Climate "Science" 101: Excess Heat

Frank, scroll up three posts so that you can see the Balmaseda, Trenberth & Kallen graphic. Tell us what the three temperature bands do on the right side of the green vertical bar (the 97/98 el Nino).

Your guys monkeyed with the numbers.

BFD

I take it from this statement that you're unwilling to admit that they rise precipitously. Unsurprising but good to know.

From "Excess heat"? LOL

Yeah where was it prior to heating the ocean?
 
How did a wisp of atmospheric CO2 warm the ocean down to 700m?

http://data:image/jpeg;base64,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
51db229076bfe.preview-620.jpg

Has FCT spoken to you about staying on topic?

The topic you keep avoiding, where was the heat prior to heating the ocean
 
Frank, no one; not me nor anyone else, has ever suggested that any heat was hiding anywhere. The Earth has been accumulating heat ever since CO2 levels began rising and the oceans have absorbed most of it. There have been fluctuations due to wind and circulatory changes, ENSO and PDO changes, changes in the Meridional Overturning Current, things like that. But no heat has been hiding and no hidden heat has suddenly warmed the oceans. The warming of BTK 2013 was hypothesized to be due to circulation changes - warmed surface waters were subducted into the depths when altering wind patterns drove them against continental margins and forced them downward.

Do you understand? Do us all a favor - most especially YOU - and stop asking stupid questions.
 
Seriously -- look at the classic (and never illuminated) Ocean ate my Warming paper by Trenberth et al. There was NEVER A NEED for excess heat to go into hiding until the 1960s.. And the RATE of deep ocean warming stayed constant or DECLINED during the "pause".. So someone obviously failed to call "alli alli oxen free" and release that hiding excess when they needed it

http://data:image/jpeg;base64,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
balmaseda2013_thumb.png


Stayed constant or declined during the pause? Let's bring back a few of those comments about reading graphs.

Not gonna fudge --- you can't read a graph. Not a one. And your memory is lousy as well since we've had this EXACT conversion TWICE before..

When did the "pause" begin? Look at the graphs for THAT PERIOD of time (i'll cheat and tell you to look ONLY above 2000 to the end)) -- and NOTICE that the RATE OF STORAGE (the slope on those graphs) actually DECLINES during the pause. That is what I meant by "the RATE" of warming declined.. It is particularly apparent in the black Upper 300 graph, but it appears in ALL of them.

So if the oceans STOLE heat out of the surface/atmos interaction during the pause -- would you expect the ocean warming to ACCELERATE or DECELERATE?

I could be a toad and insist on using the NOAA version of these graphs. The ones that DONT have phoney "volcanic signatures" showing up 700 meters deep.. But I won't. You can keep thinking this BTK study is actual data.

And I COULD also SUPPORT this concept of deep ocean warming as very delayed (retarded would be better) reaction to a warming that MIGHT have occurred even 100 years prior. Because we know that once it's stored, it tends to be very complex thermal redistribution and could take DECADES to equalize..

In the year 2000, the slope of those temperature trends INCREASE dramatically. That increase eventually falls off, but if you want to say it decreases in 2000, then you have no issue with lying.

That perturbation right at 2000 is an artifact of their modeling.. Doesn't exist in the REAL MEASURED data from NOAA. No lying involved. The slope DECREASES over the period of the pause.

Now tell us --- How did the oceans STEAL missing heat from the surface if it SLOWED the rate of it's EATING heat during the pause. ???


Still waiting to see that "REAL MEASURED data from NOAA". Got any?
 
Seriously -- look at the classic (and never illuminated) Ocean ate my Warming paper by Trenberth et al. There was NEVER A NEED for excess heat to go into hiding until the 1960s.. And the RATE of deep ocean warming stayed constant or DECLINED during the "pause".. So someone obviously failed to call "alli alli oxen free" and release that hiding excess when they needed it

http://data:image/jpeg;base64,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
balmaseda2013_thumb.png


Stayed constant or declined during the pause? Let's bring back a few of those comments about reading graphs.

Not gonna fudge --- you can't read a graph. Not a one. And your memory is lousy as well since we've had this EXACT conversion TWICE before..

When did the "pause" begin? Look at the graphs for THAT PERIOD of time (i'll cheat and tell you to look ONLY above 2000 to the end)) -- and NOTICE that the RATE OF STORAGE (the slope on those graphs) actually DECLINES during the pause. That is what I meant by "the RATE" of warming declined.. It is particularly apparent in the black Upper 300 graph, but it appears in ALL of them.

So if the oceans STOLE heat out of the surface/atmos interaction during the pause -- would you expect the ocean warming to ACCELERATE or DECELERATE?

I could be a toad and insist on using the NOAA version of these graphs. The ones that DONT have phoney "volcanic signatures" showing up 700 meters deep.. But I won't. You can keep thinking this BTK study is actual data.

And I COULD also SUPPORT this concept of deep ocean warming as very delayed (retarded would be better) reaction to a warming that MIGHT have occurred even 100 years prior. Because we know that once it's stored, it tends to be very complex thermal redistribution and could take DECADES to equalize..

In the year 2000, the slope of those temperature trends INCREASE dramatically. That increase eventually falls off, but if you want to say it decreases in 2000, then you have no issue with lying.

That perturbation right at 2000 is an artifact of their modeling.. Doesn't exist in the REAL MEASURED data from NOAA. No lying involved. The slope DECREASES over the period of the pause.

Now tell us --- How did the oceans STEAL missing heat from the surface if it SLOWED the rate of it's EATING heat during the pause. ???


Let's see your data.

WTF you talking about Wilbur ?? We're talking about reading an f-ing graph... What data do you need?

Do you know what the slope of a line is? Do you know the difference between DEcelerating and ACcelerating and what that looks like on a graph? Of course you don't. Or wouldn't have asked for "my data"...
 
FCT said:
Nor have I see a follow-up, FULL SCALE paper...

92 articles have cited BTK 2013. Here are the first 20

  1. Thomas L. Delworth, Fanrong Zeng, Anthony Rosati, Gabriel A. Vecchi, Andrew T. Wittenberg, A Link between the Hiatus in Global Warming and North American Drought, Journal of Climate, 2015, 28, 9, 3834CrossRef
  2. Torbjørn Lorentzen, A statistical analysis of sea temperature data, Theoretical and Applied Climatology, 2015, 119, 3-4, 585CrossRef
  3. J.P. Morris, S. Thatje, J. Ravaux, B. Shillito, D. Fernando, C. Hauton, Acute combined pressure and temperature exposures on a shallow-water crustacean: Novel insights into the stress response and high pressure neurological syndrome, Comparative Biochemistry and Physiology Part A: Molecular & Integrative Physiology, 2015, 181, 9CrossRef
  4. Joel Finnis, Atanu Sarkar, Mark C.J. Stoddart, Bridging science and community knowledge? The complicating role of natural variability in perceptions of climate change, Global Environmental Change, 2015, 32, 1CrossRef
  5. Braddock K. Linsley, Henry C. Wu, Emilie P. Dassié, Daniel P. Schrag, Decadal changes in South Pacific sea surface temperatures and the relationship to the Pacific decadal oscillation and upper ocean heat content, Geophysical Research Letters, 2015, 42, 7, 2358Wiley Online Library
  6. Aiguo Dai, John C. Fyfe, Shang-Ping Xie, Xingang Dai, Decadal modulation of global surface temperature by internal climate variability, Nature Climate Change, 2015, 5, 6, 555CrossRef
  7. Doug M. Smith, Richard P. Allan, Andrew C. Coward, Rosie Eade, Patrick Hyder, Chunlei Liu, Norman G. Loeb, Matthew D. Palmer, Chris D. Roberts, Adam A. Scaife, Earth's energy imbalance since 1960 in observations and CMIP5 models,Geophysical Research Letters, 2015, 42, 4, 1205Wiley Online Library
  8. Daniel J. A. Johansson, Brian C. O’Neill, Claudia Tebaldi, Olle Häggström, Equilibrium climate sensitivity in light of observations over the warming hiatus, Nature Climate Change, 2015, 5, 5, 449CrossRef
  9. Hua Su, Xiangbai Wu, Xiao-Hai Yan, Autumn Kidwell, Estimation of subsurface temperature anomaly in the Indian Ocean during recent global surface warming hiatus from satellite measurements: A support vector machine approach,Remote Sensing of Environment, 2015, 160, 63CrossRef
  10. Rodrigo J. Bombardi, Jieshun Zhu, Lawrence Marx, Bohua Huang, Hua Chen, Jian Lu, Lakshmi Krishnamurthy, V. Krishnamurthy, Ioana Colfescu, James L. Kinter, Arun Kumar, Zeng-Zhen Hu, Shrinivas Moorthi, Patrick Tripp, Xingren Wu, Edwin K. Schneider, Evaluation of the CFSv2 CMIP5 decadal predictions, Climate Dynamics, 2015, 44, 1-2, 543CrossRef
  11. Armin Köhl, Evaluation of the GECCO2 ocean synthesis: transports of volume, heat and freshwater in the Atlantic,Quarterly Journal of the Royal Meteorological Society, 2015, 141, 686, 166Wiley Online Library
  12. Sirpa Häkkinen, Peter B. Rhines, Denise L. Worthen, Heat content variability in the North Atlantic Ocean in ocean reanalyses, Geophysical Research Letters, 2015, 42, 8, 2901Wiley Online Library
  13. Rui Xin Huang, Heaving modes in the world oceans, Climate Dynamics, 2015CrossRef
  14. Hugo Beltrami, Gurpreet S. Matharoo, Jason E. Smerdon, Impact of borehole depths on reconstructed estimates of ground surface temperature histories and energy storage, Journal of Geophysical Research: Earth Surface, 2015, 120, 5, 763Wiley Online Library
  15. Steven J. Smith, James Edmonds, Corinne A. Hartin, Anupriya Mundra, Katherine Calvin, Near-term acceleration in the rate of temperature change, Nature Climate Change, 2015, 5, 4, 333CrossRef
  16. C.M. Hall, B. Amelung, S. Cohen, E. Eijgelaar, S. Gössling, J. Higham, R. Leemans, P. Peeters, Y. Ram, D. Scott, On climate change skepticism and denial in tourism, Journal of Sustainable Tourism, 2015, 23, 1, 4CrossRef
  17. C. D. Roberts, M. D. Palmer, D. McNeall, M. Collins, Quantifying the likelihood of a continued hiatus in global warming,Nature Climate Change, 2015, 5, 4, 337CrossRef
  18. Gengxin Chen, Weiqing Han, Yuanlong Li, Dongxiao Wang, Michael J. McPhaden, Seasonal-to-Interannual Time-Scale Dynamics of the Equatorial Undercurrent in the Indian Ocean*, Journal of Physical Oceanography, 2015, 45, 6, 1532CrossRef
  19. Stephan Lewandowsky, Naomi Oreskes, James S. Risbey, Ben R. Newell, Michael Smithson, Seepage: Climate change denial and its effect on the scientific community, Global Environmental Change, 2015, 33, 1CrossRef
  20. Julie Kalansky, Yair Rosenthal, Timothy Herbert, Samantha Bova, Mark Altabet, Southern Ocean contributions to the Eastern Equatorial Pacific heat content during the Holocene, Earth and Planetary Science Letters, 2015, 424, 158CrossRef
If you'd like to see the rest, visit: Distinctive climate signals in reanalysis of global ocean heat content - Balmaseda - 2013 - Geophysical Research Letters - Wiley Online Library


Don't care about Citations.. I care about a paper that reveals their methods and data.. And EXPLAINS the plausible mechanism for heating to 1000 meters in short periods of time.
 
Seriously -- look at the classic (and never illuminated) Ocean ate my Warming paper by Trenberth et al. There was NEVER A NEED for excess heat to go into hiding until the 1960s.. And the RATE of deep ocean warming stayed constant or DECLINED during the "pause".. So someone obviously failed to call "alli alli oxen free" and release that hiding excess when they needed it

http://data:image/jpeg;base64,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
balmaseda2013_thumb.png


Stayed constant or declined during the pause? Let's bring back a few of those comments about reading graphs.

Not gonna fudge --- you can't read a graph. Not a one. And your memory is lousy as well since we've had this EXACT conversion TWICE before..

When did the "pause" begin? Look at the graphs for THAT PERIOD of time (i'll cheat and tell you to look ONLY above 2000 to the end)) -- and NOTICE that the RATE OF STORAGE (the slope on those graphs) actually DECLINES during the pause. That is what I meant by "the RATE" of warming declined.. It is particularly apparent in the black Upper 300 graph, but it appears in ALL of them.

So if the oceans STOLE heat out of the surface/atmos interaction during the pause -- would you expect the ocean warming to ACCELERATE or DECELERATE?

I could be a toad and insist on using the NOAA version of these graphs. The ones that DONT have phoney "volcanic signatures" showing up 700 meters deep.. But I won't. You can keep thinking this BTK study is actual data.

And I COULD also SUPPORT this concept of deep ocean warming as very delayed (retarded would be better) reaction to a warming that MIGHT have occurred even 100 years prior. Because we know that once it's stored, it tends to be very complex thermal redistribution and could take DECADES to equalize..

In the year 2000, the slope of those temperature trends INCREASE dramatically. That increase eventually falls off, but if you want to say it decreases in 2000, then you have no issue with lying.

That perturbation right at 2000 is an artifact of their modeling.. Doesn't exist in the REAL MEASURED data from NOAA. No lying involved. The slope DECREASES over the period of the pause.

Now tell us --- How did the oceans STEAL missing heat from the surface if it SLOWED the rate of it's EATING heat during the pause. ???


Still waiting to see that "REAL MEASURED data from NOAA". Got any?



Done this 3 times now BullWinkle. I can't keep feeding you.. You're not following much..


heat_content55-07.png
 
http://data:image/jpeg;base64,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
balmaseda2013_thumb.png


Stayed constant or declined during the pause? Let's bring back a few of those comments about reading graphs.

Not gonna fudge --- you can't read a graph. Not a one. And your memory is lousy as well since we've had this EXACT conversion TWICE before..

When did the "pause" begin? Look at the graphs for THAT PERIOD of time (i'll cheat and tell you to look ONLY above 2000 to the end)) -- and NOTICE that the RATE OF STORAGE (the slope on those graphs) actually DECLINES during the pause. That is what I meant by "the RATE" of warming declined.. It is particularly apparent in the black Upper 300 graph, but it appears in ALL of them.

So if the oceans STOLE heat out of the surface/atmos interaction during the pause -- would you expect the ocean warming to ACCELERATE or DECELERATE?

I could be a toad and insist on using the NOAA version of these graphs. The ones that DONT have phoney "volcanic signatures" showing up 700 meters deep.. But I won't. You can keep thinking this BTK study is actual data.

And I COULD also SUPPORT this concept of deep ocean warming as very delayed (retarded would be better) reaction to a warming that MIGHT have occurred even 100 years prior. Because we know that once it's stored, it tends to be very complex thermal redistribution and could take DECADES to equalize..

In the year 2000, the slope of those temperature trends INCREASE dramatically. That increase eventually falls off, but if you want to say it decreases in 2000, then you have no issue with lying.

That perturbation right at 2000 is an artifact of their modeling.. Doesn't exist in the REAL MEASURED data from NOAA. No lying involved. The slope DECREASES over the period of the pause.

Now tell us --- How did the oceans STEAL missing heat from the surface if it SLOWED the rate of it's EATING heat during the pause. ???


Let's see your data.

WTF you talking about Wilbur ?? We're talking about reading an f-ing graph... What data do you need?

Do you know what the slope of a line is? Do you know the difference between DEcelerating and ACcelerating and what that looks like on a graph? Of course you don't. Or wouldn't have asked for "my data"...

How very convenient that AFTER you claim the slope decreases with the pause (which began in 1998) you suggest that you were actually talking about other data (which is the data I wanted to see since this data doesn't do what you say it does) and then you go on to claim its an artifact.

What crap. Your NOAA/NESDIS data only contain one of the three sets BTK shows and it displays a similar launch upward between 2001 and 2004.
 
Last edited:
Frank, no one; not me nor anyone else, has ever suggested that any heat was hiding anywhere. The Earth has been accumulating heat ever since CO2 levels began rising and the oceans have absorbed most of it. There have been fluctuations due to wind and circulatory changes, ENSO and PDO changes, changes in the Meridional Overturning Current, things like that. But no heat has been hiding and no hidden heat has suddenly warmed the oceans. The warming of BTK 2013 was hypothesized to be due to circulation changes - warmed surface waters were subducted into the depths when altering wind patterns drove them against continental margins and forced them downward.

Do you understand? Do us all a favor - most especially YOU - and stop asking stupid questions.

So the must be coming from the interior of the Earth because, clearly this "Excess heat" was not registering in the atmosphere. Your Cult must be suggesting that CO2 is causing the Earth interior to run hotter or I just wonder why you'd include the oceans in your calculations
 
The IPCC (redistribute wealth by Climate change) alleges that the oceans are "absorbing" 93% of "excess heat"

"Ocean warming dominates the global energy change inventory. Warming of the ocean accounts for about 93% of the increase in the Earth’s energy inventory between 1971 and 2010 (high confidence), with warming of the upper (0 to 700 m) ocean accounting for about 64% of the total.

It is likely that the ocean warmed between 700 and 2000 m from 1957 to 2009, based on 5-year averages. It is likely that the ocean warmed from 3000 m to the bottom from 1992 to 2005, while no significant trends in global average temperature were observed between 2000 and 3000 m depth during this period. Warming below 3000 m is largest in the Southern Ocean {3.2.4, 3.5.1, Figures 3.2b and 3.3, FAQ 3.1} ...

It is virtually certain that upper ocean (0 to 700 m) heat content increased during the relatively well-sampled 40-year period from 1971 to 2010."

http://www.ipcc.ch/pdf/assessment-report/ar5/wg1/WG1AR5_Chapter03_FINAL.pdf

Topic for discussion:

  1. What is Excess Heat?
  2. Where was this excess heat hiding before being absorbed by the oceans
  3. Describe the mechanism by which the ocean absorbs excess heat. The IPCC (redistribute wealth by Climate change) alleges that this process occurs from the surface all the dow to the bottom of the Laurentian Abyss

You got it all wrong Frank, the Earth's battery is running low.

The Earth s Battery Is Running Low

When is the last time Mother Earth changed out the battery?
 
Jesus H Kee-Rist, Frank. Will you take the fooking ear plugs out?

Since the beginning of the Earth, the oceans have absorbed the majority of the solar energy that strikes us.
 
The IPCC (redistribute wealth by Climate change) alleges that the oceans are "absorbing" 93% of "excess heat"

"Ocean warming dominates the global energy change inventory. Warming of the ocean accounts for about 93% of the increase in the Earth’s energy inventory between 1971 and 2010 (high confidence), with warming of the upper (0 to 700 m) ocean accounting for about 64% of the total.

It is likely that the ocean warmed between 700 and 2000 m from 1957 to 2009, based on 5-year averages. It is likely that the ocean warmed from 3000 m to the bottom from 1992 to 2005, while no significant trends in global average temperature were observed between 2000 and 3000 m depth during this period. Warming below 3000 m is largest in the Southern Ocean {3.2.4, 3.5.1, Figures 3.2b and 3.3, FAQ 3.1} ...

It is virtually certain that upper ocean (0 to 700 m) heat content increased during the relatively well-sampled 40-year period from 1971 to 2010."

http://www.ipcc.ch/pdf/assessment-report/ar5/wg1/WG1AR5_Chapter03_FINAL.pdf

Topic for discussion:

  1. What is Excess Heat?
  2. Where was this excess heat hiding before being absorbed by the oceans
  3. Describe the mechanism by which the ocean absorbs excess heat. The IPCC (redistribute wealth by Climate change) alleges that this process occurs from the surface all the dow to the bottom of the Laurentian Abyss

You got it all wrong Frank, the Earth's battery is running low.

The Earth s Battery Is Running Low

When is the last time Mother Earth changed out the battery?
 
Jesus H Kee-Rist, Frank. Will you take the fooking ear plugs out?

Since the beginning of the Earth, the oceans have absorbed the majority of the solar energy that strikes us.

What does that have to do with your failed AGW Theory?
 
Not gonna fudge --- you can't read a graph. Not a one. And your memory is lousy as well since we've had this EXACT conversion TWICE before..

When did the "pause" begin? Look at the graphs for THAT PERIOD of time (i'll cheat and tell you to look ONLY above 2000 to the end)) -- and NOTICE that the RATE OF STORAGE (the slope on those graphs) actually DECLINES during the pause. That is what I meant by "the RATE" of warming declined.. It is particularly apparent in the black Upper 300 graph, but it appears in ALL of them.

So if the oceans STOLE heat out of the surface/atmos interaction during the pause -- would you expect the ocean warming to ACCELERATE or DECELERATE?

I could be a toad and insist on using the NOAA version of these graphs. The ones that DONT have phoney "volcanic signatures" showing up 700 meters deep.. But I won't. You can keep thinking this BTK study is actual data.

And I COULD also SUPPORT this concept of deep ocean warming as very delayed (retarded would be better) reaction to a warming that MIGHT have occurred even 100 years prior. Because we know that once it's stored, it tends to be very complex thermal redistribution and could take DECADES to equalize..

In the year 2000, the slope of those temperature trends INCREASE dramatically. That increase eventually falls off, but if you want to say it decreases in 2000, then you have no issue with lying.

That perturbation right at 2000 is an artifact of their modeling.. Doesn't exist in the REAL MEASURED data from NOAA. No lying involved. The slope DECREASES over the period of the pause.

Now tell us --- How did the oceans STEAL missing heat from the surface if it SLOWED the rate of it's EATING heat during the pause. ???


Let's see your data.

WTF you talking about Wilbur ?? We're talking about reading an f-ing graph... What data do you need?

Do you know what the slope of a line is? Do you know the difference between DEcelerating and ACcelerating and what that looks like on a graph? Of course you don't. Or wouldn't have asked for "my data"...

How very convenient that AFTER you claim the slope decreases with the pause (which began in 1998) you suggest that you were actually talking about other data (which is the data I wanted to see since this data doesn't do what you say it does) and then you go on to claim its an artifact.

What crap. Your NOAA/NESDIS data only contain one of the three sets BTK shows and it displays a similar launch upward between 2001 and 2004.

The slope DOES decrease during the pause. Can't help you with your complete inability to pull inferences out of visual data.. In order to "decrease during the pause" LOGICALLY it would have had to be LARGER going into the pause. OMG.. Hopeless.
IN EITHER data set.. And if you can't see how much more prevalent all those modeling artifacts are in BTK -- that's also a graph-reading problem..

If you can't answer the question...

Is the SLOPE higher from 1992 to 2000 --- or from 2002 - 2010 -- you shouldn't be posting data and graphs..
 
No the treehugger Millennial environmentalists who won't let the forest service clear out underbrush cause forest fires.

Which explains the record fires in Alaska. We used to clear the brush from all of Alaska, and now we don't.

Or wait, the Alaskan case kind of totally debunks the "liberals won't let us clear the brush!" kookery, being nobody ever cleared brush in Alaska.
 
Jesus H Kee-Rist, Frank. Will you take the fooking ear plugs out?

Since the beginning of the Earth, the oceans have absorbed the majority of the solar energy that strikes us.

What's the "Average temperature" of the Atlantic Ocean?
 
No the treehugger Millennial environmentalists who won't let the forest service clear out underbrush cause forest fires.

Which explains the record fires in Alaska. We used to clear the brush from all of Alaska, and now we don't.

Or wait, the Alaskan case kind of totally debunks the "liberals won't let us clear the brush!" kookery, being nobody ever cleared brush in Alaska.
wow, you really have no thought process. Logic escapes you badly.

So which is it, does man cause fires or does nature? you're now all over the place. Or are you saying that there were never fires before humans?

Which then trickles down to the thought, if no one is present when a tree falls in the woods does it make a sound?

Oh, and I'm still waiting for that apology liar.
 
Last edited:
I'm still unclear on CO2 causing forest fires, is there any real science on this?

If a climate change causes an area with forests to dry, it would increase the odds of fires. Seems simple enough.
No the treehugger Millennial environmentalists who won't let the forest service clear out underbrush cause forest fires.
Enough of that God damned lie. The Forest Service cannot clear out underbrush and thin because every year, just as we are doing this week, the Forest Service runs out of money allotted to fighting fires, and has to pull out money from other budgets, the first being forest management.

All These Fires Are Burning Through Firefighters Budgets WIRED

THE WHOLE WEST is freckled with fires. And in between each fire, the land is dry and hot as hell. As of yesterday, six million acres of US land has caught fire in 2015. But it’s not the burning land that has firefighters anxious. It’s that the money we’re throwing at these fires is burning up, and will soon come out of the budget for preventing future fires.

The vicious cycle was outlined Wednesday in a report from the US Forest Service. In the past 20 years, the agency’s firefighting budget has more than tripled, which means less money for everything else the service does. And even that budget swell isn’t enough fuel for the firefighting: Many years—including the past three—fire suppression has gone over its already-inflated budget, burning through money for other programs.

And the fire season has just begun.
 
I'm still unclear on CO2 causing forest fires, is there any real science on this?

If a climate change causes an area with forests to dry, it would increase the odds of fires. Seems simple enough.
No the treehugger Millennial environmentalists who won't let the forest service clear out underbrush cause forest fires.
Enough of that God damned lie. The Forest Service cannot clear out underbrush and thin because every year, just as we are doing this week, the Forest Service runs out of money allotted to fighting fires, and has to pull out money from other budgets, the first being forest management.

All These Fires Are Burning Through Firefighters Budgets WIRED

THE WHOLE WEST is freckled with fires. And in between each fire, the land is dry and hot as hell. As of yesterday, six million acres of US land has caught fire in 2015. But it’s not the burning land that has firefighters anxious. It’s that the money we’re throwing at these fires is burning up, and will soon come out of the budget for preventing future fires.

The vicious cycle was outlined Wednesday in a report from the US Forest Service. In the past 20 years, the agency’s firefighting budget has more than tripled, which means less money for everything else the service does. And even that budget swell isn’t enough fuel for the firefighting: Many years—including the past three—fire suppression has gone over its already-inflated budget, burning through money for other programs.

And the fire season has just begun.
and who is starting all these fires? Man?
 

Forum List

Back
Top