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Eine planetare Erwärmung gibt es nicht / Stillstand seit über 8 Jahren / Ein Wissenschaftsartikel räumt auf mit den Klimalügen des IPCC und der Politik

Von: vfuc@freenet.de

An: vfuc@arcor.de

Datum: Mon, 09 Jan 2023 10:42:33 +0000

.fr-emoticon.fr-emoticon-img { background-repeat: no-repeat !important; font-size: inherit; height: 1em; width: 1em; min-height: 20px; min-width: 20px; display: inline-block; margin: -0.1em 0.1em 0.1em; line-height: 1; vertical-align: middle; } .fr-emoticon { font-weight: normal; font-family: "Apple Color Emoji","Segoe UI Emoji","NotoColorEmoji","Segoe UI Symbol","Android Emoji","EmojiSymbols"; display: inline; line-height: 0; } Habe auf der Webseite https://wattsupwiththat.com/, die sich haupts&auml;chlich mit den klimatischen Randbedingungen der Erde + Alles was damit zusammenh&auml;ngt befasst, eine Datenanalyse gefunden, die den aktuellen (wissenschaftlichen) Sachstand aufzeigt. Hierbei geht es um die Klima (L&uuml;gen) - Prognosen des IPCC und auch der Politik insbesondere, was die Erw&auml;rmung der Erde betrifft, denn die mittelfristige IPCC-Vorhersage dieses Szenarios von 0,3 K/Dekade war mehr als doppelt so hoch, wie die tats&auml;chlich beobachtete Erw&auml;rmung seit 1990 mit nur 0,13 K/Dekade. (nur 40% vom IPCC-Wert) Und um diese Zielvorgabe des IPCC / Politik, zu verifizieren wird sogar die tats. Energiebilanz der Erde, mitsamt den Rechenparametern ins (wissenschaftlich, physikalische) Niemandsland bef&ouml;rdert,. bzw. die Rechenformel vom Establishment + allen angeschlossenen Organen, vergewaltigt. Fazit des nachfolgenden Artikels.Selbst wenn der gesamte Westen bis 2050 tats&auml;chlich Netto-Null-Emissionen erreichen w&uuml;rde, w&auml;re die Welt nur um ein Siebzehntel Grad k&uuml;hler, als wenn sich der aktuelle und anhaltende Aufw&auml;rtstrend der globalen Emissionen fortsetzen w&uuml;rde. Und jede Milliarde Dollar, die wir f&uuml;r die Zerst&ouml;rung der westlichen Volkswirtschaften ausgeben, w&uuml;rde zwischen einem viermillionstel und einem drei&szlig;igmillionstel Grad (0,000004&deg;C bis 0,00000013&deg;C) an zuk&uuml;nftiger Erw&auml;rmung verhindern. Und wir k&ouml;nnen nicht einmal dieses gesetzte Ziel erreichen, weil die notwendigen Technometalle, um Netto-Null zu erreichen, einfach nicht verf&uuml;gbar sind.-----------------------------------------Die neue Pause verl&auml;ngert sich: 100 Monate ohne jegliche Erw&auml;rmung https://wattsupwiththat.com/2023/01/04/the-new-pause-lengthens-100-months-with-no-warming-at-all/ (https://wattsupwiththat.com/2023/01/04/the-new-pause-lengthens-100-months-with-no-warming-at-all/" style="color:blue; text-decoration:underline;" target="_blank)04.01.2023 Von Christopher Monckton aus BrenchleyZur Person: Lord Christopher Walter Monckton, 3. Viscount Monckton of Brenchley ist ein britischer Redner, Politiker, ehemaliger Zeitungsherausgeber und erblicher Peer. Als ehemaliges Mitglied der Conservative Party wechselte er 2010 zur UK Independence Party und sp&auml;ter zur Brexit Party.Nun zum lesenswerten Artikel: Das kalte Wetter auf beiden Seiten des Atlantiks im vergangenen Monat scheint sich auf die Temperatur ausgewirkt zu haben, die im Vergleich zum November stark gesunken ist und die Neue Pause auf 8 Jahre und 4 Monate verl&auml;ngert hat, gemessen an den von Dr. Roy entworfenen, gebauten und betriebenen Satelliten Spencer und Dr. John Christy an der University of Alabama in Huntsville:Die nachfolgende Grafik zeigt den Trend der linearen Regression nach der Methode der kleinsten Quadrate f&uuml;r die monatlichen globalen mittleren Anomalien der unteren Troposph&auml;re. Die Methode der kleinsten Quadrate wurde von Professor Jones von der University of East Anglia als vern&uuml;nftige Methode zur Darstellung des Trends bei stochastischen Temperaturdaten empfohlen.Denken Sie daran, dass das Pausendiagramm keine Vorhersage darstellt: Es zeigt einfach den l&auml;ngsten Zeitraum an, ausgehend von der Gegenwart, w&auml;hrend dem der Temperaturtrend nicht positiv ist. <img class="wp-image-10230135 jetpack-lazy-image jetpack-lazy-image--handled fr-fic fr-dii" data-attachment-id="10230135" data-comments-opened="1" data-image-caption="" data-image-description="" 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"> (https://i0.wp.com/wattsupwiththat.com/wp-content/uploads/2023/01/image-11.png?ssl=1" style="color:blue; text-decoration:underline;" target="_blank) Wie immer ist hier der vollst&auml;ndige 45-j&auml;hrige UAH-Datensatz, zur aktuellen klimatischen Situation (Grafik unten) von Dezember 1978 bis Dezember 2022, der einen alles andere als dramatischen globalen Erw&auml;rmungstrend zeigt, der nur 0,134 C/Dekade entspricht, entgegen der IPCC-Prognose von 0,3 C/Dekade. <img class="wp-image-10230136 jetpack-lazy-image jetpack-lazy-image--handled fr-fic fr-dii" data-attachment-id="10230136" data-comments-opened="1" data-image-caption="" data-image-description="" 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"> (https://i0.wp.com/wattsupwiththat.com/wp-content/uploads/2023/01/image-12.png?ssl=1" style="color:blue; text-decoration:underline;" target="_blank) Einer der Vorz&uuml;ge der langen Pausen, die die Aufzeichnungen &uuml;ber globale Temperaturanomalien sogar in den letzten Jahrzehnten gepr&auml;gt haben, besteht darin, dass sie eine einfache und sofort verst&auml;ndliche Demonstration liefern, dass die reale globale Erw&auml;rmungsrate weniger als die H&auml;lfte der urspr&uuml;nglichen mittleren Vorhersage des IPCC betr&auml;gt (1990), die vier Emissionsszenarien vorstellte, von denen sich das Business-as-usual-Szenario A als realit&auml;tsn&auml;her erwiesen hat. So ging Szenario B davon aus, dass die Emissionen bis 2025 konstant auf dem Jahresniveau von 1990 bleiben w&uuml;rden. Das ist nicht passiert. Die Emissionen sind stark genug gestiegen, um den anthropogenen Antrieb seit 1990 um mehr als 1 W m &ndash;2 zu erh&ouml;hen.Obwohl sich die Emissionen somit als nahe an Szenario A erwiesen haben, war die mittelfristige Vorhersage dieses Szenarios von 0,3 K/Dekade mehr als doppelt so hoch: Die beobachtete Erw&auml;rmung seit 1990 betrug nur 0,13 K/Dekade. Da in Szenario A 3.000 ECS prognostiziert wurden, betr&auml;gt der korrigierte ECS auf der Grundlage der Ergebnisse seit 1990 nur 1,3.000: ein wunderbar einfaches Argument.Ein &auml;hnliches Ergebnis l&auml;sst sich mit einer anderen einfachen Methode erzielen, der Energiebilanzanalyse. In einer k&uuml;rzlich erschienenen Kolumne habe ich diese Analyse demonstriert und einige Kommentatoren dazu veranlasst, nach einer Erkl&auml;rung der Energie-Budget-Gleichung zu fragen. 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"> (https://i0.wp.com/wattsupwiththat.com/wp-content/uploads/2023/01/image-14.png?ssl=1" style="color:blue; text-decoration:underline;" target="_blank)Die Energiebudget-Gleichung besagt, dass die doppelte CO 2 -&Auml;quivalent-Empfindlichkeit im Gleichgewicht (ECS), die Standardmetrik, das Produkt aus dem anthropogenen Anteil M der beobachteten Erw&auml;rmung im Industriezeitalter &Delta; T obs und dem Verh&auml;ltnis des doppelten CO 2 -Antriebs ist &Delta; Q 1 zur Differenz zwischen dem beobachteten Antrieb des Industriezeitalters &Delta; Q obs und dem von Satelliten beobachteten Strahlungsungleichgewicht &Delta; N obs .Bei einem thermischen Gleichgewicht (z. B. im Zeitraum von 1850 bis 1930, als der Trend der globalen mittleren Oberfl&auml;chentemperatur Null war) sind die in der Erdatmosph&auml;re absorbierte Sonnenstrahlungsenergie und die von der Erde in den Weltraum emittierte thermische Infrarotstrahlung etwa gleich. Das inzwischen gemessene positive Energieungleichgewicht &Delta; N obs deutet jedoch darauf hin, dass das System Erde-Atmosph&auml;re an Energie gewinnt und sich deshalb erw&auml;rmt.Der Nenner &Delta; Q obs &ndash; &Delta; N obs in der Gleichung ist die Komponente in der Periode, die &Delta; Q obs erzwingt , die bis heute in der beobachteten Periode der Erw&auml;rmung &Delta; T obs realisiert wurde . Das Verh&auml;ltnis des doppelten CO 2 -Antriebs zu der realisierten Komponente im Periodenantrieb wandelt den anthropogenen Anteil von &Delta; T obs in ECS um.Wenn man in der Gleichung die Sch&auml;tzung eines der vier rot dargestellten Terme erh&ouml;ht, erh&ouml;ht man ECS. Wenn man jedoch die Sch&auml;tzung des beobachteten Zeitraums erh&ouml;ht, was &Delta; Q obs erzwingt , das in Gr&uuml;n dargestellt ist, reduziert man ECS.Kurz gesagt, die Energie-Budget-Gleichung ist eine hervorragende Methode, um zu sehen, was unter der Haube vor sich geht. Man kann zusehen, wie die &uuml;blichen Verd&auml;chtigen die Daten zerrei&szlig;en und qu&auml;len, um das Narrativ der hohen ECS zu st&uuml;tzen, auf dem das wackelige, sch&auml;bige Geb&auml;ude der internationalen Wrack-den-gehassten-Westen-Politik auf unsolide Weise gegr&uuml;ndet ist.Nehmen Sie den anthropogenen Anteil M der Erw&auml;rmung im Industriezeitalter. Aus Tabelle 2 von Wu et al. (2019), die anthropogene und nat&uuml;rliche Komponenten der Erw&auml;rmung &uuml;ber acht Zeitr&auml;ume von 114 Jahren bis 2013 angeben, dass etwa M =74 % der bisherigen Erw&auml;rmung anthropogen waren. Doch die Klimaideologie tendiert dazu, M auf 100 % anzuheben, und Extremisten werden versuchen zu behaupten, dass M etwa 110 % betr&auml;gt &ndash; dh die Erde w&uuml;rde sich abk&uuml;hlen, wenn wir nicht das Klima beeinflussen w&uuml;rden.Auch die beobachtete Industriezeittemperatur &Delta; T obs wird nach oben gedr&uuml;ckt. HadCRUT4 sagte, dass die Erw&auml;rmung bis Anfang 2022 0,93 K betrug &ndash; nennen Sie das 0,95 K bis heute. Aber HadCRUT5 treibt das auf etwa 1,05 K hoch, und IPCC (2021) erh&ouml;ht es erstaunlich auf 1,27 K.Es ist die gleiche traurige Geschichte mit dem verdoppelten CO 2 , das &Delta; Q 1 erzwingt . Bereits in den 1980er Jahren wurde uns gesagt, dass die Unsicherheit in &Delta; Q 1 &plusmn;10 % betr&auml;gt. Obwohl die CMIP5-Modelle (Andrews 2012) &Delta; Q 1 als Mittelwert von 3,45 W m &ndash;2 und CMIP6 3,52 W m &ndash;2 ergaben (Zelinka et al. 2020), erh&ouml;ht IPCC (2021) es um 14 % auf 3,93 W m &ndash;2 .Ebenso hat die offizielle Darstellung jahrzehntelang versucht, den Wert des beobachteten Industriezeitalters zu minimieren, der &Delta; Q obs erzwingt , um ECS (zur Best&auml;tigung der Klimaideologie) zu lmaximieren. Wie Professor Lindzen seit langem betont, werden eine Reihe von Tricks verwendet, nicht zuletzt die Vorstellung, dass unsere Partikelemissionen einen gro&szlig;en negativen Aerosolantrieb verursacht h&auml;tten, den der Professor unverbl&uuml;mt als &bdquo;Fudge-Faktor&ldquo; bezeichnet. Der tats&auml;chliche Aerosolantrieb ist wahrscheinlich verschwindend verschieden von Null. NOAA zeigt 3,2 W m &ndash;2 Antrieb allein durch anthropogene Treibhausgasemissionen, bevor ein Ozonantrieb von weiteren 0,4 W m &ndash;2 ber&uuml;cksichtigt wird . IPCC (2021) gibt jedoch nach Anwendung des Aerosol-Fudge-Faktors nur 2,8 W m &ndash;2 all in an.Bisher wurde jedoch das Nettostrahlungsungleichgewicht &Delta; N obs in Ruhe gelassen. Sie wurde allgemein mit etwa 0,79 W m &ndash;2 angegeben . Allerdings waren die zunehmend verzweifelten Revisionisten auch dabei und schlugen letztes Jahr vor, dass &Delta; N obs eher bei 1,1 W m &ndash;2 liegt .Sicher genug, wenn man all diese ge&auml;nderten, aber angeblich &bdquo;mittleren&ldquo; Sch&auml;tzungen in die Energiebudgetgleichung einf&uuml;gt, kommt ECS bei 3,2 K heraus, in &Uuml;bereinstimmung mit der langj&auml;hrigen offiziellen Erz&auml;hlung. Jetzt wissen Sie, wie der Trick gemacht wird: &Auml;ndern Sie alle f&uuml;nf Variablen, um den ECS im mittleren Bereich zu maximieren, und geben Sie so vor, die ansonsten offensichtlich &uuml;berh&ouml;hte offizielle Zahl zu rechtfertigen.Nimmt man die vern&uuml;nftigeren und g&auml;ngigeren Werte, die in meinem fr&uuml;heren Artikel &uuml;ber die Energiebudgetmethode gezeigt wurden, ergibt sich ein ECS im mittleren Bereich von 1,3 K (40% des offiziellen Wertes), in &Uuml;bereinstimmung mit den zuvor hier beschriebenen, aus Beobachtungen abgeleiteten 1,3 K.Ein weiterer Vorteil der Energiebilanzmethode besteht darin, dass sie absolut keine Kenntnis der Amplituden von Temperaturr&uuml;ckkopplungen erfordert. Das ist auch gut so, denn die aktuelle Sch&auml;tzung des IPCC, dass ECS zwischen 2 K und 5 K liegt, impliziert eine absolute Gesamtr&uuml;ckkopplungsst&auml;rke zwischen 0,22 und 0,27 W m &ndash;2 K &ndash;1 . Die Breite dieses Intervalls betr&auml;gt nur 0,05 W m &ndash;2 K &ndash;1, ist so eng, dass jeder Versuch, ECS durch Feedback-Analyse abzuleiten, sei es direkt oder &uuml;ber die Diagnose von Feedback-St&auml;rken aus den Modellausgaben, statistisch gesehen nicht besser als Vermutungen (aus der Luft gegriffene Annahmen) ist. Die Unsicherheiten in der R&uuml;ckkopplungsst&auml;rke sind viel zu gro&szlig;, um irgendeiner Vorhersage aus einem allgemeinen Zirkulationsmodell Glauben zu schenken, da die von diesen Modellen diagnostizierten R&uuml;ckkopplungen die absolute R&uuml;ckkopplungsst&auml;rke um eine Gr&ouml;&szlig;enordnung &uuml;bersteigen. Wie lange dauert nun die aktuelle Pause? Die UNO, die jetzt verzweifelt ist, dass diese zweite Pause ziemlich ernst aussieht, sagt &ndash; wahrscheinlich zu Recht &ndash; dass der n&auml;chste El Ni&ntilde;o die Pause beenden wird, so wie der letzte gro&szlig;e die vorherige 19-j&auml;hrige Pause beendet hat. Aber die Tatsache dieser h&auml;ufigen und verl&auml;ngerten Pausen liefert eine eindrucksvolle visuelle Demonstration der Tatsache, dass sich die Welt einfach nicht auf die vom IPCC vorhergesagte 0,3 K/Dekade erw&auml;rmt.Die Profiteure des Untergangs stellen die Pause freilich in einem ganz anderen Licht dar. Sie sagen, dass die acht Jahre der aktuellen Pause die w&auml;rmsten Temperaturen seit Beginn der Aufzeichnungen zeigten. Anscheinend in Unkenntnis der historischen Tatsachen,dass es in den mittelalterlichen, r&ouml;mischen, minoischen und &auml;gyptischen Warmzeiten des Alten Reiches viel w&auml;rmer war, was irgendwie nie als Teil der Aufzeichnung erw&auml;hnt wird.Einige Kommentatoren hier haben spekuliert, dass erwartet werden kann, dass die Sonne 60 ruhige Jahre durchmachen wird, was allm&auml;hlich zu einer globalen Abk&uuml;hlung f&uuml;hrt. Es ist jedoch noch nicht klar, ob verl&auml;ssliche langfristige Vorhersagen der Sonnenaktivit&auml;t gemacht werden k&ouml;nnen. Ein markantes Beispiel f&uuml;r die Schwierigkeiten ist der aktuelle Sonnenfleckenrekord: <img class="wp-image-10230139 jetpack-lazy-image jetpack-lazy-image--handled fr-fic fr-dii" data-attachment-id="10230139" data-comments-opened="1" data-image-caption="" data-image-description="" data-image-meta="{&quot;aperture&quot;:&quot;0&quot;,&quot;credit&quot;:&quot;&quot;,&quot;camera&quot;:&quot;&quot;,&quot;caption&quot;:&quot;&quot;,&quot;created_timestamp&quot;:&quot;0&quot;,&quot;copyright&quot;:&quot;&quot;,&quot;focal_length&quot;:&quot;0&quot;,&quot;iso&quot;:&quot;0&quot;,&quot;shutter_speed&quot;:&quot;0&quot;,&quot;title&quot;:&quot;&quot;,&quot;orientation&quot;:&quot;0&quot;}" data-image-title="image-15" data-large-file="https://i0.wp.com/wattsupwiththat.com/wp-content/uploads/2023/01/image-15.png?fit=720,201&ssl=1" data-lazy-loaded="1" data-medium-file="https://i0.wp.com/wattsupwiththat.com/wp-content/uploads/2023/01/image-15.png?fit=300,84&ssl=1" 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"> (https://i0.wp.com/wattsupwiththat.com/wp-content/uploads/2023/01/image-15.png?ssl=1" style="color:blue; text-decoration:underline;" target="_blank)Die vorhergesagte Sonnenfleckenzahl ist die rote Kurve. Tats&auml;chliche Daten sind die schwarze Spline-Kurve, mit dem laufenden Mittel der sechs Monate in Blau. Es lohnt sich, die Abweichung von der Vorhersage &ndash; auf der hohen Seite &ndash; im Auge zu behalten. Es kann sein, dass die Ruhezeit der Sonne bereits vorbei ist. Wer kann das schon sagen?Was wir sagen k&ouml;nnen, ist dies.Selbst wenn der gesamte Westen bis 2050 tats&auml;chlich Netto-Null-Emissionen erreichen w&uuml;rde, w&auml;re die Welt nur um ein Siebzehntel Grad k&uuml;hler, als wenn sich der aktuelle und anhaltende Aufw&auml;rtstrend der globalen Emissionen fortsetzen w&uuml;rde. Und jede Milliarde Dollar, die wir f&uuml;r die Zerst&ouml;rung der westlichen Volkswirtschaften ausgeben, w&uuml;rde zwischen einem viermillionstel und einem drei&szlig;igmillionstel Grad (0,000004&deg;C bis 0,00000013&deg;C) an zuk&uuml;nftiger Erw&auml;rmung verhindern. Und wir k&ouml;nnen nicht einmal dieses gesetzte Ziel erreichen, weil die notwendigen Technometalle, um Netto-Null zu erreichen, einfach nicht verf&uuml;gbar sind. Und ebenso auch nicht, die mentale, intellektuelle Potenz, der gro&szlig;en Masse hier in Germany, incl. der Stra&szlig;enfestkleber der letzten Degeneration, zu begreifen was hier eigentlich abl&auml;uft. Das Land hat fertig und in sp&auml;testens 3 Jahren, hat es wohl der Letzte begriffen. <img alt="" 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" class="fr-fic fr-dii"> -----weitergeleitete Nachricht Ende-----