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Tag Archives: Nikolov & Zeller
Countering Consensus Calculations
Guest Post by Peter Morcombe (gallopingcamel) The Kyoto Protocol Elites around the world tend to believe that rising levels of CO2 in our atmosphere will cause catastrophic climate changes. Collectively they wield enough power to shape energy policies in many … Continue reading
Robinson and Catling model closely matches data for Titan’s atmosphere
Posted by Peter Morcombe, April 2014 “Climate Science” is a strange discipline that makes all kinds of claims that lack any valid mathematical basis. For example, the Arrhenius hypothesis: “The selective absorption of the atmosphere is……………..not exerted by the chief … Continue reading
Posted in Climate
Tagged atmospheric temperature, Nikolov & Zeller, Peter Morcombe, Robinson & Catling, Titan
11 Comments
Challenging Arrhenius Again
Posted on behalf of Peter Morcombe Consensus climate scientists contend that the GHE (Greenhouse Effect) amounts to 33oC. My definition of the GHE is the change in the average temperature of a planetary body that can be attributed to its … Continue reading
Arrhenius Revisited
Guest Post by Peter Morcombe Verity Jones kindly provided a soap box for me to compare the theories of Nikolov & Zeller to those of “Climate Scientists” exemplified by Scott Denning. If N&Z are right the huge sums of money … Continue reading
Posted in Climate, CO2
Tagged Arrhenius, Forcing, Nikolov & Zeller, Peter Morcombe, Scott Denning
108 Comments
Unified Theory of Climate Revisited
Peter Morcombe copied me into an email last week asking for feedback on a reworking of his calculations on Nikolov & Zeller’s theory. He’s had some feedback, notably from Robert G. Brown. Peter emails: “Robert’s objections are based on dimensional … Continue reading
Digging in the Clay 
Unified Theory of Climate
Guest Post by Peter Morcombe In October 2011, Nikolov & Zeller published a poster called the “Unified Theory of Climate” (Direct link to Poster) claiming that planetary surface temperatures can be calculated accurately if pressure and TSI (Total Solar Irradiance) are known. … Continue reading →