ManUniCast made a good forecast of stationary orographic precipitation bands today (although it produced a band in the south that didn't really occur at this time). Check out the observed radar from raintoday.co.uk and the model forecast.
(Thanks to Jonathan Fairman for pointing this out.)
Saturday 18 October 2014
Saturday 19 April 2014
Effect of Humber River water temperature on cloud cover
Today was a beautiful sunny day in England, with highs in the lower and mid teens (°C). In the spring on days like this, the surrounding water temperature is less than the air temperature over the land (in the upper single digits to 10°C). The wind was blowing about 10 mph from the east.
The Humber River is a large estuary on the east coast of the UK, which works its way well inland. Today, the surrounding land was warmer than the Humber River Valley. Thus, it would take more lift to produce convective storms (a measure we meteorologists call Level of Free Convection or LFC) over the river valley than over the land. The result today were small cumulus clouds over most of eastern England, except downstream of the Humber as seen in the visible satellite imagery from late this afternoon.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfJZ4Gw2ryXl2ChFCFZ3EO3rc0TYEONZ6RPYGHcfCTxGD0VOewbLC5V_O_3PbzMdWYxi_R2rgZYjBk3jyuw1djPIqCzZdNg1KdthTMsVDcBuVJZgSyUXAkyA1EuAYkCVJ5VvYVhjZeDwSg/s1600/Screen+Shot+2014-04-19+at+7.46.00+PM.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6pSJoJslp4bwSAsnMP1AZWCVd54sR2s0QJ5Zfk7PGhkTpfru6RxGzKeyDDU_eD4H8DtNy-ohKZQzO65cJ84w20iVdKsUq0i9CYaWM4rP-rusSMbhkQ9zYgnNZ-XHlvikuWDDKQDXd38oK/s1600/lfc_2014-04-19_1100_d02.png)
Consider the LFC today (below), and you can see that the LFC was about 1400 m over and downstream of the Humber, as opposed to less than 1000 m over the land (zoomed in).
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfSRY2mJSbQE66kr1PBxmgJvZR71M5LLdc7p1oQ-OxMHa9wdgZgtafCfcKmUBl5evNe8ZHGR1ah0sE05xaHB3mlM-8-Ug6sfMLi4gVHk5EmvNRjpEPHC8h4cg7iE-xE0Gwufvh4MVpWyoV/s1600/front_temp_T2_lfc_2014-04-19_1600_d02.png)
This difference in temperature across the Humber leads to frontogenesis, would could force a secondary circulation (ascent on the warm side and descent on the cold side).
Sure enough, the satellite imagery shows an enhanced band of clouds downstream of the Humber.
ManUniCast was able to capture that feature.
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)
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)
Satellite imagery courtesy of sat24.com.
The Humber River is a large estuary on the east coast of the UK, which works its way well inland. Today, the surrounding land was warmer than the Humber River Valley. Thus, it would take more lift to produce convective storms (a measure we meteorologists call Level of Free Convection or LFC) over the river valley than over the land. The result today were small cumulus clouds over most of eastern England, except downstream of the Humber as seen in the visible satellite imagery from late this afternoon.
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfJZ4Gw2ryXl2ChFCFZ3EO3rc0TYEONZ6RPYGHcfCTxGD0VOewbLC5V_O_3PbzMdWYxi_R2rgZYjBk3jyuw1djPIqCzZdNg1KdthTMsVDcBuVJZgSyUXAkyA1EuAYkCVJ5VvYVhjZeDwSg/s1600/Screen+Shot+2014-04-19+at+7.46.00+PM.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6pSJoJslp4bwSAsnMP1AZWCVd54sR2s0QJ5Zfk7PGhkTpfru6RxGzKeyDDU_eD4H8DtNy-ohKZQzO65cJ84w20iVdKsUq0i9CYaWM4rP-rusSMbhkQ9zYgnNZ-XHlvikuWDDKQDXd38oK/s1600/lfc_2014-04-19_1100_d02.png)
Consider the LFC today (below), and you can see that the LFC was about 1400 m over and downstream of the Humber, as opposed to less than 1000 m over the land (zoomed in).
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfSRY2mJSbQE66kr1PBxmgJvZR71M5LLdc7p1oQ-OxMHa9wdgZgtafCfcKmUBl5evNe8ZHGR1ah0sE05xaHB3mlM-8-Ug6sfMLi4gVHk5EmvNRjpEPHC8h4cg7iE-xE0Gwufvh4MVpWyoV/s1600/front_temp_T2_lfc_2014-04-19_1600_d02.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEit6JaVDWlXoKlf6yrbjxu9Vaa82ZEf-Mk-zxdg_agsbg1zwoZ3coDJf4_Q0xhDVMIoi1Wb-jQMLr80W6KRSHCVGGi61YuXO-R7SRIIiQg1jtst7pXKRc_f_bWWtd_2ANZqVCML4TUH5LXU/s1600/Screen+Shot+2014-04-19+at+7.47.53+PM.png)
This difference in temperature across the Humber leads to frontogenesis, would could force a secondary circulation (ascent on the warm side and descent on the cold side).
Sure enough, the satellite imagery shows an enhanced band of clouds downstream of the Humber.
ManUniCast was able to capture that feature.
Satellite imagery courtesy of sat24.com.
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