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	<title>serbia &#8211; thesummitatscarborough.com</title>
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		<title>Trenutna vremenska prognoza za Srbiju</title>
		<link>https://thesummitatscarborough.com/trenutna-vremenska-prognoza-za-srbiju-42/</link>
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		<dc:creator><![CDATA[test test]]></dc:creator>
		<pubDate>Mon, 27 Apr 2026 22:13:41 +0000</pubDate>
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					<description><![CDATA[Dobrodošli na Vremenska prognoza Srbija, vaš pouzdan izvor za najsvežije meteorološke informacije! Bilo da planirate vikend avanturu ili svakodnevne obaveze, kod nas pronalazite tačne i ažurne podatke o temperaturi, padavinama [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Dobrodošli na <strong>Vremenska prognoza Srbija</strong>, vaš pouzdan izvor za najsvežije meteorološke informacije! Bilo da planirate vikend avanturu ili svakodnevne obaveze, kod nas pronalazite tačne i ažurne podatke o temperaturi, padavinama i vetru širom zemlje. Zaronite u prognozu koja vas drži korak ispred vremenskih iznenađenja!</p>
<h2>Detaljna prognoza za narednih 7 dana</h2>
<p>Narednih sedam dana donose nam pravu jesenju zbrku, ali i lepe trenutke. Početak nedelje biće pod znakom <strong>hladnog fronta</strong> koji donosi kišu i svež vazduh, posebno u utorak i sredu. Vetar će biti umeren, povremeno i jak, pa pripremite kišobrane i dukserice. Od četvrtka sledi postepeno razvedravanje, a vikend nas očekuje prijatno sunčano vreme sa temperaturama do 18 stepeni. Idealno za šetnju ili đir po gradu. </p>
<p><strong>Q: Da li će biti snega u planinskim predelima?</strong><br />
A: Ne, sledećih dana sneg se ne očekuje, ali na višim planinama (preko 1500m) biće osetno hladnije uz mogućnost kratkotrajne susnežice u utorak.</p>
<h3>Meteorološki modeli: Šta pokazuju najnoviji podaci za teritoriju Republike Srbije?</h3>
<p>Narednih sedam dana donosi nam pravu jesenju dramu. U ponedeljak nas očekuje svež vetar i sunčani intervali, dok će se od utorka <strong>hladni front sa severa</strong> polako probijati, donoseći kišu i pad temperature. Sreda i četvrtak biće oblačni i nežni, sa sitnom rosom koja podseća na predah pred buru. Petak donosi iznenađenje: vedro nebo i oštar vazduh, kao da priroda šapuće da je zima na pragu. Vikend će biti miran, sa gustim oblacima i povremenim pljuskovima – savršeno vreme za toplu sofu i šolju čaja. Osetiće se kako dani postaju sve kraći, a večeri duže i hladnije.</p>
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"/></p>
<ul>
<li><strong>Ponedeljak:</strong> 12°C, vetrovito, promenljivo oblačno</li>
<li><strong>Utorak:</strong> 8°C, hladan front, kiša</li>
<li><strong>Sreda:</strong> 7°C, oblaci i tišina</li>
<li><strong>Četvrtak:</strong> 6°C, sivilo i rosa</li>
<li><strong>Petak:</strong> 11°C, vedro, leden dah</li>
<li><strong>Subota:</strong> 9°C, pljuskovi</li>
<li><strong>Nedelja:</strong> 7°C, oblačno i tiho</li>
</ul>
<h3>Dnevni pregled: Temperature, padavine i vetar od ponedeljka do nedelje</h3>
<p>Evo šta vas očekuje u narednih sedam dana prema <strong>detaljnoj prognozi za narednih 7 dana</strong>. Početak sedmice donosi umereno oblačno vreme sa temperaturama do 22 stepena, idealno za laganu šetnju. Sredina sedmice donosi mogućnost povremenih pljuskova, posebno u utorak posle podne, pa ponesite kišobran. Od četvrtka sledi postepeno otopljenje i sunčaniji intervali, dok vikend obećava temperature do 27 stepeni. Tokom noći očekujte svežinu, naročito u petak, uz laganu maglu u kotlinama. Vetar je uglavnom slab, povremeno pojačan u četvrtak.</p>
<h3>Noćni uslovi: Očekivana minimum temperatura i pojava magle u kotlinama</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="Vremenska prognoza Srbija" 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"/></p>
<p>Evo kratkog pregleda šta nas čeka u narednih sedam dana. Početak sedmice donosi <strong>promenljivo oblačno sa pljuskovima</strong>, naročito u planinskim predelima. Sredinom nedelje sledi zahlađenje sa jakim severnim vetrom, a temperature će pasti ispod proseka za ovo doba godine. Vikend će biti stabilniji i sunčaniji, ali uz jutarnje mrazeve. Pripremite se na brze vremenske obrte.</p>
<ol>
<li><strong>Ponedeljak:</strong> Oblačno, povremena kiša, do 12°C.</li>
<li><strong>Utorak:</strong> Prohladno, razvedravanje, do 10°C.</li>
<li><strong>Sreda:</strong> Pretežno sunčano, hladno jutro, do 8°C.</li>
<li><strong>Četvrtak:</strong> Postepen porast temperature, oko 14°C.</li>
<li><strong>Petak:</strong> Više oblaka, mogućnost slabog vetra.</li>
<li><strong>Subota:</strong> Lepo i stabilno, idealno za izlet.</li>
<li><strong>Nedelja:</strong> Toplije, do 18°C, uz sunčane intervale.</li>
</ol>
<blockquote><p>Ne zaboravite kišobran u ponedeljak – prvi udar vremena biće iznenadan i kratkotrajan, ali snažan.</p></blockquote>
<h2>Regionalna podela vremenskih prilika</h2>
<p><strong>Regionalna podela vremenskih prilika</strong> u Srbiji je izuzetno izražena zbog raznolike konfiguracije terena. U ravničarskim predelima Vojvodine, vreme je podložnije uticajima kontinentalne klime, sa oštrim zimama i vrelim letima. Brdsko-planinski regioni, poput Zlatibora ili Kopaonika, karakteristični su po kraćim, svežijim letima i dugim, snežnim zimama. Istočna i južna područja, sa kotlinama poput <mark>Pirotske</mark>, često su izložena temperaturnim inverzijama, donoseći maglu i hladnoću. Priobalna zona Dunava i Save ima svoje specifičnosti, dok se na ostrvskom planinskom vencu izdvajaju lokalni vetrovi i padavine. Ova podela je ključna za poljoprivredu, turizam i svakodnevni život, jer omogućava preciznije prognoze i prilagođavanje aktivnosti uslovima sredine. <strong>Klimatski uslovi</strong> se stoga razlikuju i na relativno maloj udaljenosti.</p>
<h3>Vojvodina: Ravničarski uslovi i uticaj Panonske nizije</h3>
<p><strong>Regionalna podela vremenskih prilika</strong> u Srbiji ključna je za precizno planiranje poljoprivrednih radova i turističkih aktivnosti. Na osnovu geografskih i klimatskih karakteristika, zemlja se deli na tri glavne zone: Panonsku niziju na severu, brdsko-planinski pojas u centralnom delu i mediteranski uticaj na jugu. Dok sever karakterišu kontinentalne vremenske prilike sa oštrim zimama i vrelim letima, južni regioni imaju blaže zime i duže sušne periode. Ova podela omogućava meteorolozima da daju specifična upozorenja i preporuke, kao što su:</p>
<ul>
<li>U Vojvodini – priprema za suše i poplave usled ravničarskog reljefa.</li>
<li>U planinskim područjima – praćenje snežnih padavina i lavina.</li>
<li>Na jugu – kontrola temperaturnih ekstrema i požarne opasnosti.</li>
</ul>
<h3>Beograd i okolina: Mikroklima urbanog područja i prognoza za glavni grad</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="Vremenska prognoza Srbija" 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"/></p>
<p>Regionalna podela vremenskih prilika u Srbiji je ključna za razumevanje svakodnevnog planiranja, jer se klima drastično razlikuje od severa do juga. Dok u Vojvodini preovlađuju kontinentalni uticaji sa oštrim zimama i vrelim letima, južni delovi uživaju u blažoj mediteranskoj noti. Ova razlika je posebno izražena tokom proleća, kada <strong>vremenska prognoza za planine</strong> često pokazuje sasvim drugačije uslove od onih u nizijama.</p>
<h3>Zapadna i jugozapadna Srbija: Planinski vremenski obrasci i oblačnost</h3>
<p>Regionalna podela vremenskih prilika u Srbiji je izuzetno izražena zbog složenog reljefa i geografskog položaja. <strong>Klimatske zone Srbije</strong> se jasno razlikuju od Panonske nizije do planinskih venaca. Vojvodina karakterišu kontinentalne odlike sa toplim letima i oštrim zimama, dok centralni i južni predeli podležu umereno-kontinentalnom režimu. Planinski regioni, poput Kopaonika i Zlatibora, imaju strožiju planinsku klimu sa dugim snegovima. <em>Razumevanje ovih regionalnih specifičnosti ključno je za poljoprivredu i turizam.</em> Prilike se dodatno usložnjavaju zbog uticaja mediteranskih strujanja na jugozapad i kontinentalnih masa sa istoka, što stvara mikroklimatske oaze poput Vranjske kotline ili Pesterske visoravni.</p>
<h3>Istočna i južna Srbija: Specifičnosti područja sa nižom nadmorskom visinom</h3>
<p>Regionalna podela vremenskih prilika u Srbiji je ključna za planiranje bilo kakvih aktivnosti na otvorenom. Dok na severu Vojvodine preovlađuje kontinentalna klima sa oštrim zimama i vrelim letima, jug zemlje, posebno planinski regioni, donosi znatno više padavina i svežije temperature. Ova razlika je posebno izražena u proleće, kada je Vojvodina suva, a na jugu može biti snega. <strong>Prognoza vremena po regionima</strong> je zato nezamenljiv alat, jer ono što važi za Beograd retko kada važi i za Zlatibor. Ne zaboravite da proverite lokalne uslove pre nego što krenete na put.</p>
<h2>Ekstremni vremenski događaji i upozorenja</h2>
<p>Ekstremni vremenski događaji, poput razornih poplava, olujnih vetrova i toplotnih talasa, sve su češći i intenzivniji. Pravovremena <strong>upozorenja na vremenske nepogode</strong> ključna su za zaštitu života i imovine, omogućavajući građanima da se pripreme. Hitar sistem ranog upozoravanja, u kombinaciji sa savremenim meteorološkim prognozama, često je jedina linija odbrane od iznenadnih prirodnih sila. Bilo da se radi o jakom nevremenu praćenom gradom ili ekstremnoj suši koja preti usevima, biti informisan znači biti korak ispred. Zato je <strong>važnost praćenja zvaničnih hidrometeoroloških obaveštenja</strong> nemerljiva, jer samo tako možemo smanjiti rizik i sačuvati bezbednost zajednice suočene sa sve nepredvidivijom klimom.</p>
<h3>Republički hidrometeorološki zavod: Zvanična upozorenja na nepogode</h3>
<p><strong>Ekstremni vremenski događaji i upozorenja</strong> predstavljaju sve ozbiljniju pretnju po bezbednost i imovinu u celom regionu. Učestalost oluja, poplava i toplotnih talasa raste, što zahteva hitno i odgovorno reagovanje. Upozorenja nadležnih službi, poput Republičkog hidrometeorološkog zavoda, moraju se shvatiti krajnje ozbiljno. Ignorisanje signala za uzbunu direktno ugrožava živote. Praćenje zvaničnih kanala i primena preventivnih mera, poput obezbeđivanja pokretne imovine i izbegavanja putovanja tokom najave nevremena, jedini su način da se smanji rizik. Neophodno je da svaki građanin preuzme odgovornost i postupa po instrukcijama.</p>
<h3>Rizik od poplava: Nivoi vodotokova i najava obilnih kiša</h3>
<div style="text-align:center">
<iframe width="566" height="318" src="https://www.youtube.com/embed/LTCFIH65K_s" frameborder="0" alt="Vremenska prognoza Srbija" allowfullscreen></iframe>
</div>
<p>Ekstremni vremenski događaji, od razornih poplava do toplotnih talasa koji lome rekorde, postaju sve učestaliji i intenzivniji zbog klimatskih promena. <strong>Pravovremena upozorenja i spremnost sistema za zaštitu od katastrofa</strong> ključni su za spas ljudskih života i smanjenje materijalne štete. Neophodno je da građani bez odlaganja reaguju na zvanične informacije, prate prognoze i izbegavaju rizična područja.</p>
<blockquote><p>Ignorisanje upozorenja na ekstremne vremenske prilike direktno ugrožava bezbednost i imovinu.</p></blockquote>
<p>Efektivna komunikacija rizika i preventivne mere su jedini način da se smanji uticaj ovih događaja na zajednicu i infrastrukturu.</p>
<h3>Toplotni talas i hladni udari: Kada se očekuju odstupanja od proseka</h3>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="Vremenska prognoza Srbija" 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"/></p>
<p>Ekstremni vremenski događaji, poput oluja, poplava, toplotnih talasa i suša, postaju sve učestaliji i intenzivniji usled klimatskih promena. Pravovremeno reagovanje na zvanična upozorenja ključno je za zaštitu života i imovine. <strong>Praćenje meteoroloških upozorenja spasava živote</strong> jer omogućava pripremu i evakuaciju. Stanovništvo bi trebalo da redovno proverava prognoze Republičkog hidrometeorološkog zavoda (RHMZ) i aplikacije za hitna upozorenja. Ključne radnje:</p>
<ul>
<li>Pratite crvena i narandžasta upozorenja RHMZ-a.</li>
<li>Pripremite komplet za hitne slučajeve (voda, baterijska lampa, hrana).</li>
<li>Osigurajte pokretnu imovinu i očistite odvode oko kuće.</li>
</ul>
<p>Tokom toplotnog talasa, izbegavajte izlazak u najtoplijem delu dana (10–17h) i hidrirajte se. Kod naglih poplava, odmah se sklonite na više terene, nikako ne pokušavajte da pređete poplavljeni put automobilom – <strong>zaštita je prioritet u vanrednim situacijama</strong>.</p>
<h2>Sezonske tendencije i dugoročni izgledi</h2>
<p>Sezonske tendencije na domaćem i globalnom tržištu često diktiraju kratkoročne fluktuacije cena i potražnje, posebno u poljoprivredi i energetskom sektoru. Međutim, za strateško planiranje ključno je sagledati <strong>dugoročne izglede</strong> <a href="https://meteosrbija.rs/">meteo srbija</a> koji su oblikovani strukturnim faktorima poput demografije, tehnoloških inovacija i klimatskih promena. Analiza istorijskih obrazaca pokazuje da ciklični obrasci, iako uporni, nemaju trajni uticaj na trendove rasta u industrijama sa visokom elastičnošću ponude. Sa druge strane, <strong>sezonske tendencije</strong> ostaju važan signal za upravljanje zalihama i likvidnošću. Integracija ovih nalaza u poslovne modele smanjuje rizik od naglih poremećaja i omogućava preciznije prognoziranje kapitalnih ulaganja u narednoj deceniji.</p>
<h3>Mesečna prognoza: Očekivani vremenski obrasci za tekući mesec</h3>
<p>Sezonske tendencije na domaćem tržištu ukazuju na izražene oscilacije potražnje u sektoru poljoprivrede i turizma, sa vrhuncem u letnjim mesecima i padom tokom zime. <strong>Dugoročni izgledi privrede</strong> zavise od stabilizacije inflacije i priliva stranih investicija, što bi moglo ublažiti sezonske cikluse.</p>
<p><strong>Ključni faktori:</strong></p>
<ul>
<li>Poljoprivreda: prinosi pod uticajem vremenskih prilika i globalne cene</li>
<li>Turizam: sezonski model od juna do septembra, sa rastom vansezonskih aranžmana</li>
<li>Energija: zimska potražnja za grejanjem, letnja za hlađenjem</li>
</ul>
<p><strong>Kratka pitanja i odgovori:</strong></p>
<p>Pitanje: Da li se dugoročni izgledi mogu poboljšati bez strukturnih reformi?<br />Odgovor: Ne, održivi rast zahteva diversifikaciju izvoza i fiskalnu disciplinu.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="Vremenska prognoza Srbija" 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"/></p>
<h3>Poljoprivredni kalendar: Kakvi uslovi slede za useve i voćnjake</h3>
<p>Sezonske tendencije oblikuju kratkoročne obrasce potražnje, ali dugoročni izgledi zahtevaju stratešku analizu makroekonomskih signala. <strong>Planiranje kapitala u skladu sa godišnjim dobima</strong> ključno je za optimizaciju likvidnosti, dok demografske promene i tehnološke inovacije definišu buduće rizike. Kako se globalna tržišta prilagođavaju, fleksibilnost u lancima snabdevanja postaje presudna. Ključni faktori uključuju:</p>
<ul>
<li>Fluktuacije cena energenata tokom zime i leta</li>
<li>Sezonske navike potrošača u turizmu i poljoprivredi</li>
<li>Institucionalne reforme koje menjaju dugoročne prognoze</li>
</ul>
<p>Dinamično praćenje ovih elemenata omogućava ranu adaptaciju i smanjenje neizvesnosti, pretvarajući prolazne trendove u stabilne izvore rasta.</p>
<h3>Planiranje aktivnosti: Saveti za izlaske, putovanja i boravak na otvorenom</h3>
<p>U srcu svake investicione strategije leži razumevanje <strong>sezonskih tendencija i dugoročnih izgleda</strong>. Kao priča koja se ponavlja, tržišta svake godine prolaze kroz cikluse &#8211; od prolećnog buma u potrošnji do letnjeg zatišja, dok jesen donosi volatilnost, a zima često hrani oprez. No, iznad ovog ritma, dugoročni izgledi crtaju mapu ekonomske transformacije: tehnološki napredak, demografske promene i zelena tranzicija oblikuju budućnost, dok sezonski talasi samo daju ritam toj dugoj vožnji.</p>
<blockquote><p>Razumeti sezonske obrasce znači znati kad disati, ali gledati dugoročno znači videti horizont.</p></blockquote>
<p>Da biste uhvatili ovu igru, obratite pažnju na sledeće:  </p>
<ol>
<li>Sezonske tendencije su kratkoročne &#8211; poput povratka turizma u julu ili pada akcija u septembru.</li>
<li>Dugoročni izgledi su poput temelja kuće &#8211; spori, stabilni, oblikovani inovacijama i politikama.</li>
<li>Kombinacija oba elementa daje prednost onima koji ne beže od promena.</li>
</ol>
<p>Bez obzira na talas, <strong>dugoročni izgledi ostaju kompas</strong> svakog mudrog koraka.</p>
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