.4pt; height: 47.65pt;" valign="top" width="214"&gt;
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" style="width:174px; height:174px" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
			&lt;/td&gt;
			&lt;td style="width: 642px; padding: 0cm 5.4pt; height: 47.65pt;" valign="top" width="395"&gt;
			&lt;p style="margin:0cm; text-align:justify"&gt;&lt;strong&gt;Franka Meštrović&lt;/strong&gt;&lt;/p&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&lt;em&gt;Sveučilište u Zagrebu, Građevinski fakultet&lt;/em&gt;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;Asistentica na Zavodu za prometnice, Katedri za željeznice, Građevinskog fakulteta u Zagrebu. Znanstveni, nastavni i stručni rad usmjeren je na područje urbanog tramvajskog i željezničkog kolosijeka. Područje znanstvenog istraživanja obuhvaća monitoring stanja kolosiječnih konstrukcija, numeričko modeliranje ponašanja urbanih kolosiječnih konstrukcija i optimizaciju procesa održavanja. Fokus istraživanja je analiza utjecaja dinamičkih opterećenja na životni vijek urbanih kolosiječnih konstrukcija te istražuje metode za unaprjeđenje dugoročnog ponašanja kolosijeka. Sudjelovala je u više stručnih i istraživačkih projekata vezanih uz željezničku infrastrukturu.&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;

			&lt;p style="margin:0cm; text-align:justify"&gt;&amp;nbsp;&lt;/p&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;table class="MsoTableGrid" style="border-collapse:collapse; border:none; width:860px" width="609"&gt;
	&lt;tbody&gt;
		&lt;tr style="height:47.65pt"&gt;
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" style="width:200px; height:200px" width="144" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
			&lt;/td&gt;
			&lt;td style="width:644px; padding:0cm 5.4pt; height:47.65pt" valign="top" width="395"&gt;
			&lt;p style="margin:0cm; text-align:justify"&gt;&lt;strong&gt;Ana Čudina Ivančev&lt;/strong&gt;&lt;/p&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&lt;em&gt;Sveučilište u Zagrebu, Građevinski fakultet&lt;/em&gt;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;Asistentica u Zavodu za prometnice Građevinskog fakulteta Sveučilišta u Zagrebu. Njezini znanstveni interesi usmjereni su na područje prometnica, s posebnim naglaskom na prilagodbu cestovne infrastrukture prometu autonomnih vozila. Sudjeluje u provedbi dva znanstvena projekata te je autorica i koautorica više znanstvenih radova. Sudjelovala je na domaćim i međunarodnim znanstvenim skupovima te bila članica njihovih organizacijskih odbora. Izvodi nastavu na više kolegija sveučilišnog prijediplomskog i diplomskog studija građevinarstva.&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;table class="MsoTableGrid" style="border-collapse:collapse; border:none; width:860px" width="609"&gt;
	&lt;tbody&gt;
		&lt;tr style="height:46.05pt"&gt;
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" style="width:200px; height:200px" /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
			&lt;/td&gt;
			&lt;td style="width: 652px; padding: 0cm 5.4pt; height: 46.05pt;" valign="top" width="395"&gt;
			&lt;p style="margin:0cm; text-align:justify"&gt;&lt;strong&gt;Doc.dr.sc. Marin Kurtela&lt;/strong&gt;&lt;/p&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&lt;em&gt;Sveučilište u Zagrebu, Fakultet strojarstva i brodogradnje&lt;/em&gt;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;Docent na Fakultetu strojarstva i brodogradnje u Zagrebu, Katedri za zaštitu materijala. Sudjeluje u provedbi nastavnih i znanstveno-istraživačkih aktivnosti te u organizaciji i provedbi različitih specijalističkih stručnih izobrazba i međunarodnih konferencija iz područja korozije i zaštite materijala. Njegovi znanstveno-istraživački interesi uključuju unaprijeđenije učinkovitosti ekološki prihvatljivih tehnologija sustava zaštite aluminija i aluminijevih legura te onih dobivenih postupkom aditivne proizvodnje žicom i električnim lukom (WAAM). Kao suradnik sudjeluje u provedbi nekoliko projekata financiranih iz Europskih fondova za regionalni razvoj.&lt;/div&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;table class="MsoTableGrid" style="border-collapse:collapse; border:none; width:860px" width="609"&gt;
	&lt;tbody&gt;
		&lt;tr style="height:47.65pt"&gt;
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			&lt;/td&gt;
			&lt;td style="width: 642px; padding: 0cm 5.4pt; height: 47.65pt;" valign="top" width="395"&gt;
			&lt;p style="margin:0cm; text-align:justify"&gt;&lt;strong&gt;Dr.sc. Šime Bezina&lt;/strong&gt;&lt;/p&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&lt;em&gt;TPA održavanje kvaliteta i inovacija d.o.o.&lt;/em&gt;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;Tehnolog za asfalte u TPA održavanje kvaliteta i inovacija d.o.o. Od 2015. do 2024. radio je na Građevinskom fakultetu u Zagrebu, gdje je njegov stručni i znanstveni rad bio usmjeren u optimizaciju geometrijskog oblikovanja cestovnih površina te primjenu georadara na kolničnim konstrukcijama. Njegov doktorski rad analizira kvantifikaciju vlage u mehanički zbijenom nosivom sloju kolničke konstrukcije primjenom georadara. Sudjelovao je u brojnim stručnim aktivnostima Zavoda za prometnice te je bio član Organizacijskog odbora pri organizaciji domaćih i međunarodnih konferencija.&lt;/div&gt;

			&lt;div style="margin: 0cm; text-align: justify;"&gt;&amp;nbsp;&lt;/div&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;table border="1" cellpadding="1" cellspacing="1" style="width:500px;"&gt;
	&lt;tbody&gt;
	&lt;/tbody&gt;
&lt;/table&gt;

				&lt;/td&gt;&lt;/tr&gt;
				&lt;/table&gt;
		</description>
					<link>https://www.grad.unizg.hr/corrtrack/projektni_tim#content___8300</link>
			<guid>https://www.grad.unizg.hr/corrtrack/projektni_tim#content___8300</guid>
		        				    <dc:creator>Obrisani Korisnik</dc:creator>
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