<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-6441905630270561500</id><updated>2012-02-10T19:14:21.513+01:00</updated><category term='ar'/><category term='Maar'/><category term='a'/><category term='ml'/><category term='foto:'/><title type='text'>Weather Blog</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default?start-index=101&amp;max-results=100'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>309</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-8777833625841799753</id><published>2012-02-10T16:37:00.002+01:00</published><updated>2012-02-10T18:58:27.479+01:00</updated><title type='text'>Koudegolf in cijfers</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.tiptoptens.com/wp-content/uploads/2011/04/coldest-places.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 368px; height: 432px;" src="http://www.tiptoptens.com/wp-content/uploads/2011/04/coldest-places.jpg" alt="" border="0" /&gt;&lt;/a&gt;Wat eerst als een winterprik werd aangekondigd is uiteindelijk uitgedraaid tot één van de zwaarste koudegolven van de laatste 60 jaar. Trouwens, wie heeft die term "winterprik" uitgevonden, wat een verschrikkelijk woord toch...&lt;br /&gt;&lt;br /&gt;Wanneer we de definitie voor "koudegolf" van het KNMI gebruiken (minstens 5 opeenvolgende ijsdagen met daarbij minstens 3 nachten met strenge vorst), dan tellen we tot en met vandaag voor Ukkel maar liefst 12 ijsdagen en daarbij is het in 4 nachten tot strenge vorst gekomen met dieptepunt op 4 februari toen het kwik zakte tot -13°, maar elders werd het makkelijk -15° en kouder.&lt;br /&gt;&lt;br /&gt;Wanneer we ervan uitgaan dat ook zaterdag en zondag ijsdagen worden, dan komen we uit bij 14 ijsdagen! Sinds minstens december 1953 is dit niet meer voorgekomen.&lt;br /&gt;&lt;br /&gt;De koudegolf van 1997 telde 12 ijsdagen (30dec - 10jan). Sowieso zijn koudegolven moeilijk met elkaar te vergelijken want ook de het koudegevoel, de temperatuur overdag, de hoeveelheid sneeuw etc spelen een rol bij de ervaring van de koudegolf door de bevolking.&lt;br /&gt;&lt;br /&gt;Zo zakte in Ukkel deze koudegolf de dagtemperatuur niet onder -6°. Sommige koudegolven (zoals in 1997) slaagden er in van dagwaarden op te tekenen lager dan -10° in Vlaanderen, dus strenge vorst overdag. Sinds december 1953 tellen we in België 16 koudegolven volgens de KNMI definitie, dus gemiddeld komt dat neer op een koudegolf eens om de 3 à 4 jaar. Een koudegolf die 10 dagen of langer duurt komt slechts eens in de 8 jaar voor.&lt;br /&gt;&lt;br /&gt;Wanneer we naar het aantal elfstedentochten kijken, dan is duidelijk dat lang niet elke koudegolf tot een tocht leidt. Dit is nog maar eens gebleken deze winter.&lt;br /&gt;&lt;br /&gt;De dagen voor de huidige koudegolf zijn duidelijk geteld, zondagnacht of ten laatste maandag overdag valt de dooi definitief in en er zijn geen tekenen dat een nieuwe echt koude periode er zit aan te komen, toch niet de eerste 10 dagen. En laten we eerlijk zijn, tegen dan zijn we bijna eind februari en nemen de kansen op een nieuwe koudegolf sterk af, wat niet wil zeggen dat het niet meer winters kan zijn bij momenten...&lt;br /&gt;&lt;br /&gt;Het lijkt er wel op dat de koudegolf in stijl afscheid neemt met no 2 ijsdagen en 2 nachten waarop het stenen uit de grond zal vriezen...&lt;br /&gt;&lt;br /&gt;Brongegevens: KMI&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-8777833625841799753?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/8777833625841799753/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/koudegolf-in-cijfers.html#comment-form' title='1 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/8777833625841799753'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/8777833625841799753'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/koudegolf-in-cijfers.html' title='Koudegolf in cijfers'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-480400392640573788</id><published>2012-02-08T10:15:00.004+01:00</published><updated>2012-02-08T10:49:06.443+01:00</updated><title type='text'>giet it oan?</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.weer.nl/uploads/pics/elfstedentocht_1997.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 385px; height: 288px;" src="http://www.weer.nl/uploads/pics/elfstedentocht_1997.jpg" alt="" border="0" /&gt;&lt;/a&gt;OK, weinig originele titel van dit blogbericht maar hoe dan ook de vraag die in de Lage Landen in 15 jaar ongetwijfeld het meest wordt gesteld.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;De titel verwijst uiteraard naar de vraag of er nu een Elfstedentocht komt of niet. Ik hoorde gisteren Jan Mulder de Elfstedentocht vergelijken met de Ronde van Vlaanderen, maar dan eens in de 20 jaar, om maar te zeggen over welke hype we het hier hebben. In de vorige tochten (de laatste dateert van 1997) was het al een volkstoeloop maar in deze moderne tijden zal het nog zoveel erger zijn. Men verwacht dan ook 1 tot 1.5 milj. bezoekers in Friesland als de tocht gereden wordt. Het lijkt me bijgevolg geen goed idee de dag zelf even tot daar te rijden...je raakt er nooit..&lt;br /&gt;&lt;br /&gt;Nu, het al dan niet doorgaan van de tocht heeft alles te maken met de algemene kwaliteit van het ijs over het ganse traject. En niks is zo complex als deze ijsaangroei. Immers, deze ijsaangroei hangt niet alleen samen met de strengheid van de vorst, maar tevens met de zonneschijn, de windsterkte, de sneeuwbedekking, waterkwaliteit, etc...&lt;br /&gt;&lt;br /&gt;Over het algemeen spreekt men nu van een goede ijskwaliteit doch enkele kritische punten langs het traject blijven ondermaats te zijn. Men gaat uit van een ijsaangroei van 1 à 1.5 cm per etmaal bij voldoende vrieskou. Men streeft overigens naar een ijslaag van minstens 15 cm want de veiligheid gaat boven alles uiteraard.&lt;br /&gt;&lt;br /&gt;Wanneer we naar de voorziene temperatuur kijken voor de komende dagen in het noordwesten van Nederland dan zien we vandaag en vooral morgen geen al te lage temperaturen met morgen donderdag zelfs lichte dooi tot +1 à +2 graden. Dit omdat daar de wind even aanlandig wordt. Gelukkig ruimt donderdagavond de wind weer naar &lt;a href="http://3.bp.blogspot.com/-rXFWc8kAVlg/TzJBdmv4VWI/AAAAAAAAEW8/WV_HMlPmm58/s1600/eps_ijsgroei_06235.png"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 189px;" src="http://3.bp.blogspot.com/-rXFWc8kAVlg/TzJBdmv4VWI/AAAAAAAAEW8/WV_HMlPmm58/s400/eps_ijsgroei_06235.png" alt="" id="BLOGGER_PHOTO_ID_5706695654705223010" border="0" /&gt;&lt;/a&gt;oost tot noordoost en valt daar de grote kou weer in met ook vrieskou overdag (-1 à -2°) en ' s nachts temperaturen tussen -5 en -10 graden. Dit tot zondagvoormiddag want daarna valt de dooi opnieuw in en deze keer voor echt. Alles bij elkaar dus zeker nog 48 uur continue vorst vanaf donderdagavond en daarbij dus soms bijna strenge vorst. Volgens mij goed voor zeker 2 tot 4 cm extra ijs. Dit wordt ook bevestigd door de "ijspluim" van ECMWF, aangemaakt door Winterplaza, waar we donderdag een stagnatie zien van de ijsaangroei maar daarna zo'n 3 cm extra zien bijkomen. Dus op de kritische plaatsen waar het ijs slechts 9 cm is, kan daar uiteindelijk nog wel zo'n 12 cm komen te liggen. Het is dus allemaal erg kantje boordje maar nieuw is dat niet, Elfstedentochten komen bijna per definitie zo vaak op het einde van koudegolven aangezien de minimale duur van zo'n koudegolf maar moeizaam gehaald wordt. Het zou ook niet de eerste keer zijn dat de tocht wordt gereden op het allerlaatste moment en bij reeds invallende dooi (bv. 1985).&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.sportgeschiedenis.nl/userfiles/Elfstedentocht%201963%20-%20oogletsel.jpeg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 192px; height: 329px;" src="http://www.sportgeschiedenis.nl/userfiles/Elfstedentocht%201963%20-%20oogletsel.jpeg" alt="" border="0" /&gt;&lt;/a&gt;Als men een tocht wil houden dan is duidelijk dat dit zal moeten gebeuren op zaterdag of zondag, daarna is het te laat. Zondagnacht vriest het nog stevig dus lijkt het me niet onlogisch de tocht op zondag te laten doorgaan, als er dan lichte dooi komt 's namiddags dan lijkt me dit geen onoverkomelijk probleem. Het ijs zal niet 'plots' breken...&lt;br /&gt;&lt;br /&gt;Eén ding is zeker, als de tocht wordt georganiseerd dit weekend, zal het zijn in mensvriendelijke omstandigheden met niet al te veel wind en geen afschrikwekkende temperaturen noch tijdens sneeuwval. Dit in tegenstelling met sommige eerdere edities welke soms gereden werden bij -15 graden en koude stormwinden, met op top de extreem barre tocht van 1963, waar slechts enkelen de meet haalden...al dan niet met vriesletsels (zie foto hiernaast uit 1963).&lt;br /&gt;&lt;br /&gt;Het zijn punten waar men niet over één nacht ijs dient te gaan want als men deze kans niet grijpt kan het misschien nog 15 jaar duren voor het opnieuw dichtbij is...&lt;br /&gt;&lt;br /&gt;&lt;iframe src="http://www.youtube.com/embed/ENSqWlF9OnI" allowfullscreen="" frameborder="0" height="315" width="420"&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.sportgeschiedenis.nl/userfiles/Elfstedentocht%201963%20-%20oogletsel.jpeg"&gt;&lt;/a&gt;Maar ik laat het oplossen van dit dilemma geheel over aan de rayonhoofden, welke later vandaag met het beslissende antwoord zullen komen. Intussen kan ik u verwijzen naar mijn &lt;a href="https://docs.google.com/viewer?a=v&amp;amp;pid=explorer&amp;amp;chrome=true&amp;amp;srcid=0ByrE18RdoML5ZWZmNzJmMDItZDAyZC00MjcwLWI4YjItY2QyODc2NmUyMmFh&amp;amp;hl=en_US"&gt;publicatie&lt;/a&gt; over de jongste Elfstedentocht-koudegolf van 1997.&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-480400392640573788?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/480400392640573788/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/giet-it-oan.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/480400392640573788'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/480400392640573788'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/giet-it-oan.html' title='giet it oan?'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-rXFWc8kAVlg/TzJBdmv4VWI/AAAAAAAAEW8/WV_HMlPmm58/s72-c/eps_ijsgroei_06235.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-978294525184608739</id><published>2012-02-07T05:34:00.004+01:00</published><updated>2012-02-07T06:09:47.119+01:00</updated><title type='text'>Aan het ergste ontsnapt?</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://bernews.com/wp-content/uploads/2010/12/weather-cold-2010-dec.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 299px; height: 401px;" src="http://bernews.com/wp-content/uploads/2010/12/weather-cold-2010-dec.jpg" alt="" border="0" /&gt;&lt;/a&gt;Vanmorgen tekenen we opnieuw erg lage temperaturen op. Om 4 uur noteren we zowat overal strenge vorst op. Je zou er aan wennen, maar strenge vorst in het centrum komt niet elke winter voor. Koploper is het meetstation te Elsenborn, waar -20.3 werd opgetekend! Ook in Nederland bijna algemene strenge vorst met lokaal zeer strenge vorst (&amp;lt;-15°). Dit hebben we te danken aan de wolkenloze hemel, het dunnen sneeuwlaagje op veel plaatsen en de niet al te sterke wind. Het meetsttation van Elsenborn is ideaal gelegen voor extreme minima, gelegen in een dal en dus beschut van wind. Bovendien heeft de koude lucht de neiging naar beneden te zakken richting vallei aangezien koude lucht nu eenmaal relatief zwaar is.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Maar ondanks de opnieuw erg lage ochtendtemperaturen kon het nog kouder. Een bel nog koudere lucht bevindt zich immers over centraal Duitsland met op 850 hPa waarden tot -17° en een TE850 tot -3°. Erg koude en droge lucht dus. Om die reden werden vannacht over grote delen van Duitsland waarden opgetekend onder -15°. Doordat deze bel met koudere lucht ons overdag bereikt blijven de extreem lage minima uit. Evenwel zorgt dit ervoor dat we wel erg koude dagtemperaturen zullen noteren. In het centrum zal het ondanks de uitbundige zonneschijn nauwelijks warmer worden dan -5°. In de Kempen blijft het kwik steken bij zo'n -7° en wie in de Hoge Venen schikt te wandelen moet het doen bij een -10°! Met dank dus aan deze zeer koude luchtbel.&lt;br /&gt;&lt;br /&gt;En dan hebben we het nog niet over de gevoelstemperatuur gehad. Deze schommelt deze namiddag over Vlaanderen rond -13° en over het reliëf rond -18°! Men weze gewaarschuwd! Tussen vanavond en morgenvoormiddag kan er hier en daar ook wat motsneeuw vallen, zodat het plaatje compleet is. De Beer is duidelijk nog in het land.&lt;a href="http://3.bp.blogspot.com/-SgadGtZm_2U/TzCyB3BBMhI/AAAAAAAAEWw/XgJMb12474g/s1600/eur_850.gif"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 298px;" src="http://3.bp.blogspot.com/-SgadGtZm_2U/TzCyB3BBMhI/AAAAAAAAEWw/XgJMb12474g/s400/eur_850.gif" alt="" id="BLOGGER_PHOTO_ID_5706256472896254482" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Ook elders in Centraal- en Oost-Europa blijft het berekoud en in o.a het oosten van Polen, Wit-Rusland en Oekraïne blijft het extreem koud met dagtemperaturen tussen -10 en -15°, en 's nachts temperaturen rond -25 tot -30 graden. Dit nog tot het einde van de week waardoor het aantal slachtoffers van de kou ongetwijfeld verder blijft toenemen.&lt;br /&gt;&lt;br /&gt;Laat me voorts toe het "E" woord nog even te vermijden...we hebben voorlopig weer voldoende neergepend..&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-978294525184608739?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/978294525184608739/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/aan-het-ergste-ontsnapt.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/978294525184608739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/978294525184608739'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/aan-het-ergste-ontsnapt.html' title='Aan het ergste ontsnapt?'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-SgadGtZm_2U/TzCyB3BBMhI/AAAAAAAAEWw/XgJMb12474g/s72-c/eur_850.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-988796102278780536</id><published>2012-02-06T12:41:00.004+01:00</published><updated>2012-02-06T13:15:18.624+01:00</updated><title type='text'>Bar koud morgen!</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.cbc.ca/news/background/forcesofnature/gfx/windchill-cp-4247462-392.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 392px; height: 250px;" src="http://www.cbc.ca/news/background/forcesofnature/gfx/windchill-cp-4247462-392.jpg" alt="" border="0" /&gt;&lt;/a&gt;De koudegolf is nog steeds aan de gang. Vandaag valt het overdag goed mee in de zon en de zwakke wind. De gevoelstemperatuur schommelt hierdoor rond de gewone temperatuur welke net onder het vriespunt schommelt, in het westen zelfs net erboven.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Die wind is overigens cruciaal voor het koudegevoel. Zo voelt een -20° bij windstil weer warmer aan dan een -10 bij een krachtige wind. Dit heeft alles te maken met de anatomie van het lichaam. Vlak boven de huid bevindt zich immers een zeer dun luchtlaagje welke werkt als een isolator voor koude lucht. Immers, ons lichaam straalt continue warmte uit en deze warmte blijft dan min of meer omheen ons lichaam hangen. Ook is onze huid bedekt door ontelbare haartjes welke de lucht gevangen houden en daarmee ook de warmte.&lt;br /&gt;&lt;br /&gt;Maar wanneer er omheen ons lichaam een luchtstroom op gang komt (doordat we fietsen, lopen of door de wind) wordt dit dun beschermlaagje continue weggeblazen en staat onze opperhuid vrij voor de lucht van buitenaf. Hoe sterker dus de wind, hoe agressiever deze koude lucht van buitenaf tot onze opperhuid kan doordringen. En dit verschil is erg goed voelbaar. Vandaar dat de wind chill factor (gevoelstemperatuur) veelmeer zegt dan de gewone temperatuur.&lt;br /&gt;&lt;br /&gt;Vandaag zoals gezegd weinig wind en in de zon goed te doen. Maar &lt;a href="http://1.bp.blogspot.com/-F2TsvB3R_EA/Ty-_Kkv5MCI/AAAAAAAAEWY/-EY-3qgE1n4/s1600/%252B36.png"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 309px;" src="http://1.bp.blogspot.com/-F2TsvB3R_EA/Ty-_Kkv5MCI/AAAAAAAAEWY/-EY-3qgE1n4/s400/%252B36.png" alt="" id="BLOGGER_PHOTO_ID_5705989441285861410" border="0" /&gt;&lt;/a&gt;morgen dinsdag is het weer een ander verhaal. Niet alleen is morgen de aangevoerde lucht zo'n 5 graden kouder, bovendien neemt de wind toe en wordt zelfs matig. De combinatie van beide geeft morgen op veel plaatsen op het middaguur een gevoelstemperatuur rond -13 graden! Vandaag is dat nog zo'n -1 à -2 graden in het centrum. In de Hoge Venen dienen wandelaars zich erg goed aan te kleden want daar zakt de Tg tot -18°. Morgenochtend trouwens ook in het centrum  waarden tot -17° met over de Hoge Venen dan een gevoelstemperatuur tot -25°!&lt;br /&gt;&lt;br /&gt;Onderstaande grafiek geeft de evolutie van zowel T2m als Tg en zoals te zien zijn we van de kou niet snel af.&lt;br /&gt;&lt;br /&gt;Afsluiten kan ik niet anders dan met het fenomeen 'Elfstedentocht'. Uitspraken daarover zijn gewaagd maar iets zegt me dat het net niet zal lukken. De scherpste kou gaat er overdag uit en tegen zondag lijkt de dooi toch echt onafwendbaar en zijn de kansen helemaal verkeken. Dus het ijs heeft nog welgeteld 5 krappe dagen om perfect in orde te zijn. Mij lijkt dit net te kort te zijn maar ik laat me alleszins graag verrassen want ik ben tenslotte geen ijsaangroei-specialist.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;a href="http://2.bp.blogspot.com/-fTNlchE2pBk/Ty_EQq5GNKI/AAAAAAAAEWk/rd85iAH3-3c/s1600/tw.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 477px; height: 357px;" src="http://2.bp.blogspot.com/-fTNlchE2pBk/Ty_EQq5GNKI/AAAAAAAAEWk/rd85iAH3-3c/s400/tw.png" alt="" id="BLOGGER_PHOTO_ID_5705995043572429986" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-988796102278780536?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/988796102278780536/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/bar-koud-morgen.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/988796102278780536'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/988796102278780536'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/bar-koud-morgen.html' title='Bar koud morgen!'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-F2TsvB3R_EA/Ty-_Kkv5MCI/AAAAAAAAEWY/-EY-3qgE1n4/s72-c/%252B36.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-9013815199806729281</id><published>2012-02-04T10:16:00.007+01:00</published><updated>2012-02-05T20:08:50.778+01:00</updated><title type='text'>Zeer strenge vorst...</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://3.bp.blogspot.com/-xWhfJkdFt4Y/Tyz3vagnUwI/AAAAAAAAEWA/rAfK5b7uhdc/s1600/429103_3199029945434_1556600716_2901615_1262781752_n.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 330px; height: 400px;" src="http://3.bp.blogspot.com/-xWhfJkdFt4Y/Tyz3vagnUwI/AAAAAAAAEWA/rAfK5b7uhdc/s400/429103_3199029945434_1556600716_2901615_1262781752_n.jpg" alt="" id="BLOGGER_PHOTO_ID_5705207221913604866" border="0" /&gt;&lt;/a&gt;We worden niet elke week wakker met een temperatuurkaart zoals hiernaast weergegeven. Op veel plaatsen tekende men in Nederland zeer strenge vorst op, dat betekent een temperatuur van -15° en minder. Lokaal zakte het kwik onder -20 °. Dit is nog kouder dan vorige nacht. De reden moeten we niet ver gaan zoeken: er stond weinig wind en bovendien lag er een sneeuwdek. In combinatie met de aangevoerde droge koude lucht zijn dit ideale omstandigheden om extreem lage minima op te leveren. Het sneeuwdek straalt immers extra veel kou uit onder de heldere hemel en de wind zorgt ervoor dat deze straling niet wordt verstoord. Simpel.&lt;br /&gt;&lt;br /&gt;Nog steeds is het in Wit-Rusland en Oekraïne , en over het westen van Rusland nog kouder met minima tot -35°. Dus het aantal slachtoffers blijft onvermijdelijk toenemen.&lt;br /&gt;&lt;br /&gt;Ook in België werd regionaal zeer strenge vorst opgetekend. Niet in Ukkel, daar kwam het kwik niet onder -13°. Ook in de Hoge Venen geen extreme waarden overigens. In het landelijke Parike tekende men een minimum op van -15.4°, ook zeer strenge vorst dus. Dit overigens met een zeer hoge luchtdrukwaarde van bijna 1042 hPa. Vermoedelijk was dit de koudste nacht van de winter want vannacht neemt de bewolking toe en zullen de minima niet meer zo diep gaan en bovendien spant de wind vannacht aan. &lt;a href="http://4.bp.blogspot.com/-695mLjXT-_A/Tyz3zyYixKI/AAAAAAAAEWM/GGuNjudT_NI/s1600/OutsideTempHistory.gif"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 320px; height: 200px;" src="http://4.bp.blogspot.com/-695mLjXT-_A/Tyz3zyYixKI/AAAAAAAAEWM/GGuNjudT_NI/s400/OutsideTempHistory.gif" alt="" id="BLOGGER_PHOTO_ID_5705207297041679522" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;In het westen sneeuwt het vannacht en morgenvroeg wat. Door een verzwakking aan het westelijke front van het winterbastion zie een nieuwe sneeuwstoring kans te infiltreren in de Benelux maar net op tijd zorgen nieuwe drukimpulsen over het Europese continent ervoor dat deze sneeuwstoring naar het westen wordt verjaagd. De andere regio's van de Benelux zullen dus nauwelijks iets merken van deze aanval, op wat bewolking na.&lt;br /&gt;&lt;br /&gt;Hoe lang houdt deze koudegolf stand. Wel, het lijkt er op dat de koudegolf nog kan standhouden tot het einde van volgende week. Maw, de modellen hebben de dooi steeds voor zich uitgeschoven zoals zo vaak. We hebben dit te danken aan een heropbouw van hoge druk over Scandinavië. Hierdoor blijven zachte luchtmassa's ver van ons verwijderd en komt bij tijds zelfs opnieuw zeer koude lucht uit Siberië aangevoerd. Misschien dat het soms overdag eens minder koud zal zijn (evenwel steeds vriestemperaturen) maar de nachten zullen regelmatig nog bitterkoud zijn, laat daar geen twijfel over bestaan. En zelfs daarna zie ik geen agressieve dooiaanval met temperaturen richting +10° of zo.&lt;br /&gt;&lt;br /&gt;In hoeverre er sneeuwkansen zullen zijn volgende week is onduidelijk. Het is altijd opletten voor onvoorziene koudeputjes welke vanaf het oosten zien binnen te komen en dan wat sneeuw kunnen geven. Ook aanval vanaf het westen lijkt begin volgende week mogelijk , vooral dan voor westelijk Nederland.&lt;br /&gt;&lt;br /&gt;En dan het punt 'ijsaangroei'. Wel, het ijs groeit met deze temperaturen uiteraard snel aan maar anderzijds zorgt het sneeuwdek voor een tempering. Ik ben geen ijsaangroei- noch schaats specialist dus over de vraag der vragen zal ik me niet uitspreken. Maar hoe dan ook is het enkel maar positief dat de vrieskou tot eind volgende week aanhoudt. Minpunt is dat er in de regio van de Elfstedentocht tot 10 cm sneeuw is gevallen en soms nog meer en dat dit echt wel te veel is om voor de nodige ijsaangroei te zorgen. Hoe dan ook zal er wel zonder twijfel kunnen worden geschaatst overal ten lande, zeker na het weekend. Maar hoe het zit voor toertochten op ijs en zo, verwijs ik u graag naar de &lt;a href="http://ijsverwachting.blogspot.com/"&gt;ijsblog&lt;/a&gt; van mijn collega...&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-9013815199806729281?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/9013815199806729281/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/zeer-strenge-vorst.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/9013815199806729281'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/9013815199806729281'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/zeer-strenge-vorst.html' title='Zeer strenge vorst...'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-xWhfJkdFt4Y/Tyz3vagnUwI/AAAAAAAAEWA/rAfK5b7uhdc/s72-c/429103_3199029945434_1556600716_2901615_1262781752_n.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-629687560241911447</id><published>2012-02-03T11:08:00.002+01:00</published><updated>2012-02-03T11:21:30.558+01:00</updated><title type='text'>Europa kreunt onder de vrieskou</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://4.bp.blogspot.com/-dy68Mc4eqNE/TyuyertgAuI/AAAAAAAAEV0/ijNO3kGcyIA/s1600/2012020218_25.gif"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 390px; height: 282px;" src="http://4.bp.blogspot.com/-dy68Mc4eqNE/TyuyertgAuI/AAAAAAAAEV0/ijNO3kGcyIA/s400/2012020218_25.gif" alt="" id="BLOGGER_PHOTO_ID_5704849593194250978" border="0" /&gt;&lt;/a&gt;Geen overdreven titel heb ik gebruikt. Over grote dele van Europa vriest het stevig. Bij ons vriest het overdag meest licht en 's nachts matig tot streng. De gevoelstemperatuur is nog wat lager maar niet meer zo laag als midden deze week door het wat afzwakken van de wind. Maar in vergelijking met wat we zien in Oost-Europa en het westen van Rusland, is het hier nog relatief warm. Misschien herinnert u zich één van mijn blogs vorige week waarover ik het had over een bel extreem koude Siberische lucht. De vraag oen was of deze bel ons zou bereiken. Wel, nee dus.&lt;br /&gt;&lt;br /&gt;Echter, deze afgesnoerde koude bel is er wel degelijk gekomen maar stagneerde over het westen van Rusland en bevindt zich actueel nabij het grensgebied tussen Europa en Rusland. Dit zien we op bovenstaande kaart. Op 850 hPa zien we daar temperaturen tot -25 graden. Was deze bel tot bij ons geraakt, dan was het hier bij ons makkelijk -10 overdag en -20 's nachts in de centrale regio's.&lt;br /&gt;&lt;br /&gt;Waar die bel nu aanwezig is, namelijk o.a over Wit-Rusland en Oekraïne, zijn de temperaturen niet te harden. Hieronder een kaart met de opgetekende minima van vanmorgen. Op veel plaatsen ging het kwik richting -30 graden en overdag komt daar niet zo heel veel bij. Bovendien ligt daar ook sneeuw. De komende dagen gaat de koude luchtbel aan de wandel naar het noorden en warmt het er wat op al blijft het daar stevig vriezen met waarden tot -15 graden.&lt;br /&gt;&lt;br /&gt;Ook bij ons trouwens continue vorst tot ergens donderdag of vrijdag aanstaande. En zoals gisteren al aangehaald, vanaf deze namiddag afgewerkt met een laagje sneeuw op de meeste plaatsen zodat het plaatje af is. De sneeuw is echter wel een spelbreker voor schaatsliefhebbers want voor een snel aandikken van ijsoppervlakken zorgt een sneeuwlaag voor isolatie zodat een ijslaag dan minder snel aandikt...&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-MBPzyL1hN-E/TyuyVz7CaJI/AAAAAAAAEVc/kFPBHth9690/s1600/oe.PNG"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 498px; height: 488px;" src="http://3.bp.blogspot.com/-MBPzyL1hN-E/TyuyVz7CaJI/AAAAAAAAEVc/kFPBHth9690/s400/oe.PNG" alt="" id="BLOGGER_PHOTO_ID_5704849440779692178" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-cgxZmT9xFpE/TyuyWVQZG2I/AAAAAAAAEVs/FuBm4qs8bhM/s1600/2012020218_25.gif"&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-629687560241911447?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/629687560241911447/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/europa-kreunt-onder-de-vrieskou.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/629687560241911447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/629687560241911447'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/europa-kreunt-onder-de-vrieskou.html' title='Europa kreunt onder de vrieskou'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-dy68Mc4eqNE/TyuyertgAuI/AAAAAAAAEV0/ijNO3kGcyIA/s72-c/2012020218_25.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-1798494330146342499</id><published>2012-02-02T20:40:00.001+01:00</published><updated>2012-02-02T20:53:57.887+01:00</updated><title type='text'></title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.picturesofwinter.net/snowonground-2112.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 378px; height: 283px;" src="http://www.picturesofwinter.net/snowonground-2112.jpg" alt="" border="0" /&gt;&lt;/a&gt;Ok, de koudegolf waar we hier al een tijd geleden over spraken (waarschijnlijk als één van de eerste..) is intussen volop bezig. Voor wie dit nog niet door had heb ik wel enkele tips die kunnen helpen.&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Maar er ontbrak in vele streken nog iets om het plaatje compleet te maken...en de winterhaters nu pas echt pissed off te maken: SNEEUW ! De technische details kan u volgen op mijn &lt;a href="http://severeweatheroutlook.blogspot.com/"&gt;andere blog&lt;/a&gt;, maar kort samengevat ziet een sneeuwstoring nog net kans morgen om doorheen de muur van hoge druk te breken en op veel plaatsen een laagje sneeuw te veroorzaken in de late namiddag en avond. Het is slechts een kleine storing dus het traject is belangrijk. Waar deze kleine sneeuwdepressie trekt verwachten we 3-5 cm sneeuw. Maar ook iets verderaf gaat het sneeuwen, zo', 1-2 cm. Kortom, morgenamiddag wordt het overal gevaarlijk glad want de grond is uiteraard diepbevroren en alles blijft bij de eerste vlok liggen. Vooral langs de westflank van het lagedrukgebied staat er tijdelijk een krachtig windveld en zou stuifsneeuw mogelijk zijn met afnemende zichtbaarheden. In &lt;a href="http://3.bp.blogspot.com/-UlZg81JQC3E/Tyro5X2NiDI/AAAAAAAAEVM/zWU4Ka3CPkQ/s1600/%252B42.png"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 309px;" src="http://3.bp.blogspot.com/-UlZg81JQC3E/Tyro5X2NiDI/AAAAAAAAEVM/zWU4Ka3CPkQ/s400/%252B42.png" alt="" id="BLOGGER_PHOTO_ID_5704627950369736754" border="0" /&gt;&lt;/a&gt;de kustgebieden wordt de wind even aanlandig en dooit het kort, daar mogelijks tijdelijk smeltende sneeuw.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Hiernaast een zelf ontworpen kaart op basis van het GFS model met daarop de verwachtte sneeuwlaag morgen. Neem ze niet letterlijk, veel hangt af van de ware koers van het lagedrukgebiedje maar het geeft een idee. Een sneeuwlaag van amper 4-5 cm is geenszins wereldschokkends maar elkeen weet intussen dat zo'n sneeuwhoeveelheid op een vrijdagnamiddag met bevroren ondergrond genoeg is om alles in de soep te laten lopen. U bent andermaal gewaarschuwd!&lt;br /&gt;&lt;br /&gt;En by the way, achter deze storing beukt de Siberische kou opnieuw ongehinderd over de Lage Landen. De gevoelstemperatuur overdag zal wel wat hoger liggen dan gisteren en vandaag. &lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-1798494330146342499?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/1798494330146342499/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/blog-post.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/1798494330146342499'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/1798494330146342499'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/02/blog-post.html' title=''/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-UlZg81JQC3E/Tyro5X2NiDI/AAAAAAAAEVM/zWU4Ka3CPkQ/s72-c/%252B42.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-4692808690314183465</id><published>2012-01-31T10:26:00.005+01:00</published><updated>2012-01-31T10:51:12.419+01:00</updated><title type='text'>Wind Chill Factor</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://blogs.fasterskier.com/kieranjones/files/2011/01/IMG_0225-480x640.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 197px; height: 263px;" src="http://blogs.fasterskier.com/kieranjones/files/2011/01/IMG_0225-480x640.jpg" alt="" border="0" /&gt;&lt;/a&gt;We hadden het er eerder deze week reeds over, het wordt een koude week met soms gevoelstemperaturen onder -10 graden zelfs overdag. Zoals het er nu naar uitziet duurt de koudegolf tot na het weekend, ondanks soms alarmerende weerkaarten aangaande dooidreigingen allerhande.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Vooral op woensdag en donderdag zakt de GT diep weg met op de meeste plaatsen waarden rond -13°. Wie van plan is de Hoge Venen op te zoeken kleed zich best goed aan want daar verwacht ik overdag waarden tot -17°. 's Nachts gaat het daar zelfs naar een ijskoude -23°. Na donderdag neemt de wind af en wordt het wat dragelijker. De tijdelijke lage GT heeft te maken met het samenspel tussen het noordelijke hogedrukgebied en een depressie over de Noordzee. Het hogedrukgebied zakt traag maar zeker zuidwaarts terwijl de depressie nauwelijks van plaats verandert, en hierdoor stijgt uiteraard de drukgradiënt en dus ook de wind tussen beide. Dit levert ook over onze regio's een aanwakkerende wind, tot een dikke 4 bf. In combinatie met een -5 als middagwaarde levert dit dergelijk lage GT waarden op.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Overigens zien we zeer lage GT waarden in Centraal- en Oost-Europa met vooral in Polen waarden richting -30°. De gewone temperatuur zakt daar tegen het weekend trouwens ook richting -20 à -25°. Dat er berichten zullen komen van slachtoffers is dus wel een feit, en dit is overigens nu reeds het geval.&lt;br /&gt;&lt;br /&gt;Er is al gevaar voor onderkoeling vanaf een GT van -10° wanneer men voor langere tijd buiten verblijft, zeker bij ongeschikte kledij. Vanaf een GT van -28° neemt deze kans sterk toe en bovendien kunnen onbeschermde lichaamsdelen bevriezen.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-Kxm0tywIO3E/Tye2_Bt2sSI/AAAAAAAAEUc/sdq8avbNIZg/s1600/chillall.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://4.bp.blogspot.com/-Kxm0tywIO3E/Tye2_Bt2sSI/AAAAAAAAEUc/sdq8avbNIZg/s400/chillall.png" alt="" id="BLOGGER_PHOTO_ID_5703728646996799778" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-lYOcRmCQlSQ/Tye2_RgX9EI/AAAAAAAAEUs/WPKoYNQCzbo/s1600/%252B36.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://2.bp.blogspot.com/-lYOcRmCQlSQ/Tye2_RgX9EI/AAAAAAAAEUs/WPKoYNQCzbo/s400/%252B36.png" alt="" id="BLOGGER_PHOTO_ID_5703728651235226690" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-td-PO6vvTQ8/Tye3AP53m7I/AAAAAAAAEU0/4quszk8DqzA/s1600/%252B66.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://1.bp.blogspot.com/-td-PO6vvTQ8/Tye3AP53m7I/AAAAAAAAEU0/4quszk8DqzA/s400/%252B66.png" alt="" id="BLOGGER_PHOTO_ID_5703728667985157042" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-oRE1ewTEfDw/Tye3Akgt7aI/AAAAAAAAEVA/6gDCOpcZuG8/s1600/%252B108.png"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 300px;" src="http://1.bp.blogspot.com/-oRE1ewTEfDw/Tye3Akgt7aI/AAAAAAAAEVA/6gDCOpcZuG8/s400/%252B108.png" alt="" id="BLOGGER_PHOTO_ID_5703728673516809634" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-4692808690314183465?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/4692808690314183465/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/wind-chill-factor.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/4692808690314183465'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/4692808690314183465'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/wind-chill-factor.html' title='Wind Chill Factor'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-Kxm0tywIO3E/Tye2_Bt2sSI/AAAAAAAAEUc/sdq8avbNIZg/s72-c/chillall.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-6870697378198449546</id><published>2012-01-30T12:47:00.005+01:00</published><updated>2012-01-30T14:36:16.602+01:00</updated><title type='text'>Russische Beer</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://3.bp.blogspot.com/_KNLK1Q8NvpU/TMxJm8TebtI/AAAAAAAACow/LVw551gqv1M/s1600/media_xl_244993.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 366px; height: 206px;" src="http://3.bp.blogspot.com/_KNLK1Q8NvpU/TMxJm8TebtI/AAAAAAAACow/LVw551gqv1M/s1600/media_xl_244993.jpg" alt="" border="0" /&gt;&lt;/a&gt;De "Russische Beer", misschien heeft u er nog nooit van gehoord of misschien pas de laatste dagen in de media...maar wat bedoelt me er mee?&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Wel, hoe het etymologisch precies zit zou ik niet weten maar in de meteo wordt daarmee bedoeld het enorme koudereservoir over Siberië in de winter. daar is het overdag zo'n -20 graden en 's nachts makkelijk -30°. In normale omstandigheden blijft deze koude luchtmassa ver uit de buurt. De luchtmassa daar kan zo sterk afkoelen door zijn continentale karakter en de verre afwezigheid van warme zeewaters (zie gele kruis op onderstaande kaart) . Maar af en toe wordt de luchtdrukverdeling op de Euro-Aziatische weerkaart zo gunstig dat deze luchtmassa in beweging komt in retrograde zin (ttz., tegen de gangbare westelijke stroming is, dus westwaarts). Dan wordt het spannend. In veel gevallen, als dat al gebeurt, stagneert deze luch&lt;a href="http://3.bp.blogspot.com/-1QSNzHCE1dU/TyaaWlqMWmI/AAAAAAAAEUE/76zkhfdfAU8/s1600/a1.jpg"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://3.bp.blogspot.com/-1QSNzHCE1dU/TyaaWlqMWmI/AAAAAAAAEUE/76zkhfdfAU8/s400/a1.jpg" alt="" id="BLOGGER_PHOTO_ID_5703415690968193634" border="0" /&gt;&lt;/a&gt;tsoort ergens over het westen van Rusland of tot over Oost-Europa. Maar als de stroming sterk genoeg is, dan kan deze arctische continentale lucht tot over West-Europa spoelen. Zeker als er onderweg een sneeuwdek ligt, dan warmt deze luchtmassa bovendien maar weinig op...&lt;br /&gt;&lt;br /&gt;Wanneer deze luchtmassa onze richting opkomt, dan zeggen we dat "de Russische Beer", voor de vrienden: "de Beer" los is. Hij is als het ware ontsnapt uit zijn veilige kooi...&lt;br /&gt;&lt;br /&gt;Hieronder is een animatie te zien van de westwaartse progressie van die Beer waarbij ik de temperatuur op zo'n 1500 m heb genomen om het 'koudekarakter" van de luchtmassa te illustreren. U merkt hoe snel dit kan gaan en dat de temperatuur op die hoogte tot -20 of zelfs -25° zakt en eens bij ons aangekomen, deze temperatuur nog steeds opzienbarende waarden laat optekenen van -18°.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://users.telenet.be/weather/gfs.gif"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 541px; height: 394px;" src="http://users.telenet.be/weather/gfs.gif" alt="" border="0" /&gt;&lt;/a&gt;Kijken we naar de actuele temperatuur van deze middag in het brongebied, nl. in Rusland, dan zien we nu al middagtemperaturen bij -20°. Dus dat belooft!&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://1.bp.blogspot.com/-zQaGIgwgOFM/TyaWZfODzOI/AAAAAAAAET4/hS4Dil0o60M/s1600/T2m_obs_eu3.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 606px; height: 454px;" src="http://1.bp.blogspot.com/-zQaGIgwgOFM/TyaWZfODzOI/AAAAAAAAET4/hS4Dil0o60M/s400/T2m_obs_eu3.png" alt="" id="BLOGGER_PHOTO_ID_5703411342732676322" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Nog verder richting Siberië zien we temperaturen tot -30° en lager. Uit deze kaart leren we ook dat de transportband voor deze koude lucht wordt gegenereerd dankzij de samenwerking van het zeer krachtige hogedrukgebied Cooper en de depressie Ines over het Middellands Zee gebied. Doordat deze lucht van ver komt en wordt aangevoerd spreken we in zo'n geval ook van "transportkou". Echt koudegolven starten altijd met zo'n transportkou. Van nature uit zijn anders dergelijk lage temperaturen bij ons niet mogelijk, toch zeker niet overdag bij een stralende zon.&lt;br /&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/-1KkBRM1ORns/TyacFxgLbxI/AAAAAAAAEUQ/I8pN5yibYZs/s1600/anabwkna.gif"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 569px; height: 445px;" src="http://3.bp.blogspot.com/-1KkBRM1ORns/TyacFxgLbxI/AAAAAAAAEUQ/I8pN5yibYZs/s400/anabwkna.gif" alt="" id="BLOGGER_PHOTO_ID_5703417601112895250" border="0" /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-6870697378198449546?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/6870697378198449546/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/russische-beer.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/6870697378198449546'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/6870697378198449546'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/russische-beer.html' title='Russische Beer'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_KNLK1Q8NvpU/TMxJm8TebtI/AAAAAAAACow/LVw551gqv1M/s72-c/media_xl_244993.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-6937460102217373602</id><published>2012-01-29T10:27:00.008+01:00</published><updated>2012-01-29T12:54:47.467+01:00</updated><title type='text'>Wind Chill factor</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://farm4.static.flickr.com/3178/2960116125_28d15fdf39.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 404px; height: 263px;" src="http://farm4.static.flickr.com/3178/2960116125_28d15fdf39.jpg" alt="" border="0" /&gt;&lt;/a&gt;Het wordt koud, dat staat vast. Vanaf woensdag duiken we de diepvries in met aanhoudende vorst met tegen volgend weekend een gemiddelde ijsdikte van meer dan 10 cm en dus schaatsplezier.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Maar de temperatuur zegt niet alles. Er is uiteraard nog zoiets als gevoelstemperatuur. Een -3 op een windstille dag en een winterzonnetje is gans andere koek dan een -3 bij een grijze lucht en een krachtige wind. Daarom heeft men lang geleden de gevoelstemperatuur uitgevonden, ook bekend onder de term 'wind chill factor'. Het is de temperatuur welke men gewaar wordt wanneer men bij normale fysische inspanning en bij gewone kledij. Er bestaan diverse formules om deze te berekenen maar de meest gebruikte is tegenwoordige deze op basis van de JAG/TI methode. Een uitgebreide paper is &lt;a href="http://www.knmi.nl/bibliotheek/knmipubTR/TR309.pdf"&gt;hier&lt;/a&gt; te vinden over deze methode. Deze methode houdt enkel rekening met de temperatuur op 1.5m hoogte en de wind op 10m hoogte.&lt;br /&gt;&lt;br /&gt;Sinds vorig jaar bereken ikzelf deze wind chill met de gegevens van het Amerikaanse model GFS en het is uiteraard hét moment de gevoelstemperatuur voor komende week onder de loep te nemen. Het zegt tenslotte iets over hoe koude de mensen het zullen aanvoelen tijdens de koudegolf...&lt;br /&gt;&lt;br /&gt;Welaan dan...ziehier de grafiek voor komende week met in rood de voorziende 2m temperatuur en in blauw de gevoelstemperatuur..&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-cRygi6-CGSE/TyUzcmWK30I/AAAAAAAAETU/90N658wsQjI/s1600/tw.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 524px; height: 404px;" src="http://4.bp.blogspot.com/-cRygi6-CGSE/TyUzcmWK30I/AAAAAAAAETU/90N658wsQjI/s400/tw.jpg" alt="" id="BLOGGER_PHOTO_ID_5703021069557489474" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Dan hier enkele kaartjes, let wel...de gevoelstemperatuur op de middag!&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-vwqOToZg_og/TyUm89EdvDI/AAAAAAAAER0/OrP1vjTaC6Q/s1600/%252B84.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 309px;" src="http://4.bp.blogspot.com/-vwqOToZg_og/TyUm89EdvDI/AAAAAAAAER0/OrP1vjTaC6Q/s400/%252B84.jpg" alt="" id="BLOGGER_PHOTO_ID_5703007331761896498" border="0" /&gt;&lt;/a&gt;Donderdag koudste dag door de wind, een gevoelstemperatuur van zo'n -13°, Brrr...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-K0yriwu_M7g/TyUm8xh8dsI/AAAAAAAAESA/q9hseZdHMh8/s1600/%252B108.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 309px;" src="http://3.bp.blogspot.com/-K0yriwu_M7g/TyUm8xh8dsI/AAAAAAAAESA/q9hseZdHMh8/s400/%252B108.jpg" alt="" id="BLOGGER_PHOTO_ID_5703007328664319682" border="0" /&gt;&lt;/a&gt;Vrijdag door afname wind een stuk aangenamer!&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-9_Tg6EsX5sY/TyUm9Xj1OYI/AAAAAAAAESI/67PVb6XX4O0/s1600/%252B132.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 309px;" src="http://2.bp.blogspot.com/-9_Tg6EsX5sY/TyUm9Xj1OYI/AAAAAAAAESI/67PVb6XX4O0/s400/%252B132.jpg" alt="" id="BLOGGER_PHOTO_ID_5703007338872781186" border="0" /&gt;&lt;/a&gt;En, o ja, wat doet die koude Siberische luchtbel uiteindelijk waarvan eerder deze week sprake was? Wel, deze komt toch min of meer over Duitsland te liggen. We kunnen deze luchtbel misschien nog het best illustreren aan de hand van de diktekaarten (dikte tussen 1000 en 500 hPa). Immers, hoe dunner deze luchtlaag, hoe houder deze is. En we zien begin volgende week nog steeds de portie poollucht richting westen trekken om tegen volgend weekend net ten oosten van ons land te stagneren. Op 850 hPa levert dit een indrukwekkende temperatuur op van -20 graden! Ook het Europese model komt met gelijkaardige temperaturen en over België tot -18 graden.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-tUGbYiLMvU4/TyUus8M0JBI/AAAAAAAAESY/iYNONiZ4_1U/s1600/1.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://3.bp.blogspot.com/-tUGbYiLMvU4/TyUus8M0JBI/AAAAAAAAESY/iYNONiZ4_1U/s400/1.jpg" alt="" id="BLOGGER_PHOTO_ID_5703015852743599122" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-bA4B2SFtzSw/TyUutEHrVsI/AAAAAAAAESg/nuW9Zg4eXg8/s1600/2.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://3.bp.blogspot.com/-bA4B2SFtzSw/TyUutEHrVsI/AAAAAAAAESg/nuW9Zg4eXg8/s400/2.jpg" alt="" id="BLOGGER_PHOTO_ID_5703015854869534402" border="0" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-HVJ6LTO_vd8/TyUutd-XklI/AAAAAAAAESw/QD8Kd56nesM/s1600/3.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://4.bp.blogspot.com/-HVJ6LTO_vd8/TyUutd-XklI/AAAAAAAAESw/QD8Kd56nesM/s400/3.jpg" alt="" id="BLOGGER_PHOTO_ID_5703015861809812050" border="0" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-rFMFDElC6c0/TyUut_zY5KI/AAAAAAAAES8/Ij74zIuqMAk/s1600/4.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://3.bp.blogspot.com/-rFMFDElC6c0/TyUut_zY5KI/AAAAAAAAES8/Ij74zIuqMAk/s400/4.jpg" alt="" id="BLOGGER_PHOTO_ID_5703015870890566818" border="0" /&gt;&lt;/a&gt;Afsluiten doe ik met een berekoude kaart voor vrijdagochtend op basis van de jongste GFS run...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-yHg-Qvzm2e4/TyUx9m6E5hI/AAAAAAAAETI/TA9aL5cODO4/s1600/t2.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 563px; height: 422px;" src="http://2.bp.blogspot.com/-yHg-Qvzm2e4/TyUx9m6E5hI/AAAAAAAAETI/TA9aL5cODO4/s400/t2.png" alt="" id="BLOGGER_PHOTO_ID_5703019437620520466" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-6937460102217373602?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/6937460102217373602/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/windchill.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/6937460102217373602'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/6937460102217373602'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/windchill.html' title='Wind Chill factor'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://farm4.static.flickr.com/3178/2960116125_28d15fdf39_t.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-1827112335341821913</id><published>2012-01-28T15:53:00.004+01:00</published><updated>2012-01-28T16:35:43.982+01:00</updated><title type='text'>Stellingen worden klaargezet...</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://windowblindandcurtaincentre.info/commerce/images/PB3.jpg"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 355px; height: 251px;" src="http://windowblindandcurtaincentre.info/commerce/images/PB3.jpg" alt="" border="0" /&gt;&lt;/a&gt;De Media hebben het intussen ook opgepikt en iedereen is intussen op de hoogte...een koudeinval is onafwendbaar. Geen discussie daarover. En zoals het elke weerkundige en winterliefhebber past, is het dan alweer uitkijken naar de langere termijn met als vraag...hoe lang blijft ie aanhouden. Want een koudegolf op gang brengen is één ding, het moet ook nog eens best wel een tijdje duren en vaak duiken er allerlei kapers op de kust...&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Ook was er de voorbije dagen nog de vraag of het echt wel zo extreem koud zou worden als bv de operationele run van ECMWF aangaf, toen zowaar een extreem koude Siberische bel onze kant zou uitkomen. Intussen is duidelijk dat dit extreme scenario op korte termijn niet waarschijnlijk wordt. Dus houden we het bij klassieke vrieskou zonder extremen.&lt;br /&gt;&lt;br /&gt;Maar terugkerend over het virtuele 'einde'. Zo'n einde is in de verre pluimen van tegenwoordig altijd wel in zicht natuurlijk want deze gaan 10-15 dagen ver. Maar vaak zien we zo'n einde steeds dag na dag wat opschuiven naar voor. Zoals algemeen geweten immers laat kou in de onderste luchtlagen, eens deze er is, zich moeizaam terugdringen. Dit is nu immers een fysische eigenschap van koude lucht, welke zwaar is en als het ware blijft 'kleven'. Er moet al een ware ommezwaai optreden in het algemene weerpatroon op de weerkaarten , vooral dan in de hoogte, om dit soepel te laten verlopen. Vandaar ook het gezegde: "dooi zonder regen en wind, is niet weert dat hij begint". Daar zit veel waarheid in....&lt;br /&gt;&lt;br /&gt;De kaarten eind volgende week laten jammer genoeg ook reeds tekenen zien van dooi. Maar ten eerste is dit geenszins overtuigd en daarnaast is er veel verschil in de ensemble oplossingen.&lt;br /&gt;&lt;br /&gt;Meest in het oog springend is de oplossing van de deterministische run van ECMWF welke na zondag aanstaande doorschiet naar sterke dooi. Echter, deze wordt allerminst gesteund door de andere leden en er is na volgend weekend in dit model sprake van bifurcatie, maw. een groep gaat voor dooi, een andere voor vrieskou. De meeste leden , alsook de controlerun en deels de mediaan gaan toch voor uitblijvende dooi tot pakweg 8 februari.&lt;br /&gt;&lt;br /&gt;Gek genoeg voor GFS een zelfde scenario met eveneens een tweesplitsing na volgend weekend. hier volgt de operationele run echter resoluut voor de koude helft...&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-YvQmuRw6Vgo/TyQQGbr26KI/AAAAAAAAERY/2sBmLEJmmpQ/s1600/ensemble-tt6-leuven.gif"&gt;&lt;img style="float:right; margin:0 0 10px 10px;cursor:pointer; cursor:hand;width: 400px; height: 177px;" src="http://2.bp.blogspot.com/-YvQmuRw6Vgo/TyQQGbr26KI/AAAAAAAAERY/2sBmLEJmmpQ/s400/ensemble-tt6-leuven.gif" alt="" id="BLOGGER_PHOTO_ID_5702700730854860962" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Harde uitspraken over wanneer de dooi invalt zijn met deze kaarten dus zinloos, maar zoals bij elke koudegolf, ook de zwaarste uit de geschiedenis, wordt op den duur de druk en aanval groot vanaf steeds meer flanken. Het komt soms op 100 km na om de dooi al dan niet uit de regio te houden. We zullen moeten afwachten om te zien hoelang de hogedruk deze dooilucht van ons af te houden!&lt;br /&gt;&lt;br /&gt;Misschien nog een woordje over de voorziene intensiteit van deze koudegolf deze week.&lt;br /&gt;&lt;br /&gt;Afgaande op de diverse modellen komt de echt koudere lucht onze regio binnen tegen woensdag. Dan zien we de TE850 snel zakken naar een erg lage 0°. Maandag en dinsdag blijft het kwik overdag rond het vriespunt schommelen, 's morgens vriest het dan al zo'n 4 graden. Vanaf woensdag krijgen we dan enkele ijsdagen (kwik komt niet meer boven het vriespunt, ook niet overdag) met woensdag zo'n -2 overdag en 's nachts -6°. Donderdag en vrijdag blijft het overdag 4 graden vriezen, en dat zijn we niet meer gewend! 's morgens vriest het dan 7 tot 10 graden in het centrum, dus regionaal levert dit streche vorst op (T &amp;lt;-10°). Volgend weekend onzeker maar hoogstwaarschijnlijk nog zo'n -2 graden overdag en -7 graden 's nachts.Dus eigenlijk een week vol vrieskou!&lt;br /&gt;&lt;a href="http://users.telenet.be/weather/gfs/meteogram/tw.png"&gt;&lt;img style="float: right; margin: 0pt 0pt 10px 10px; cursor: pointer; width: 370px; height: 277px;" src="http://users.telenet.be/weather/gfs/meteogram/tw.png" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;Lichtpunt voor de winterhaters: de zon zal meestal uitbundig schijnen, zeker van dinsdag tot donderdag, maar ook daarna vaak zon. En sneeuw? Wel, maandag kan er vooral in delen van Nederland een sneeuwlaag tot ontwikkeling komen ten gevolge een wat bizarre sneeuwzone die uit Duitsland komt aanzetten en plots lijkt te activeren. Dit kan tot problemen leiden het oosten van Nederland en delen van België... Daarna waarschijnlijk droog tot zeker het weekend...&lt;br /&gt;&lt;br /&gt;Als afsluiter hiernaast de verwachtte temperatuur en gevoelstemperatuur van GFS voor Brussel...&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-1827112335341821913?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/1827112335341821913/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/stellingen-worden-klaargezet.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/1827112335341821913'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/1827112335341821913'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/stellingen-worden-klaargezet.html' title='Stellingen worden klaargezet...'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-YvQmuRw6Vgo/TyQQGbr26KI/AAAAAAAAERY/2sBmLEJmmpQ/s72-c/ensemble-tt6-leuven.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-912924744052550633</id><published>2012-01-27T11:55:00.007+01:00</published><updated>2012-01-27T13:40:27.789+01:00</updated><title type='text'>De Beer is nu wel echt op komst...</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.polarbearphotography.com/images/ice_bears.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 429px; height: 286px;" src="http://www.polarbearphotography.com/images/ice_bears.jpg" alt="" border="0" /&gt;&lt;/a&gt;Het zit al dagen in de 'pluim' van het Europese model maar elke run zakt de pluim verder weg naar beneden. En meer en meer volgt nu ook het Amerikaanse model GFS. Alle modellen geven nu een duidelijke koudeinval volgende week en de configuratie evolueert zo dat het kiezen zal zijn tussen koud en 'zeer' koud. Ik verklaar me nader op basis van enkele weerkaarten...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Starten we met de pluim van ECMWF van vanmorgen, dan zien we duidelijk de contouren van een inzettende koudegolf. De mediaan duikt onder 0 en blijft daar wel eventjes onder. UIteindelijk zien we de operationele nog verder afglijden en dan is het zinvol na te gaan van waar die komt. Immers, het is niet niks wat we voorgeschoteld krijgen volgens de oper met een dagtemperatuur onder -10 en zeer strenge nachtvorst.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-Sy_Eam4d74A/TyKRIWKkYOI/AAAAAAAAEP0/ZolD54cOHFc/s1600/eps_pluim_tt_06350.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 503px; height: 237px;" src="http://2.bp.blogspot.com/-Sy_Eam4d74A/TyKRIWKkYOI/AAAAAAAAEP0/ZolD54cOHFc/s400/eps_pluim_tt_06350.png" alt="" id="BLOGGER_PHOTO_ID_5702279650779357410" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Evenwel, de weerkaart van deze oper maakt veel duidelijk. Hieronder enkele klassieke 500 hPa kaartjes waarop de evolutie te zien is. en we zien een klassieke 'vinger' richting Scandinavië. Een rug van hogeruk blokkeert elke maritieme stroming en koude lucht uit Rusland bereikt onze regio's. Maar vooral opvallend is de portie zeer koude lucht welke vanuit Siberië wordt aangevoerd. Op woensdag zien we deze extreem koude lucht Oost-Europa binnentrekken. Tegen het weekend bereikt de koudste lucht Duitsland en een belangrijke portie daarvan haalt ook de Benelux. Deze portie koude lucht is echt wel extreem koud want uiteindelijk koelt op 850 hPa deze luchtmassa af naar zo'n -20 à -25°. Dit zijn uitzonderlijk lage waarden, zelfs voor de continentale Europese gebieden!&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-3xkQ8ypF3Aw/TyKR6mJFbJI/AAAAAAAAEQA/8SROqcSazWQ/s1600/500a.gif"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 494px; height: 294px;" src="http://4.bp.blogspot.com/-3xkQ8ypF3Aw/TyKR6mJFbJI/AAAAAAAAEQA/8SROqcSazWQ/s400/500a.gif" alt="" id="BLOGGER_PHOTO_ID_5702280514061560978" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://1.bp.blogspot.com/-dXw9HYV1PWU/TyKR7McAbII/AAAAAAAAEQQ/yItZ9c2OS78/s1600/500b.gif"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 507px; height: 301px;" src="http://1.bp.blogspot.com/-dXw9HYV1PWU/TyKR7McAbII/AAAAAAAAEQQ/yItZ9c2OS78/s400/500b.gif" alt="" id="BLOGGER_PHOTO_ID_5702280524341472386" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Wanneer we deze kaart in detail bekijken, dan zien we tijdens het weekend in deze operationele run de koude poel liggen over Duitsland met een T850 onder -22°, bijna ongezien (maar tot nader orde uiteraard nog steeds enkel virtuele realiteit!).&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-I3_7Kari9ss/TyKVhmbReVI/AAAAAAAAEQY/op0Gn70IhRo/s1600/BeNeLux_2012012700_thgt850_216.png"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 514px; height: 375px;" src="http://4.bp.blogspot.com/-I3_7Kari9ss/TyKVhmbReVI/AAAAAAAAEQY/op0Gn70IhRo/s400/BeNeLux_2012012700_thgt850_216.png" alt="" id="BLOGGER_PHOTO_ID_5702284482687629650" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;In de meest recente GFS run laat de operationele oplossing een gelijkaardige evolutie zien, zij het dat hij de koude poel (met overigens gelijkaardige extreme eigenschappen) laat stationeren over Oost-Europa. Veel zal dus afhangen van de algemene stroming, en in hoeverre deze die koude luchtpoel al dan niet tot bij ons kan brengen. Maar zoals gezegd, zelfs als dit niet lukt spoelt er wel degelijk nog flink koude landlucht onze regio binnen!&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-tszLSr10VhE/TyKXK2yUXQI/AAAAAAAAEQk/vLDOgFuzPw8/s1600/gfs1.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://4.bp.blogspot.com/-tszLSr10VhE/TyKXK2yUXQI/AAAAAAAAEQk/vLDOgFuzPw8/s400/gfs1.gif" alt="" id="BLOGGER_PHOTO_ID_5702286290965519618" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-2QiyMyoGTQY/TyKXLD-c00I/AAAAAAAAEQ0/wLswhJH7MQ0/s1600/gfs2.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://1.bp.blogspot.com/-2QiyMyoGTQY/TyKXLD-c00I/AAAAAAAAEQ0/wLswhJH7MQ0/s400/gfs2.gif" alt="" id="BLOGGER_PHOTO_ID_5702286294506066754" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;a href="http://2.bp.blogspot.com/-Q1qZsQE1_p4/TyKXLzqO4-I/AAAAAAAAEQ8/OXW3gD-Xkmo/s1600/gfs3.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://2.bp.blogspot.com/-Q1qZsQE1_p4/TyKXLzqO4-I/AAAAAAAAEQ8/OXW3gD-Xkmo/s400/gfs3.gif" alt="" id="BLOGGER_PHOTO_ID_5702286307306169314" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Dit wordt mooi geïllustreerd door deze TE850 kaart waarop te zien is dat tussen de hogedruk benoorden ons en een lagedrukgebied over de Middellandse Zee (vaak een onderschatte factor bij koudegolven!) koude droge landlucht uit oostnoordoost wordt aangevoerd. Echte transportkou dus...&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-OhMEEgoiQT8/TyKXMOjLZgI/AAAAAAAAERI/_ePr10J7fCk/s1600/gfs4.gif"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 291px;" src="http://4.bp.blogspot.com/-OhMEEgoiQT8/TyKXMOjLZgI/AAAAAAAAERI/_ePr10J7fCk/s400/gfs4.gif" alt="" id="BLOGGER_PHOTO_ID_5702286314524337666" border="0" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Het is dus spannend afwachten waar die bel met koudste lucht zal uitkomen. Het is waarschijnlijker dat deze bel ten oosten van ons blijft met erg lage temperaturen in Oost- en eventueel Centraal-Europa (-20 à -30° is perfect mogelijk). Maar. de operationele run van het Europese model laat goed zien dat er fysisch niks belet om deze bel ook tot onze contreien te laten brengen. Alles zal afhangen van welke vorm de hoogterug aanneemt over de oostelijke Oceaan en Scandinavië...&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/6441905630270561500-912924744052550633?l=weerspinsels.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://weerspinsels.blogspot.com/feeds/912924744052550633/comments/default' title='Reacties plaatsen'/><link rel='replies' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/de-beer-is-nu-wel-echt-op-komst.html#comment-form' title='0 reacties'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/912924744052550633'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/6441905630270561500/posts/default/912924744052550633'/><link rel='alternate' type='text/html' href='http://weerspinsels.blogspot.com/2012/01/de-beer-is-nu-wel-echt-op-komst.html' title='De Beer is nu wel echt op komst...'/><author><name>Karim</name><uri>http://www.blogger.com/profile/00608837842773568282</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='27' height='32' src='http://3.bp.blogspot.com/-ovibCOpLE0U/Tu-MaaZYToI/AAAAAAAAEOM/7_H8d2dSCiQ/s220/Clipboard01.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-Sy_Eam4d74A/TyKRIWKkYOI/AAAAAAAAEP0/ZolD54cOHFc/s72-c/eps_pluim_tt_06350.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-6441905630270561500.post-7265800159205588655</id><published>2012-01-26T09:04:00.009+01:00</published><updated>2012-01-26T10:43:08.967+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Maar'/><title type='text'>Koudegolf in aantocht...of toch niet echt: de waarheid!</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://3.bp.blogspot.com/-me-0eIenTAc/TyEcDSeeJ9I/AAAAAAAAEPM/mriEedC2KRs/s1600/Clipboard01.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 400px; height: 263px;" src="http://3.bp.blogspot.com/-me-0eIenTAc/TyEcDSeeJ9I/AAAAAAAAEPM/mriEedC2KRs/s400/Clipboard01.jpg" alt="" id="BLOGGER_PHOTO_ID_5701869446052587474" border="0" /&gt;&lt;/a&gt;Zacht weer hebben we gehad afgelopen herfst en winter, zeer zacht weer met zelfs enkele herfststormen en maxima vlot boven 10°, zelfs midden de nacht. En dan...dan opeens doemt, wanneer vrijwel iedereen de hoop lang had opgegeven, een kouder scenario op op de weerkaarten. Dan gaan automatisch de harten sneller slaan bij de bevolking der Lage Landen. Bij de één uit angst voor kou en sneeuw, bij de ander uitkijkend naar witte taferelen en wie weet een Elfstedentocht...&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;Maar de ene koudegolf is de andere niet en een algemene definitie voor die term is er zelfs niet of nauwelijks....laten we dan maar eens kijken wat er echt op ons afkomt...&lt;br /&gt;&lt;br /&gt;Laten we beginnen met te herhalen dat we in de Lage Landen leven in een maritiem klimaat, voor een belangrijk deel beïnvloedt door een warme golfstroom. Hierdoor is het zeewater ten westen van Europa duidelijk zachter dan die zou zijn  wanneer deze golfstroom er niet zou zijn. Probleem voor winterliefhebbers is dat klimatologisch gezien de stroming bij ons ook veelal westelijk tot zuidwestelijk is en dus van over deze relatief warme bron afkomstig is. Maw, de aangevoerde luchtmassa is meestal relatief zacht. We leven in een gematigd klimaat. Dat wil zeggen dat dus de temperaturen initieel gematigd zijn. Wanneer we grote afwijkingen willen van deze milde temperaturen, dan kan dit enkel door transport van luchtmassa's ver verwijderd van ons, dus vanuit duidelijk niet-gematigde gebieden. Dit is zo in de winter maar ook in de zomer. Ook in de zomer halen we 35° enkel bij aanvoer van lucht uit zuidelijke regionen. En vooral, willen we die matigende invloed op het kwik, dan MOET de lucht echt wel afgesneden worden van grote zeeoppervlaktes.&lt;br /&gt;&lt;br /&gt;Dus we kunnen al stellen: willen we duidelijk koude situaties, dan gaat dit niet lukken bij een stroming vanaf zee, dus nooit met een stroming uit zuidwest, over west tot noordwest en zelfs noord.&lt;br /&gt;&lt;br /&gt;Dus, de luchtdrukverdeling moet op de weerkaart in die zin zijn dat een maritieme stroming wordt "afgesneden". Voor een echte koudegolf van formaat dient bovendien de aanvoer van koude lucht verzekerd te zijn en dagen aan te houden. Bovendien dient de aangevoerde lucht echt koud te zijn, zonder veel opwarming onderweg. En dit lukt helaas bijna uitsluitend wanneer er een redelijke stroming staat (ook in de hoogte) vanaf een zeer koud continentaal brongebied. In bijna alle gevallen betekent dit dat initieel er een "transport" op gang moet komen uit noordoost. In een later stadium, wanneer de gebieden net oost van ons voldoende zijn afgekoeld, mag de stroming ook uit oost komen zonder inboeten van de koudegolf. Later mag de stroming zelfs zuidoost tot zelfs zuidelijk worden (als Frankrijk in de greep is van de vrieskou zal de zuidelijke wind geen warmte meer aanvoeren). Zolang er maar geen zeelucht binnensijpelt!&lt;br /&gt;&lt;br /&gt;Een koudegolf zoals de mensen die zien, duurt een tijdje uiteraard en daarom moet het ook in de hogere luchtlagen snor zitten. Enkel dan kan de hogedruk aan de grond en de bijhorende transportkou aan de gang blijven. En dus is er behoefte aan een duidelijke hogedrukrug op 500 hPa. Liefst zien we uiteraard een omegablokkade met de as duidelijk west van de Lage Landen en met de as nog het best SW-NO georiënteerd...&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img 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" alt="" /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Hierboven een klassieke evolutie naar koudegolf met transportkou. Vaak kijkt men naar de positie van het grondhogedrukgebied maar in veel gevallen is er een synergie tussen dit weliswaar belangrijk hogedrukgebied en een lagedrukgebied (ook in de hoogte) over het zuiden van Europa en het Middellandse Zeegebied. De straalstroom bevindt zich uiteraard duidelijk bezuiden onze regio's.&lt;br /&gt;&lt;br /&gt;Hieronder zien we een veelvoorkomende evolutie van een omegablokkade waarbij eerst de stroming NE is met een omegablokkade met as west van de Lage Landen (zwarte stip). Echter, vaak zien we het oostelijk 'oksellaag' retrograad opschuiven om vervolgens onder ons door te schuiven en later contact te zoeken met de westelijke lagedruk. Dit is vaak het einde van van een koudegolf, vooral als de rugas niet wordt geregenereerd.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 532px; height: 246px;" 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" alt="" /&gt;&lt;/div&gt;&lt;br /&gt;Wie alles wil lezen over de achtergrond van winterweer in de Lage Landen, weerkundig bekeken, kan terecht bij een publicatie welke ik in 2004 samenstelde. U kan deze &lt;a href="https://docs.google.com/leaf?id=0ByrE18RdoML5Mzc4NmIwYzQtYzZiNi00MDZkLTgwN2EtMGZkYmZjNjQyNDEx&amp;amp;hl=en_US"&gt;hier&lt;/a&gt; gratis downloaden.&lt;br /&gt;&lt;br /&gt;Een uitgebreide weerkaartbespreking op basis van de Elfsteden koudegolf 1996-1997 is &lt;a href="https://docs.google.com/viewer?a=v&amp;amp;pid=explorer&amp;amp;chrome=true&amp;amp;srcid=0ByrE18RdoML5ZWZmNzJmMDItZDAyZC00MjcwLWI4YjItY2QyODc2NmUyMmFh&amp;amp;hl=en_US"&gt;hier&lt;/a&gt; gratis te consulteren en de koudegolf van 1978-79 is hier te bekijken.&lt;br /&gt;&lt;br /&gt;Nu, hoe staat het nu uiteindelijk met de komende koudere periode? Wel, daarvoor moeten we dus de hogere luchtlagen opzoeken. Ik doe dit aan de hand van de meest recente run van ECMWF, in mijn ogen actueel de meest betrouwbare optie. De operationele oplossing zit ook mooi bij de mediaan...&lt;br /&gt;&lt;br /&gt;Hieronder de 500 hPa kaart voor zondag waarop de aanzet naar kouder weer duidelijk te zien is. De beruchte 'vinder' strekt zich uit richting Scandinavië, altijd een goede start en dit houdt in dat de druk over Noord-Europa kan stijgen. Bovendien sluit deze evolutie de deur voor zachte opdringerige zeelucht.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 507px; height: 301px;" 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" alt="" /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;&lt;div style="text-align: justify;"&gt;De evolutie wordt hierna erg belangrijk. Naar dinsdag toe zien we nog steeds die duidelijke rug in de hoogte terwijl deze rug in de westelijke flank danig onder druk wordt gezet. Van een omegastructuur is geen sprake. Zolang het bij een 'vinger' blijft, en er zich in de "kop" geen gesloten kern ontwikkelt, of duidelijke verdikking, dan blijft de rug erg fragiel...&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;img style="width: 510px; height: 303px;" src="data:image/png;base64,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
