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	<title>Dieters - Wetterblog</title>
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		<title>Wetterkurzbericht Gaggenau „April- 2012“</title>
		<link>http://weblog.dieters-wetter.de/?p=255</link>
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		<pubDate>Tue, 01 May 2012 16:37:36 +0000</pubDate>
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				<category><![CDATA[Wetter - Monatsberichte]]></category>

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		<description><![CDATA[April, April der macht was er will ??  Der zweite Frühlingsmonat präsentierte sich zunächst über Wochen recht kühl und wechselhaft, manchmal kurzzeitig sogar winterlich, was aber nicht nur an den Temperaturen, sondern auch bedingt an den anhaltenden Windverhältnisse lag. In &#8230; <a href="http://weblog.dieters-wetter.de/?p=255">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<h4><strong>April, April der macht was er will ??  </strong></h4>
<h4>Der zweite Frühlingsmonat präsentierte sich zunächst über Wochen recht kühl und wechselhaft, manchmal kurzzeitig sogar winterlich, was aber nicht nur an den Temperaturen, sondern auch bedingt an den anhaltenden Windverhältnisse lag. In den letzten Apriltagen sorgte dann ein intensiver Warmluftvorstoß aus dem Mittelmeerraum für eine insgesamt mehr oder weniger ausgeglichene Gesamtbilanz. Dennoch, bezogen auf die DWD-Werte, wurde Baden-Württemberg eher zu den kälteren und sonnenscheinärmeren Bundesländern gezählt??   Das war auch in unserer Region zu spüren so lagen unsere Tagesmittelwerte (Klammerwerte 2011), Temperatur bei  10,4°C (14,3°C) auch bei den Sonnenscheinstunden konnten vereinzelt Tageswerte von über 10 h erreicht werden. Die Gesamtregenmenge betrug immerhin 75,4 l/m² (24,4l/m<sup>2 </sup>), Vergleich Baden-Württemberg Gesamt 65 l/m². Ja und nicht zu vergessen die 30 °C Marke welche am 28.04. mit 31,7°C geknackt wurde, gleichzeitig nicht nur der Monatshöchstwert sondern auch wiederum ein Rekordwert für die Allzeitwerte des April´s. Auch die ersten Gewitter bedingt durch die doch etwas schwüle Luft wurden an den letzten Tagen des April verzeichnet.</h4>
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" alt="" width="618" height="267" /></p>
<h4><strong>Erste Dekade (1.04 bis 10.04): </strong></h4>
<h4>Es ging in Richtung Ostern allerdings zeigte sich das Frühlingswetter eher von der kühleren Seite, so wurde am 1.04 leichter Frost mit -0,6 °C (7:30Uhr) gemessen, bei dem Maximalwert konnte man am 10.04. schon 20,1°C (13:50Uhr) vermelden.  Über den Dekaden-Mittelwert ergaben sich allerdings gerade mal 8,6°C. Regen, ja gerade der April macht eben was er will, 20 l/m<sup>2</sup> wurden aufgezeichnet.  Bei den Windverhältnissen war es leicht windig, teilweise wurden Windböe mit max. 35,4 km/h (3.04) registriert.</h4>
<h4><strong>Zweite Dekade (11.04. bis  20.04):</strong></h4>
<h4><strong></strong>Auch die zweite Dekade zeigte eher seine kalte Schulter, dennoch konnten vermehrt zweistellige Temperaturen vermeldet werden. Den letzten Frost dieses Monats gab es mit -1,3 °C am 17.04. (7:10Uhr). Die Maximaltemperatur wurde mit 16,1°C registriert. Natürlich zeigte sich dies auch leicht an der Erfassung der Mittelwerte dieser Dekade welche mit 8,7°C berechnet wurde. Die Gesamtregenmenge betrug 16 l/m<sup>2</sup>.</h4>
<p><img 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" alt="" width="634" height="293" /></p>
<h4><strong>3.-Dekade (21.04 bis 30.04):</strong></h4>
<h4>Die letzte Dekade war gezeichnet durch den erwähnten Warmluftvorstoß aus dem Mittelmeerraum, 6 von 10 Tagen verzeichneten zweistellige Temperaturen. Darunter der Rekordwert des Monat´s mit 31,7°C (28.04. 18:30Uhr). Bei der Minimaltemperatur wurden 4,1°C am 25.04.(6:20Uhr) auf-gezeichnet. Dies zeigte sich auch bei dem  errechneten Temperaturmittelwert  welcher bei 13,4°C lag. Auch die Sonnenscheinzeit erreichte im Mittel nahezu  8,5h. Die Regenmenge betrug  39,4 l/m<sup>2</sup> und war damit weit über den beiden vorrangegangenen Dekaden, wobei die Menge nahezu an den ersten vier Tagen aufgezeichnet wurden.</h4>
<p>&nbsp;</p>
<p><strong><img 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" alt="" /></strong></p>
<h6><strong>Vergleiche:</strong><strong>                                                                                                                                            </strong>                                                                        April 2012: Temperatur Durchschnitt  10,4°C  / Regenmenge  75,4l/m<sup>2  </sup>(19 Regentage)<sup>                                                                                           </sup>April 2011: Temperatur Durchschnitt  14,3 °C / Regenmenge  24,4l/m<sup>2  </sup>(8 Regentage)<sup>                           </sup>                                                     <sup>                                                                        </sup></h6>
<p><strong> </strong></p>
<p>&nbsp;</p>
]]></content:encoded>
			<wfw:commentRss>http://weblog.dieters-wetter.de/?feed=rss2&#038;p=255</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Wetterkurzbericht Gaggenau „März- 2012“</title>
		<link>http://weblog.dieters-wetter.de/?p=246</link>
		<comments>http://weblog.dieters-wetter.de/?p=246#comments</comments>
		<pubDate>Mon, 02 Apr 2012 17:32:49 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Wetter - Monatsberichte]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=246</guid>
		<description><![CDATA[März, Mal Frühling, mal Winter??                                                                                   Der Monat März kann meteorologisch als relativ unspektakulär bezeichnet werden. Er war geprägt von ziemlich häufigen Hochdrucklagen, die durch unspektakuläre Tiefdruckgebiete unterbrochen wurden.  Typischerweise wechseln sich dabei milde, frühlingshafte Witterungsabschnitte mit kurzzeitigen kalten &#8230; <a href="http://weblog.dieters-wetter.de/?p=246">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>März, Mal Frühling, mal Winter</strong><strong>??                                                                      </strong>             Der Monat März kann meteorologisch als relativ unspektakulär bezeichnet werden. Er war geprägt von ziemlich häufigen Hochdrucklagen, die durch unspektakuläre Tiefdruckgebiete unterbrochen wurden.  Typischerweise wechseln sich dabei milde, frühlingshafte Witterungsabschnitte mit kurzzeitigen kalten Abschnitten (meist in den Nächten) ab. Dies lag daran, dass gerade um diese Zeit die Gegensätze zwischen dem noch sehr kalten Nordeuropa und dem sich bereits rasch erwärmenden  Südeuropa sehr groß sind. Auch für unser Wetter ist dann entscheidend, aus welcher Region die Luft zu uns kommt. Strömt die Luft zum Beispiel aus dem Westen oder Südwesten zu uns, werden an sonnigen Tagen auch mal plus 20 Grad schnell erreicht. Kommt die Luft hingegen aus Ost- oder Nordost zu uns, ist zumindest in den Nächten auch Frost nichts Ungewöhnliches.<img 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" alt="" width="632" height="275" /> Gerade in der Mitte des Monats März wurden die Temperaturen mit max. 22,8°C geradezu frühsommerlich und manch einer war von einem frühen Eis in der Fußgängerzone oder einem gemütlichen Kaffee am Nachmittag nicht mehr abzuhalten. Von Begriffen wie Schnee und Frost war wenn überhaupt höchstens in den Nächten bzw. im höheren Bergland die Rede.                                                                                                      Doch für alle, die bereits die Wintersachen in den Keller oder auf den Dachboden geräumt haben ?? <strong>„Der März ist der Übergangsmonat zwischen den Jahreszeiten Winter und Frühling und generell ist man bis in den April hinein vor kurzen Rückfällen Richtung Winter nicht sicher !!“</strong><br />
<strong>Erste Dekade (1.03 bis 11.03):                                                                                        </strong>Rechtzeitig zum meteorologischen Frühlingsanfang am 01.03 war bei uns mit 14,8 °C der wärmste   Tag der ersten Dekade gemessen worden. Auch bei den Sonnenstunden konnten im Durchschnitt nahezu  6 h/tgl. erreicht werden. In den Nächte wurden immer wieder Minusgrade verzeichnet die Minimaltemperatur wurde am 09.03 mit -1,2 °C (6:50 Uhr) gemessen.  Natürlich zeigte sich diese Wetterlage auch bei der Aufzeichnung des Regens welcher sich auf 12,4 l/m<sup>2 </sup>belief, wobei diese Menge innerhalb von zwei Tagen fiel.</p>
<p><strong>Zweite Dekade (12.03. bis  22.03):                                                                                        </strong>Auch die zweite Dekade war bezeichnender Weise unspektakulär, mit 22,8 °C (16.03-15:20Uhr) wurde die wärmste Temperatur des Monats und auch dieser Dekade aufgezeichnet. Wiederum wurde teilweise Nachtfrost vermeldet, die tiefste Temperatur lag am 20.03(6:40Uhr) bei -1,2°C. Regen ?? Eher eine Seltenheit  7,2 l/m2 waren es gerade mal, wobei die Sonnenstunden ein aufkommendes Frühlingsgefühl mit 7,9 h/tgl. mehr als nur unterstützen.<img 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" 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<p><strong>3.-Dekade (23.03 bis 31.03):</strong>                                                                                                    Die dritte und letzte Dekade, der Frühling ist endlich da, dies zeigte sich nicht nur an den Temperaturen sondern auch an der aufkommenden Vegetation. Tagsüber waren die Temperaturen immer im zweistelligen Bereich, mit 21,7°C am 28.3-16:30Uhr wurde die Maximaltemperatur aufgezeichnet, die Minimaltemperatur lag bei 1,9°C am 22.03-6:50Uhr. Wobei gerade jetzt ein Rückblick auf die Durschnitttemperatur lohnt, wenn man die erste Dekade mit  Ø6,7°C und die letzte mit Ø12°C vergleicht  haben wir einen Unterschied von 6°C !! Ja und was die Sonnenstunden anbelangt mit Durchschnittlich 8,6 h/tgl. ein sensationeller Frühlingsbeginn….  Dies zeigte sich auch bei den Regenwerten der letzten Dekade es wurden 0 l/m<sup>2</sup> aufgezeichnet !!</p>
<p><img 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" alt="" /></p>
<p><strong> Vergleiche:</strong><strong>                                               </strong>                                                                                   März 2012: Temperatur Durchschnitt 9,1°C  °C / 19,6 Regenmenge   l/m<sup>2  </sup>                            (7 Regentage)<sup>                           </sup>                                                                                                                   März 2011: Temperatur Durchschnitt  8,2 °C / 17,2 Regenmenge  l/m<sup>2  </sup>                                (11 Regentage)<span style="color: #339966;"><sup>                           </sup>                                                     <sup>                                                                                    </sup></span><span style="color: #339966;"><strong>Grünland-Temperatursumme von 208,6 erreicht am: 12.03.2012</strong></span><span style="color: #339966;"><strong><br />
</strong>(Wert von 200 = beginnende Vegetation im Frühjahr Vorjahr: 10.03.2011)</span></p>
]]></content:encoded>
			<wfw:commentRss>http://weblog.dieters-wetter.de/?feed=rss2&#038;p=246</wfw:commentRss>
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		</item>
		<item>
		<title>Wetterkurzbericht Gaggenau „Februar- 2012“</title>
		<link>http://weblog.dieters-wetter.de/?p=219</link>
		<comments>http://weblog.dieters-wetter.de/?p=219#comments</comments>
		<pubDate>Sat, 03 Mar 2012 11:04:55 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Wetter - Monatsberichte]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=219</guid>
		<description><![CDATA[Februar, kalt und trocken aber auch mild !!                                                                 Wir erinnern uns bestimmt noch eine gute Weile an die zwei Wochen Eiseskälte, bei der vielerorts in Deutschland die kältesten Februarwerte seit 1956 (Oberstdorf mit -29,4°C ) erreicht wurden, ja  vereinzelt sogar &#8230; <a href="http://weblog.dieters-wetter.de/?p=219">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Februar, kalt und trocken aber auch mild !!                                                                 </strong>Wir erinnern uns bestimmt noch eine gute Weile an die zwei Wochen Eiseskälte, bei der vielerorts in Deutschland die kältesten Februarwerte seit 1956 (Oberstdorf mit -29,4°C ) erreicht wurden, ja  vereinzelt sogar die kältesten seit 1937. Auch bei uns wurden gerade Anfangs Februar die tiefste Temperatur mit -15,5°C am 12.02 um 8:00 Uhr aufgezeichnet. <img class="aligncenter" 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" alt="" width="577" height="265" /> Allerdings zeigte der Februar 2012 auch zwei völlig unterschiedliche Gesichter: Einer bitterkalten ersten Monatshälfte mit nur wenig Bewölkung stand eine recht milde und eher trübe zweite Hälfte gegenüber. Insgesamt war der Monat bei sehr  viel Sonnenschein deutlich kalt und sehr trocken. Auch bei uns gehörte der Februar daher mit einer Sonnenscheindauer von etwa  119h, in Deutschland zu den sechs sonnigsten seit Beginn der Messungen 1951 (Quelle DWD). Mit rund  22 Litern pro Quadratmeter (l/m²) fiel im Februar 2012 weniger als die Hälfte des Niederschlagsolls von ca. 49 l/m².<img class="aligncenter" 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" alt="" width="555" height="262" /></p>
<p><strong>Ja und der Winter ??? </strong>Ist es etwa schon Zeit, Bilanz für den Winter 2012 zu ziehen ??  In Bezug auf den gesamten Winter hatten wir trotz der Eisperiode im Februar noch immer einen zu warmen Winter erlebt.  Auch die Schneemassen des vergangenen Winters 2010/2011 wurden bei uns nicht erreicht, leicht gezuckert mal  2-5 cm aber das war es dann auch. In den Höhenlagen sah es da schon bedeutet besser aus, Kaltenbronn, Seibeleckle, Mehliskopf  und  so manch anderes Winterparadies meldeten  zwischen 40 und 120 cm Schnee und somit optimale Bedingungen für Abfahrt.- und Langlauffans.</p>
<p><strong>Erste Dekade (1.02 bis 10.02):                                                                                  </strong>Eiseskalt und Dauerfrost so begann der Februar, trotz aller Kälte war die erste Dekade wetter-technisch als schön zu bezeichnen. Leichte, wenn überhaupt, lockere Bewölkung und relativ viel Sonne, aber im Wind bitterkalt.  Vereinzelt kam es,  in den letzten Tagen der Dekade, aufgrund aufkommender Bewölkung zu leichten Schneefällen. Im Mittelwert wurden -8,17 °C gemessen, der tiefste Wert wurde am 07.02 mit -15,3 °C (8:00 Uhr) aufgezeichnet. Aufgrund der niedrigen Temperaturen wurden Luftfeuchtigkeitswerte teilweise unter 40% gemessen.</p>
<p><strong>Zweite Dekade (11.02. bis  20.02):                                                                                         </strong>Auch in der zweite Dekade setzte sich zu Beginn das kalte Winterwetter fort, so wurde am 12.02 mit  -15,5 °C (08:00 Uhr) die tiefste Temperatur des Februars vermeldet. Wobei dies nur noch vom Bodensensor (+5cm) mit -16,7°C (12.02/7:30 Uhr) übertroffen wurde.  Ab  14.02 stiegen die Temperaturen langsam aber sicher wieder in den Plusbereich,  was vereinzelt bei einsetzendem Regen und Schneegraupel zu leichten Verkehrsbehinderungen bedingt durch Glatteis  führten. Kurzfristig musste sogar am 15.02, in den Morgenstunden aufgrund der Wetterlage, die Wolfschlucht kurzzeitig  gesperrt werden. Rechtzeitig zu den traditionellen Fastnachtsumzügen (am Ende der Dekade) zeigte sich Petrus von seiner besten Seite und bescherte der Narrenschar herrlichen Sonnenschein.  Bei den Temperaturwerten wurden ein Minimum von -15,5 (12.02) und ein Maximum von 10,6 (18.02) registriert. Die gesamte Regenmenge belief sich auf 18,2 l/m<sup>2</sup>.</p>
<p><strong>Dritte.-Dekade (21.02 bis 29.02):</strong>                                                                                          Die letzte Dekade war gezeichnet von milderen, teilweise sogar Frühlingshaften Temperaturen, gerade am letzten Tag des Februar wurden 15,6° C (15:10 Uhr) gemessen.  Diese ansteigenden Werte konnte man auch im gesamten Temperaturverlauf erkennen, lediglich in den Nächten wurden im ersten Drittel immer noch Minusgrade gemeldet. Somit wurden bei den Temperaturen am 22.2 ein Minimum von -3,0 Grad und ein Maximum am besagten 29.02 vermeldet. Bei der gesamten Regenmenge wurden gerade einmal 3,8 l/m<sup>2  </sup>aufgezeichnet.</p>
<p><strong>Vergleiche:</strong><strong>    </strong>                                                                                                                                       Februar 2012: Temperatur Durchschnitt  -1,0°C  °C / 22,0 Regenmenge   l/m<sup>2                               </sup>Februar 2011: Temperatur Durchschnitt  4,2°C / 16,8 Regenmenge  l/m<sup>2                                            </sup><span style="color: #339966;"><strong>Grünland-Temperatursumme von 124,2 erreicht am: 29.02.2012<br />
</strong>(Wert von 200 = beginnende Vegetation im Frühjahr Vorjahr: 10.03.2011)</span></p>
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		<item>
		<title>Wetterkurzbericht Gaggenau „Januar- 2012“</title>
		<link>http://weblog.dieters-wetter.de/?p=213</link>
		<comments>http://weblog.dieters-wetter.de/?p=213#comments</comments>
		<pubDate>Sat, 04 Feb 2012 10:58:05 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Wetter - Monatsberichte]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=213</guid>
		<description><![CDATA[Januar viel zu mild und nass, ein Orkantief Andrea welches für den einen oder anderen Schaden im Murgtal und auch bei uns zuständig war ! Bemerkenswerte Sturm- und Orkantiefs des Monats Januar Orkantief Ulli (03..-04.01) bis zu 133 km/h &#8211; &#8230; <a href="http://weblog.dieters-wetter.de/?p=213">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Januar viel zu mild und nass, ein Orkantief Andrea welches für den einen oder anderen Schaden im Murgtal und auch bei uns zuständig war !</strong> <strong></strong>Bemerkenswerte Sturm- und Orkantiefs des Monats Januar<strong></strong></p>
<ul>
<li>Orkantief Ulli (03..-04.01) bis zu 133 km/h &#8211; Feldberg/Schwarzwald</li>
<li><strong>Orkantief Andrea (04.-06.01)bis zu 176 km/h -Feldberg/Schwarzwald                                                             bis zu 115 Km/h &#8211; Hornisgrinde</strong><strong></strong></li>
<li>Sturmtief Fabienne (18.-20.01) bis zu 137 km/h &#8211; Feldberg/Schwarzwald<img class="aligncenter" 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" alt="" width="522" height="261" /></li>
</ul>
<p>Die Temperaturen im Januar, geprägt durch atlantische Tiefs, erinnerten eigentlich eher an den Herbst oder den Frühling als an den Winter. Weshalb der Januar eben deutlich zu mild und zu nass war, das Temperaturmittel der ersten 14 Tage des Januars lag bei +8 °C. Auch im gesamten Monatsmittel waren es immer noch 4,3°C. In der zweiten Dekade  (11. bis 18. Tag) gab es immerhin erste Anzeichen von Minustemperaturen.  Eine Vorhersage bzgl.  länger anhaltender Dauerfrostperioden war zu diesem Zeitpunkt überhaupt noch nicht erkennbar oder sicher.  Wobei wenn man die Großwetterlage gerade am Monatsende  genauer betrachten ……. war der  Winter wieder etwas auf dem Vormarsch.  Daher ist es durchaus möglich das der Winter in dieser Saison noch für die eine oder andere Überraschung sorgt und manch einen Narren und Jecken im fastnächtlichen Treiben überrascht .</p>
<p><strong>Erste Dekade (1.01 bis 10.01):                                                                                                  </strong>Das wohl Bemerkenswerteste Wetterereignis der ersten Dekade war Orkantief Andrea, so wurde an der Wetterstation eine Spitzenböe innerhalb des Wohngebietes von 64,4 km/h gemessen. Aufgrund des  Orkantiefs wurden vom 04.01(17:30Uhr) bis 05.01(14:30Uhr) ein gewaltiger Luftdruckabfall von 1022,8 auf 993,2 hPa verzeichnet.  Ebenso wurde eine Gesamtregenmenge in dieser Zeit von 20,6 l/m<sup>2 </sup>dokumentiert, wobei hier die größte Menge im Laufe eines Gewitters in Verbindung mit Hagel beginnend 05.01 ca. 14:00 Uhr fielen,  aufgrund des Gewitters sackten die Temperaturen von 7,9°C auf gerade mal 3,7°C ab. Die Gesamtregenmenge lag bei 57,0 Litern bei den Temperaturen wurde ein Maximum und gleichzeitigem Höchstwert im Januar von 14,9°C (2.Januar)  und ein Minimum von 3,6°C (8.Januar) aufgezeichnet.    <img class="aligncenter" src="data:image/png;base64,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" alt="" width="504" height="254" /></p>
<p><strong>Zweite Dekade (11.01. bis  21.01):                                                                                       </strong>In dieser Dekade war eine kurze Wetterberuhigung zu vermelden so  belief sich die Regenmeng in den ersten 7 Tagen auf gerade mal einen Liter, relativ trocken aber auch kalt im Mittel gerade mal 1,2 °C und windig war es in dieser Zeit. Allerdings war dies auch nur ein kurzes Intermezzo, in den letzten drei Tagen wurde eine Spitzenböen von 56,3 km/h (20.01-Sturmtief &#8211; Fabienne) gemessen. Bei der Regenmenge innerhalb dieser Tage wurden 52 Litern aufgezeichnet, wobei hier der 21.01 mit 23,6 L/m<sup>2</sup> der Spitzenwert/Tag des Januars war.  In der Übersicht dieser Dekaden führte dies zu einer Gesamt-regenmenge von 53,0 Litern.  Bei den Temperaturen wurde ein Maximum von 8,2 °C (19.Januar)  und erstmalig ein Minimum von -5,9°C (18.Januar) vermeldet.  Erstmalig wurden in Bodennähe (+5cm) ein Temperaturminus von -7,2 °C (18.Januar 02:00 Uhr) aufgezeichnet.                                                                                                                                <strong>                                                                                                                                                   3.-Dekade (22.01 bis 31.01):</strong>                                                                                                           Zu Beginn der dritten und letzte Dekade gab es nicht unbedingt Bemerkenswertes zu berichten, so gab es zum Anfang hin noch Windböen mit 43,5 km/h welche aber im Tagesverlauf stetig nachließen. Auch bei den Temperaturen war es eher durchwachsen, mit  9,7°C (22.Januar) wurde das Maximum dieser Dekade aufgezeichnet. Die Regenmenge  belief sich auf gerade mal 16,6 l/m<sup>2</sup>.  Ab dem 24.Januar konnte man einen stetigen Abwärtstrend erkennen  der sich bis zum Monatsende immer weiter in den Minusbereich verschob. So wurden in dieser Zeit Temperaturen, Minimum -3,8°C (31.Januar) gemessen.  Zu verdanken haben wir diese Kälte einem Hochdruckgebiet über  Nordrussland und Sibirien, welches eigentlich in den Wintermonaten  nicht ungewöhnlich ist – man bezeichnet dies auch meistens als das „Russisches Kältehoch“. Entsprechend ist auch in den anfänglichen Februartagen weiterhin mit einer östlichen Luftströmung zu rechnen und damit für weitere Kaltluftzufuhr.  Allerdings werden kleinere Tiefdruck-gebiete, die sich dann meistens in höheren Luftschichten bilden, dann und wann für Wolken und -meist leichte- Schneefälle sorgen.<img class="aligncenter" 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" alt="" width="500" height="252" /></p>
<p><strong>Vergleiche:</strong><strong>        </strong>                                                                                                                          Januar 2012: Temperatur Durchschnitt  4,3°C  °C / 126,6 Regenmenge   l/m<sup>2                            </sup>Januar 2011: Temperatur Durchschnitt  3,17°C / 103,0 Regenmenge  l/m<sup>2                                          </sup><span style="color: #339966;"><strong>Grünland-Temperatursumme von 69,5 erreicht am: 30.01.2012</strong><strong><br />
</strong>(Wert von 200 = beginnende Vegetation im Frühjahr Vorjahr: 10.03.2011)</span></p>
]]></content:encoded>
			<wfw:commentRss>http://weblog.dieters-wetter.de/?feed=rss2&#038;p=213</wfw:commentRss>
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		</item>
		<item>
		<title>Jahresrückblick 2011</title>
		<link>http://weblog.dieters-wetter.de/?p=230</link>
		<comments>http://weblog.dieters-wetter.de/?p=230#comments</comments>
		<pubDate>Fri, 06 Jan 2012 11:13:08 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Wetter - Monatsberichte]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=230</guid>
		<description><![CDATA[Das Wetter 2011, ein auf und ab ???  Ja das Wetter in 2011 hatte schon seine Fassetten, kalt und warm, verregnet, Stürme ja bis hin zum Orkan Joachim, es war alles dabei und dennoch kann man von einem der wärmsten &#8230; <a href="http://weblog.dieters-wetter.de/?p=230">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Das Wetter 2011, ein auf und ab ???  </strong>Ja das Wetter in 2011 hatte schon seine Fassetten, kalt und warm, verregnet, Stürme ja bis hin zum Orkan Joachim, es war alles dabei und dennoch kann man von einem der wärmsten Frühjahre aber vor allem dem wärmsten Herbst seit 1861 berichten. Das Jahr 2011 ging damit als warm, trocken und überaus sonnenscheinreich in die Klimastatistik ein. <img class="aligncenter" 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" alt="" width="637" height="419" />Dagegen erreichte die Niederschlagssumme trotz eines trockenen Frühjahrs und einer Rekordtrockenheit im November landesweit noch rund 90 Prozent des Klimamittels. <img class="aligncenter" src="data:image/png;base64,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" alt="" width="624" height="409" />Dank der außergewöhnlich häufigen Hochdruckwetterlagen wurde zudem das drittsonnigste Jahr seit Messbeginn im Jahre 1951 registriert (Quelle DWD).</p>
<p><strong>Januar, </strong>am Neujahrstag lag immer noch überall eine geschlossen Schneedecke, die Frostperiode wurde ab dem 6. Januar immer wieder unterbrochen. Dennoch spielten sich die Temperaturen meist um den Gefrierpunkt ab. Die kältesten Tage des vergangenen Januars traten zum Anfang (-8,8 °C) und Ende (-6,9°C) des Monats auf. Die Gesamt Regenmenge betrug 103,6 l/m<sup>2  </sup>zusammen mit dem ständigen Temperaturwechsel und dem anhaltendem Tauwetter führte dies in den Hochwassercentren zu einer angespannten Wetterlage.  <strong></strong></p>
<p><strong>Februar,  </strong>Anfangs des Monats war es mit -5,9 immer noch kalt was sich aber langsam ab Mitte des Monats hin zu plus Graden entwickelte. Mancherorts so auch bei meiner Wetterstation wurde als Spitzenwert +14,7 °C gemeldet. Alles in allem war der Februar mit seiner gesamten Regenmenge von 16,8 l/m<sup>2 </sup>sehr trocken. Dies sollte aber erst der Anfang eines recht trockenen Frühjahres in unserer Gegend werden.<sup>  </sup></p>
<p><strong>März,</strong> Sehr viele sonnige und schon recht warme Frühlingstage haben den März geprägt. Die Niederschlagsmengen lagen weit unter den langjährigen Mittelwerten gerade mal 17,2 l/m<sup>2 </sup>waren zu verzeichnen. Ruhige Hochdruckwetterlagen in Verbindung mit sehr trockener Luft und daher entsprechend klar und frostig zeigten sich die meisten Nächte. Die kältesten Nächte waren am Anfang des Monats mit einer Temperatur  von -2,8 °C zu vermelden, doch meistens zeigte sich der März von seiner schönsten sonnenreichsten Zeit was sich in den Temperaturen bei einem Spitzenwert von 21,8 °C (gemessen am 25,3.2011 15:35 Uhr) zeigte.</p>
<p><strong>April,</strong>  Auch in diesem Jahr hat es wiederrum nicht das klassische, unbeständige Aprilwetter gegeben. Wie schon in den Jahren 2007 und 2009 verlief der April außergewöhnlich trocken und sehr sonnig. Was sich neben der gesamt Regenmenge von 24,4 l/m<sup>2   </sup>aber vor allem an den Temperaturen zeigte. So war ein Spitzenwert von 27,2 °C am 29.04 zu vermelden. Alles in allem wurden im Durchschnitt 14,3 °C gemessen.</p>
<p><strong>Mai,</strong> Auch der letzte der drei Frühlingsmonate verlief vielfach schon sommerlich warm. Verbreitet war es sehr sonnig und gebietsweise, vor allem in Teilen von Rheinland-Pfalz, des Saarlands, Nordrhein-Westfalens und Hessens in der Land- und Forstwirtschaft,  ging die frühsommerliche Witterung sogar schon mit einer massiven Dürre einher.  Zwar wurde bei  der Regenmenge in meiner Wetterstation ein Wert von 43,2 l/m<sup>2 </sup> erreicht aber dennoch lagen die Temperaturen weit über den normalen Werten mit einer durchschnittlichen Temperatur von 17,4 °C macht der Wonnemonat Mai seinem Namen alle Ehre. Spitzenwert war mal wieder ein Wert von 31,9 °C am 30.05.2011, Tiefsttemperatur 0 °C.  Das Frühjahr 2011 war das trockenste und sonnigste seit Beginn der Wetteraufzeichnungen im Jahre 1893. Außerdem gingen die Monate März, April und Mai als die zweit wärmsten Frühlingsmonate in die Klimastatistik ein (Quelle DWD).</p>
<p><strong>Juni,</strong>  Nach den extrem trockenen und sonnigen Frühjahrsmonaten hat im Juni das typisch Sommerwetter Einzug gehalten. Ständige Wetterwechsel waren im Murgtal zu vermelden. Neben  Regenmengen von bis zu 18,2 l/m<sup>2</sup>, Großteil der Niederschläge fiel durch Schauer und Gewitter, wurde eine Gesamtmenge von 87,2 l/m<sup>2</sup> aufgezeichnet. Auch bei den Temperaturen war ein auf  und ab zu vermelden min. 9,8°C max. 35,0°C war schon ein krasser Gegensatz im Mittel waren es 19,1 °C.</p>
<p><strong>Juli,</strong>  Der Monatsanfang zeigte sich noch von seiner schönsten Seite, als Spitzenwert des Monats wurden max 33,9 °C am 12.07.2011 gemessen, die Tiefsttemperatur min. dagegen lag bei kühlen 8,7 °C.    Auch bei der gesamt gemessenen Regenmenge von 86,6 l/mm<sup>2</sup> lagen wir eher unter den normalen Werten Deutschlands.  Der Juli ist daher der erste Monat des Jahres gewesen, der kühler als im Durchschnitt war.</p>
<p><strong>August,</strong>  Nach dem extrem trockenen Frühjahr zeigte sich der Sommer von einer ganz anderen Seite. Mit den Temperaturen ging es auf und ab (wie schon im Juni/Juli berichtet), Tage mit Badewetter blieben zum Leidwesen der Urlauber die Ausnahme. Dazu regnete es häufig, es waren 16 Regentage im August zu verzeichnen und das bei einer aufgezeichneten Gesamtmenge von 121,4 l/mm<sup>2</sup> Die Temperaturen lagen min. bei 10,7°C / max. 35,1 °C im Mittelwert wurden 20,3 °C ermittelt.</p>
<p><strong>September, </strong>Altweibersommer in absoluter Höchstform, nach anfänglichen Startschwierigkeiten war der September mit einer der schönsten Monate der vergangenen Wetterjahres. Zwar waren die Temperaturen mit min. 8,7°C und max. 30,8°C nicht unbedingt die wärmsten und auch die Regenmenge gesamt mit 66,4 l/m<sup>2</sup> war nicht weit unter dem Mittel ?? So war es die Sonnenscheinzeit welche einem schon in den eigentlich herbstlichen Jahreszeit aus dem Hause trieb, zur Monatsmitte folgte ein deutlich kühlerer aber dennoch sonniger Witterungsabschnitt</p>
<p><strong>Oktober,</strong> goldener Oktober ja der machte seinem Namen alle Ehre mit 167:10 Sonnenscheinstunden geht der diesjährige Oktober als einer der &#8220;goldensten&#8221; der vergangenen Jahrzehnte in die Klimastatistik ein. Warmem Altweibersommerwetter zum Monatsauftakt folgten zwar wiederholt ersten herbstlichen Temperaturen so waren es min. -2,1 °C und max 25,6°C welche an der Wetterstation aufgezeichnet wurden. Die Regenmenge gesamt im Monat Oktober belief sich auf 63,0 l/m<sup>2 . </sup>Dennoch blieb der Oktober seinem Namen treu ….</p>
<p><strong>November, </strong>Der November 2011 geht als Rekordmonat in die Klimastatistik ein. Seit Beginn der flächendeckenden Wetteraufzeichnungen im Jahre 1881 war es noch nie so trocken !!  Bei uns wurden gerade einmal  4,6 l/m<sup>2</sup> aufgezeichnet. Dennoch war es nicht der sonnigste Monat, nein ganz im Gegenteil bestimmt durch Nebel teilweise bis in die späten Nachmittagsstunden im Mittel wurden gerade einmal 5,5°C gemessen. Die Min./MAX Werte betrugen: min.-0,8 /max 16,0°C.</p>
<p><strong>Dezember,</strong> ein Tiefdruckgebiet jagte das andere aber von weiße Weihnachten keine Spur. Der Dezember 2011 war ungewöhnlich nass und dazu sehr mild und trüb ausgefallen. Es gab im Dezember in Verbindung mit sehr markant ausgeprägten Westwetterlagen nicht nur viel Regen, sondern auch Tage mit Sturm- und Orkanböen.. Ja und was haben diese Tiefs gebracht ?? Ziemlich viel Regen und Wind. Herausragendes Ereignis war das Orkantief „JOACHIM“ in manchen Regionen so auch bei uns waren Straßen wieder unpassierbar. Bäume stürzen um, aufgrund der kurzfristigen enormen  Regenmenge traten Bäche und Flüsse aus Ihren Bach.- Flussbetten beängstigt schnell empor……. Dennoch verliefen die Auswirkungen von Sturmtief Joachim relativ glimpflich. Die Regenmenge betrugt 227,2 l/m<sup>2</sup> bei den Temperaturen wurden Min. -1,3°C sowie Max. 15,8°C aufgezeichnet.</p>
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		<title>Wetterkurzbericht Gaggenau „Dezember &#8211; 2011“</title>
		<link>http://weblog.dieters-wetter.de/?p=193</link>
		<comments>http://weblog.dieters-wetter.de/?p=193#comments</comments>
		<pubDate>Wed, 04 Jan 2012 10:40:24 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Wetter - Monatsberichte]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=193</guid>
		<description><![CDATA[Dezember ein Tiefdruckgebiet jagte das andere aber von weißen Weihnachten keine Spur. Um nur einige bemerkenswerte Tiefdruckgebiete zu nennen: Sturmtief Bob (03-05.12), Orkantief Friedhelm (08.-11.12), Orkantief Joachim (16.-18.12) Ja und was haben diese Tiefs gebracht?? Ziemlich viel Regen und Wind &#8230; <a href="http://weblog.dieters-wetter.de/?p=193">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Dezember ein Tiefdruckgebiet jagte das andere aber von weißen Weihnachten keine Spur.</strong> Um nur einige bemerkenswerte Tiefdruckgebiete zu nennen:</p>
<ul>
<li>Sturmtief Bob (03-05.12),</li>
<li>Orkantief Friedhelm (08.-11.12),</li>
<li>Orkantief Joachim (16.-18.12)</li>
</ul>
<p>Ja und was haben diese Tiefs gebracht?? Ziemlich viel Regen <img class="aligncenter" src="data:image/png;base64,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" alt="" width="475" height="239" />und Wind was man in den einzelnen Dekaden und in der Grafik erkennen kann. <img class="aligncenter" src="data:image/png;base64,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" alt="" width="474" height="237" />Am stärksten war das Orkantief „JOACHIM“ In manchen Regionen so auch bei uns waren Straßen wieder unpassierbar. Bäume stürzen um,  was einen permanenten Einsatz der Feuerwehren zur Folge hatte. So stürzte in Bischweier ein Baum auf zwei abgestellte Autos und verursachte Sachschaden. Auf der Autobahn A5, zwischen Rastatt und Appenweier, bestand die Gefahr durch umgestürzte Baustelleneinrichtungen und Schilder.    Aufgrund der kurzfristigen enormen  Regenmenge traten Bäche und Flüsse aus Ihren Bach.- Flussbetten beängstigt schnell empor….Dennoch vermeldeten die einzelnen Dienststellen der Feuerwehren sowie der Polizei, verliefen die Auswirkungen von Sturmtief Joachim bis zur Mittagszeit relativ glimpflich.</p>
<p><strong>1.-Dekade (1.12 bis 10.12):                                                                                                   </strong>Das erste Sturmtief „BOB“ (3-5.12)begleitet von starken Winden mit bis zu 49,9 km/h war zu vermelden, kurz darauf bereits das nächste Orkantief „Friedhelm“ Windgeschwindig-keiten von 43,5 km/h waren zu verzeichnen, erstmalig vielen an einem Tag 31,8 l/m<sup>2</sup> was zu einer Gesamtmenge von 97,0 l/m<sup>2</sup> für die erste Dekade führte. Die Temperaturen wurden mit min. 0,6 °C und max.15,8 °C aufgezeichnet.<strong><br />
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<p><strong>2.-Dekade (11.12. bis 21.12):                                                                                           </strong>      Das nächste Tief welches als ORKANTIEF „JOACHIM“  angekündigt wurde traf uns mit Windgeschwindigkeiten von über 50 km/h so wurde als Spitzenböe kurzfristig 55,9 km/h aufgezeichnet, in den Höhenlagen wurden auf der  Hornisgrinde 135 km/h und Bühlerhöhe 130 km/h vermeldet.  Der Luftdruck sank innerhalb  diesem Tiefdruckgebiet auf 989,0 hPa ab.  Auch die Regenmenge welche das Tief mit sich brachte war mit 34 l/m<sup>2</sup>, welche in kürzester Zeit fielen, rekordverdächtig. Gesamtregenmenge lag bei 79,2 l/m<sup>2</sup>, bei den Temperaturen wurden min. -1,4 °C sowie max. 12,8 °C aufgezeichnet.</p>
<p><strong>3.-Dekade (22.12 bis 31.12):</strong>                                                                                                          Mit Regen und mäßigem Wind fing die letzte Dekade des Jahres an. Dennoch nicht unspektakulär ein Gewitter im Dezember, ja richtig gelesen am 30.12. gab es ein Gewitter mit leichtem Graupelschauer und aufkommendem böigem Wind.  Alles in allem war aber die letzte Dekade des Jahres bzgl. des Wetters eher durchwachsen so wurden Temperaturen min. 1,3 °C / max. 11,7 °C gemessen. Auch bei den Niederschlagsmengen wurden mit gesamt 51 l/m<sup>2</sup> die Spitzenwerte der vergangenen Dekaden nicht mehr übertroffen. Ja und wie meistens war der Heiligabend eher grün als weiß.  Obwohl viele immer wieder auf weiße Weihnachten hoffen, war jedem noch das Chaos des Jahres 2010 in Erinnerung und jeder meinte „nur ein wenig gezuckert“ wäre schon schön aber mehr??? … nein danke.</p>
<p><img class="aligncenter" 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" alt="" width="524" height="264" />                                                                                                               <strong></strong></p>
<p><strong>Vergleiche:</strong><strong>              </strong>                                                                                                                       Dezember 2011: Temperatur Durchschnitt  6,2 °C / Regenmenge  227,2 l/m<sup>2                        </sup>Dezember 2010: Temperatur Durchschnitt -0,7 °C / Regenmenge 105,0 l/m<sup>2</sup></p>
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			<wfw:commentRss>http://weblog.dieters-wetter.de/?feed=rss2&#038;p=193</wfw:commentRss>
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		</item>
		<item>
		<title>Wetterblog &#8220;Reaktivierung&#8221; !!</title>
		<link>http://weblog.dieters-wetter.de/?p=238</link>
		<comments>http://weblog.dieters-wetter.de/?p=238#comments</comments>
		<pubDate>Tue, 03 Jan 2012 11:18:47 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Allgemeines]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=238</guid>
		<description><![CDATA[Hallo zusammen, nachdem nun das Thema Wetter inzwischen auch in der Zeitung Badisches Tagblatt, regelmäßig mtl. als Kolummne erscheint werden wir unseren Wetterblog reaktivieren. Also alle Wetterberichte welche innerhalb des Badischen Tagblattes erscheinen können somit nachgelesen werden. Wir hoffen das &#8230; <a href="http://weblog.dieters-wetter.de/?p=238">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Hallo zusammen, nachdem nun das Thema Wetter inzwischen auch in der Zeitung Badisches Tagblatt, regelmäßig mtl. als Kolummne erscheint werden wir unseren Wetterblog reaktivieren. Also alle Wetterberichte welche innerhalb des Badischen Tagblattes erscheinen können somit nachgelesen werden. Wir hoffen das Ihr alle regen Gebrauch davon macht und viel Spaß damit habt&#8230;&#8230;.</p>
]]></content:encoded>
			<wfw:commentRss>http://weblog.dieters-wetter.de/?feed=rss2&#038;p=238</wfw:commentRss>
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		</item>
		<item>
		<title>Fasziniert von Wind und Wetter</title>
		<link>http://weblog.dieters-wetter.de/?p=171</link>
		<comments>http://weblog.dieters-wetter.de/?p=171#comments</comments>
		<pubDate>Mon, 02 Jan 2012 15:26:14 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Allgemeines]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=171</guid>
		<description><![CDATA[Von Thomas Senger Gaggenau &#8211; Wenn es draußen in Strömen regnet, wenn dicke Flocken vom Himmel fallen oder wenn ein Sturmtief wie &#8220;Joachim&#8221; übers Land fegt &#8211; dann ist Dieter Kraft nicht mehr vom PC wegzukriegen. Nicht etwa, weil er &#8230; <a href="http://weblog.dieters-wetter.de/?p=171">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Von Thomas Senger<br />
<img src="http://www.dieters-wetter.de//Wetterdaten/Bilder/Kraft-1.gif" alt="" width="650" height="450" /><br />
Gaggenau &#8211; Wenn es draußen in Strömen regnet, wenn dicke Flocken vom Himmel fallen oder wenn ein Sturmtief wie &#8220;Joachim&#8221; übers Land fegt &#8211; dann ist Dieter Kraft nicht mehr vom PC wegzukriegen. Nicht etwa, weil er ein Stubenhocker wäre, nein, der Ottenauer ist Hobby-Meteorologe. Und ab sofort lässt er die BT-Leser an seiner Leidenschaft teilhaben. Denn Dieter Kraft ist der neue Wetter-Kolumnist des Badischen Tagblatts. Einmal monatlich präsentiert er hier seine Beobachtungen. Er tritt damit die Nachfolge von Werner Forschner aus Selbach an.<br />
Dieter Kraft ist durchaus so etwas wie ein Spätberufener. Zwar hat er das Wetter schon immer gerne beobachtet, aber so richtig eingestiegen in die Wetterkunde ist er vor knapp drei Jahren, als er sich eine Vantage Pro2 Aktiv-Station in den Garten gestellt hat. Einen lange gehegten Wunsch hat er sich damit erfüllt. &#8220;Das Wettergeschehen ist einfach faszinierend&#8221;, mit dieser Begründung ist alles gesagt, was es über Temperaturschwankungen, Niederschlagsmessungen oder Aufzeichnungen von Bewölkungsgraden und Windrichtungen auf sich hat.<br />
Hinzu kam, dass Dieter Kraft nach mehreren Jahren in unterschiedlichen Vereinen als Trompeter, unter anderem beim Fanfarenzug Hörden (nahezu 25 Jahre) sowie im Musikverein in Ottenau (etwa zehn Jahre), ein neues Hobby suchte. &#8220;Zunächst nur für den Hausgebrauch&#8221; hat er die Messungen betrieben. &#8220;Laufen, Fahrradfahren und einfach draußen in der Natur sein&#8221;, das macht Kraft gerne, und das alles hat eben auch mit dem Wetter zu tun.<br />
So richtig eingestiegen in das Hobby ist er im Lauf des Jahres 2009. Eine Rolle spielte dabei &#8211; die Wirtschaftskrise. Sie brachte auch für den Industriemeister Fachrichtung Metall die Kurzarbeit und damit viel freie Zeit, um sich in die schwierige Materie einzuarbeiten. Ungezählte Stunden Lektüre, Ausprobieren, neu Programmieren, ohne das ging es nicht.<br />
Mittlerweile hat sich der Zeitaufwand ein bisschen verringert: &#8220;So ein, zwei Stunden am Tag sitzt er aber immer noch am PC&#8221;, schmunzelt Ehefrau Christiane. Schließlich gilt es, sich in die Wunderwelt der Meteorologie stets weiter einzuarbeiten, die praktischen Erfahrungen der eigenen Beobachtungen mit der Wissenschaft in Einklang zu bringen.<br />
Nach der Hauptschule in Ottenau hat Dieter Kraft ab 1978 im Benzwerk eine Ausbildung zum Feinblechner absolviert. Mehrere Stationen hat er seither bei Daimler hinter sich gebracht; ab 1984 war er Einrichter in der Getriebefertigung in Gaggenau, 1994 legte er die Meisterprüfung ab. Seit 2010 ist der heute 49-Jährige wieder im Pkw-Werk in Rastatt tätig, in der Logistik.<br />
Die &#8220;Wetter-Logistik&#8221; zwischen Messstation im Garten und PC im Wohnzimmer, das bedeutet: Die richtigen Datenpakete zum richtigen Zeitpunkt in der richtigen Datei fertig zum Ablesen, rund um die Uhr. Im Online-Betrieb werden die Daten der Wetterstation im Zehn-Minuten-Takt aktualisiert.<br />
Diese Art der Wetterbeobachtung &#8211; auch Christiane Kraft kann sich der Faszination nicht entziehen. Schon früh morgens gehört es für sie einfach dazu, sich am Bildschirm über die neuesten Temperatur- und Niederschlagswerte zu informieren. Schließlich ist kein Wetterbericht so zuverlässig wie der aus dem eigenen Garten. Für das BT liefert Dieter Kraft allerdings keine Vorhersagen, sondern einen Rückblick. Berücksichtigt werden dabei insbesondere Tageshöchst- und Tiefstwerte der Lufttemperatur sowie die Niederschlagsmengen. Näheres zu der Wetterstation von Dieter Kraft gibt es im Internet unter<br />
<a title="Fasziniert von Wind und Wetter." href="http://www.badisches-tagblatt.de/html/">Quelle Badisches Tagblatt</a></p>
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			<wfw:commentRss>http://weblog.dieters-wetter.de/?feed=rss2&#038;p=171</wfw:commentRss>
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		<item>
		<title>Blatt.-Bodenfeuchte Station</title>
		<link>http://weblog.dieters-wetter.de/?p=147</link>
		<comments>http://weblog.dieters-wetter.de/?p=147#comments</comments>
		<pubDate>Fri, 20 May 2011 13:51:53 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Allgemeines]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=147</guid>
		<description><![CDATA[Seit 20.05.2011 wurde an Wetterstation zusätzlich noch eine drahtlose Blatt-Bodenfeuchte- und Temperaturstation als Ergänzung zur Vantage Pro 2 installiert. Die Funkstation kann mit bis zu 10 Sensoren bestück werden, so dass Sie individuelle Messungen vornehmen können (Sensoren müssen separat bestellt &#8230; <a href="http://weblog.dieters-wetter.de/?p=147">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Seit 20.05.2011 wurde an Wetterstation zusätzlich noch eine drahtlose Blatt-Bodenfeuchte- und Temperaturstation als Ergänzung zur Vantage Pro 2 installiert. Die Funkstation kann mit bis zu 10 Sensoren bestück werden, so dass Sie individuelle Messungen vornehmen können (Sensoren müssen separat bestellt werden). Die Stromversorgung erfolgt tagsüber mit einem eingebauten Solarpaneel und nachts mit einer Lithium-Batterie.<br />
<strong>In meinem Falle wurde die Station wie folgt aufgebaut:</strong><br />
jeweils 4x Boden 4x Tempsensoren sowie 1x Blattfeuchte:<br />
<strong>Bodenfeuchtesensor:</strong><br />
zur Messung des Feuchtepegels des Bodens. Der Watermark ®- Bodenfeuchtesensor ermittelt die Feuchte über den elektrischen Widerstand des Bodens. Er ist mit einem 4,6 Meter langen Kabel ausgestattet. Das Kabel kann verlängert werden. Er kann in Zusammenhang mit der Blattfeuchte-Bodenfeuchte-Temperaturstation 6345 genutzt werden. An dieser Station können bis zu vier derartiger Sensoren angeschlossen werden.<br />
<strong>Edelstahltemperaturfühler,</strong><br />
 kann in Zusammenhang mit Blattfeuchte-Bodenfeuchte-Temperaturstation 6345 genutzt werden. Er ist äußerst robust und misst sehr genau die Temperatur eines jeden Mediums, Feuchtigkeit kann ihm nichts anhaben.<br />
<strong>Blattfeuchtesensor,</strong><br />
zur Messung der Oberflächenfeuchte von Laub. Er kann in Zusammenhang mit der Blattfeuchte-Bodenfeuchte-Temperaturstation 6345 genutzt werden. An dieser Station sind maximal zwei dieser Sensoren anschließbar. Die Mess-Skala geht von 0 (vollständig trocken) bis 15 (feuchtigkeitsgesättigt). Der Sensor ist mit einem 12 Meter langen Kabel ausgestattet.</p>
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		<title>Verherrendes Erdbeben in Japan !!</title>
		<link>http://weblog.dieters-wetter.de/?p=131</link>
		<comments>http://weblog.dieters-wetter.de/?p=131#comments</comments>
		<pubDate>Fri, 11 Mar 2011 10:29:34 +0000</pubDate>
		<dc:creator>DieterKraft</dc:creator>
				<category><![CDATA[Katastrophen]]></category>

		<guid isPermaLink="false">http://weblog.dieters-wetter.de/?p=131</guid>
		<description><![CDATA[Ein schweres Erdbeben hat Japan erschüttert &#8211; unmittelbar danach traf eine bis zu 10m hohe Tsunami-Welle das Land. Es gibt viele Verletzte, Millionen Menschen haben keinen Strom. Ein schweres Erdbeben hat am Freitag 11.03.2011 den Nordosten Japans erschüttert. Die Erde &#8230; <a href="http://weblog.dieters-wetter.de/?p=131">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><strong>Ein schweres Erdbeben hat Japan erschüttert &#8211; unmittelbar danach traf eine bis zu 10m hohe Tsunami-Welle das Land. Es gibt viele Verletzte, Millionen Menschen haben keinen Strom. </strong><br />
Ein schweres Erdbeben hat am Freitag 11.03.2011 den Nordosten Japans erschüttert.  Die Erde bebte gegen 14.45 Uhr Ortszeit. Das Epizentrum lag 130 Kilometer östlich der Stadt Sendai und knapp 400 Kilometer nordöstlich von Tokio. In der Hauptstadt wankten Augenzeugen zufolge die Häuser, zahlreiche Bewohner liefen in Panik auf die Straße. Angaben der US-Erdbebenwarte zufolge hatte das Beben eine Stärke von 8,8, inzwischen wurde durch die japanischen Behörden der Wert auf  9.0 korregiert. Die japanischen Behörden gaben eine Tsunami-Warnung für bis zu zehn Meter hohe Wellen heraus. In der Folge kam es zu dramatischen Störfällen in mehreren Atomkraftwerken.<br />
Verwüstet, vernichtet, ausgelöscht &#8211; das Beben und die folgende Flutwelle haben an der Nordostküste Japans eine Spur der Verwüstung hinterlassen. Große Teile der Millionenstadt Sendai sind dem Erdboden gleichgemacht.<br />
<strong>Es wird wohl Jahre dauern, bis die Wunden des Tsunami verheilt sind &#8230;&#8230;&#8230;..</strong></p>
<p>Quelle: Nachrichtenagenturen, DPA, Reuter.</p>
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