tag:blogger.com,1999:blog-12577726374699124512024-03-05T02:06:13.208-08:00Enoch Smith's Unconventional Writings(c) Copyright 2011-2023 by Enoch Smith (pseudonym). All Rights Reserved.Enoch Smithhttp://www.blogger.com/profile/00914062191648860632noreply@blogger.comBlogger3125tag:blogger.com,1999:blog-1257772637469912451.post-28553922626503963752023-04-13T08:54:00.000-07:002023-04-13T08:54:06.232-07:00Forecast: Sunny, 2% Chance of Catastrophe<br />
<div style="text-align: justify;">A solar storm could blackout electricity for months to hundreds of millions of people in the United States. This could cause the deaths of millions of people in the United States. The storm could cause similar blackouts around the world. There is scientific evidence to support these statements. </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhumJpkIK_mgUUdbod5BTrx8keI0fEnT-htTb7ou6ILPh0EVyjXczY6iMET1jD5QyQbQwwqeWcMBpz_k3Qa4axGqwO91snkBgOrB1tyKG80i68e1lmLs32xs8aO-T_we48GPukgmMivAbk/s1600/blackoutmap.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhumJpkIK_mgUUdbod5BTrx8keI0fEnT-htTb7ou6ILPh0EVyjXczY6iMET1jD5QyQbQwwqeWcMBpz_k3Qa4axGqwO91snkBgOrB1tyKG80i68e1lmLs32xs8aO-T_we48GPukgmMivAbk/s320/blackoutmap.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Blackout regions for a repeat of 1921 solar storm.</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
A 2012 paper estimated a 12% chance of a "Carrington event" solar storm within the next 10 years. (Riley, 2012) More recently, estimates have been closer to 2% for such an event. (C. Alex Young, quoted by Kolitz, 2021)<br /></div><div style="text-align: justify;"> </div><div style="text-align: justify;">In a 2008 National Academy of Sciences report, Kappenman <b>[1]</b> estimated a repeat of a 1921 solar storm smaller than a Carrington event would knockout 350 extra-high voltage (EHV) transformers on the US electric power grid, and that this could blackout electricity for 130 million people, potentially for months because of the time it takes to replace a single EHV transformer. Kappenman estimates a repeat of the 1859 Carrington event
could "<b>take out the entire [US] grid ... for weeks or perhaps months on
end</b>" (Ferris, 2012; emphasis added). Such blackouts could also happen around the world because the power grids
of other nations have the same vulnerability, and a solar storm is a worldwide event.<br />
<br />
The electric power grid is a foundation of modern civilization.<b>[2]</b> It transmits power for cities to pump water and sewage, for gas stations to pump fuel into cars, for refrigeration of food, for telecommunications, lighting and air conditioning, and for computers and the Internet, which are now critical for banking and commerce. If these services were halted across the nation or a multi-state region to hundreds of millions of people for a period of months, millions of people could perish. A human being can survive only a few days without water. Cars could run out of gasoline before people could leave the region.<br />
<br />
The good news is that it may be relatively inexpensive to protect the EHV transformers, to prevent or reduce blackouts from a Carrington event. The bad news is that there is little public awareness and apparently insufficient industry and government consensus to solve the problem. Although in 2010 the US House passed a bill to address this problem with recommendations from the National Academy of Sciences and the Department of Energy, the Senate did not pass the bill. (Pry, 2010; Behr, 2011) Instead, the Senate put more funding into "clean energy", which would not address this problem. (Unruh, 2010) A bill to address the problem was considered by Congress in 2013, but not enacted.</div>
<div style="text-align: justify;">
<br />
The goal of this article is to help generate enough public awareness of the problem to ensure it is addressed before a catastrophe occurs. This article will focus just on the Carrington event, rather than the
1921 storm.<b> </b><br />
<br />
<b>THE CAUSE OF THE PROBLEM: SOLAR STORMS</b></div>
<div style="text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZgLccMoYA_zaGB9i9Tx7gbiU_CNqCwmlaN-x3SOczu-jfOYR-VNbRWKBLs-DXQ2VAzIlA3bO6E6y1VoYkz6XDVQrrzBZ4OSaeHgjx0-wMB7O0EXimuSt53DP8j8f3mNg6mnO76aY4HZo/s1600/cme.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="291" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZgLccMoYA_zaGB9i9Tx7gbiU_CNqCwmlaN-x3SOczu-jfOYR-VNbRWKBLs-DXQ2VAzIlA3bO6E6y1VoYkz6XDVQrrzBZ4OSaeHgjx0-wMB7O0EXimuSt53DP8j8f3mNg6mnO76aY4HZo/s320/cme.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Relative size of Sun, CME, and Earth (JPL/NASA and ESA)</td></tr>
</tbody></table>
About every day or so, a solar storm releases a billion-ton burst of electrons and protons, called a coronal mass ejection (CME), which travels away from the Sun at speeds averaging about a million miles per hour.<b> [3]</b> If a CME happens to be directed toward the Earth, it can impact the Earth's magnetic field, causing a geomagnetic storm to release a trillion watts of power into the atmosphere, producing auroras. An especially strong CME can cause geomagnetically induced currents (GIC's) to flow in high-voltage electric transmission lines, which effectively act as very long antennas. A GIC can cause 300 amperes of current to flow from the ground into a high voltage transformer, melting its copper winding. (Kappenman, 2012)</div>
<div style="text-align: justify;">
<br />
<b>SOME PREVIOUS BLACKOUTS CAUSED BY SOLAR STORMS</b> </div>
<div style="text-align: justify;">
A 1989 solar storm much less powerful than either the 1921 solar storm or a Carrington event damaged transformers and caused transmission lines in Quebec's power grid to fail, blacking out power to 6 million people for 9 hours. (Boteler, 2012; Koza, 2008)<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT7KTglhrTQGZfk4whfwXtUt9YEHWuRWOLutlPpy2XK-VWMnOHFTScWtrMqMjCc4vXWhaM4bOQP3x4DAdvcSkeV6tB62sXod-HgkbsTD37TiFiiR-EF_9Br1_x_H307gyhhN-8YiGqM1M/s1600/boteler+1989+slide.PNG" style="margin-left: auto; margin-right: auto;"><img border="0" height="321" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgT7KTglhrTQGZfk4whfwXtUt9YEHWuRWOLutlPpy2XK-VWMnOHFTScWtrMqMjCc4vXWhaM4bOQP3x4DAdvcSkeV6tB62sXod-HgkbsTD37TiFiiR-EF_9Br1_x_H307gyhhN-8YiGqM1M/s400/boteler+1989+slide.PNG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">1989 damage to Quebec power grid. (Boteler,2012)</td></tr>
</tbody></table>
<br />
According to Kappenman (2012) "A later surge in the storm destroyed a large transformer at a New Jersey nuclear plant and nearly took down U.S. power grids from the mid-Atlantic through the Pacific Northwest."<br />
<br /></div>
<div style="text-align: justify;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8bT-nFGdgXxazl8t-a7HpCn5J1rs1qD-_4zqGImpmk7UDCjSlKz9M95og8ul6rrRF0gWq34FT6sDF3ZmSkK8IHee-YvHm6ZjCkL3oCDTa5hyphenhyphen-MizM2J9SOASZFqHjdOx26c7bNJEpLr8/s1600/transformer.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="264" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8bT-nFGdgXxazl8t-a7HpCn5J1rs1qD-_4zqGImpmk7UDCjSlKz9M95og8ul6rrRF0gWq34FT6sDF3ZmSkK8IHee-YvHm6ZjCkL3oCDTa5hyphenhyphen-MizM2J9SOASZFqHjdOx26c7bNJEpLr8/s640/transformer.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Solar storm damage to an EHV transformer. (Kappenman, 2011)</td></tr>
</tbody></table>
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLB3r9sR4uHokwhtPfqbi02yXLd9C5PtPFmNf4rz3mahtIBu4VdE-Mpmi-M2l8KI2ivKwQMmEQOYwxHpS5VeWOr0mD5F23z3Aw_PjTC8tWWGFPB6GBaTUaoL57e72hN2zifAKOwPyHnDE/s1600/south+africa+transformer.PNG" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLB3r9sR4uHokwhtPfqbi02yXLd9C5PtPFmNf4rz3mahtIBu4VdE-Mpmi-M2l8KI2ivKwQMmEQOYwxHpS5VeWOr0mD5F23z3Aw_PjTC8tWWGFPB6GBaTUaoL57e72hN2zifAKOwPyHnDE/s320/south+africa+transformer.PNG" width="237" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Damage to transformer in South Africa. (Ostenwald, 2012)</td></tr>
</tbody></table>
In 1972, a solar storm caused a power transformer in British Columbia to explode (Ferris, 2012; Ostenwald, 2012).<br />
<br />
A solar storm in 2003 caused a blackout in Sweden, inducing currents as high as 330 amperes on a transformer. The ESKOM Network in South Africa reported 15 transformers were damaged by high GIC currents. (Ostenwald, 2012)</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB7yPPmHqje792Zbku48djK0wRxyQ-XmQm29BBACo4PiuY6KtwM2kZeJ6YSmsPfW9aF4iREsqJbp7QtDIOWVew_zt8e99tuLatqQTH12cE324SsOMc-5-qZ47TjLpSTkla5iXqcyyeCnQ/s1600/carrington+drawing.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgB7yPPmHqje792Zbku48djK0wRxyQ-XmQm29BBACo4PiuY6KtwM2kZeJ6YSmsPfW9aF4iREsqJbp7QtDIOWVew_zt8e99tuLatqQTH12cE324SsOMc-5-qZ47TjLpSTkla5iXqcyyeCnQ/s320/carrington+drawing.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Carrington's 1859 drawing of sunspots and flares.</td></tr>
</tbody></table>
The most powerful geomagnetic storm in recorded history was in 1859, before any electric power grid existed. This event was named after the British astronomer Richard C. Carrington who observed sunspots and solar flares linked with it. According to the 2008 National Academy of Sciences report, "auroral displays of extraordinary brilliance were observed throughout North and South America, Europe, Asia, and Australia, and were seen as far south as Hawaii, the Caribbean, and Central America in the Northern Hemisphere and in the Southern Hemisphere as far north as Santiago, Chile ... and telegraph networks around the world—the “Victorian Internet”—experienced major disruptions and outages." Sparking caused fires in some telegraph offices. "In several locations, operators disconnected their systems from the batteries and sent messages using only the current induced by the aurora."<b> </b><br />
<br />
<b>WHY EHV TRANSFORMERS ARE THE GRID'S ACHILLES HEEL</b></div>
<div style="text-align: justify;">
Quoting Kappenman (2012):<br />
<blockquote class="tr_bq">
<div style="text-align: justify;">
"Of all the parts of the power grid, high-voltage transformers are among the most likely to fail in a geomagnetic storm and also among the most difficult to replace. If a big storm were to knock out several hundred transformers in one fell swoop, manufacturers wouldn't be able to supply replacements quickly—there is no global stockpile. EHV transformers, which can handle voltages of 345 kV or higher, weigh about 200 tons and cost about $10 million each. Building one requires exquisite, near-artisanal craftsmanship, including meticulously hand winding the paper-tape insulation around the copper winding at the transformer's core. One EHV transformer can take several weeks to assemble and test, and it takes years to train skilled assemblers. Even the largest transformer plants can build only about 30 to 50 per year. With the shortage of skilled labor and specialized materials that would likely accompany a prolonged blackout, simply maintaining that level of output would be a challenge, never mind ramping up new production." </div>
</blockquote>
</div>
A 2009 Metatech report stated: <br />
<ul style="text-align: justify;">
<li>"Manufacturing capability in the world for EHV-class transformers continues to be limited relative to present market demand for these devices. Further, manufacturers would be unable to rapidly supply the large number of replacement transformers needed should the U.S. or other power grids suffer a major catastrophic loss of EHV Transformers.</li>
<li>"Manufacturers presently have a backlog of nearly 3 years for all EHV transformers (230 kV and above). ...</li>
<li>"Only one plant exists in the U.S. capable of manufacturing a transformer up to 345 kV. No manufacturing capability exists in the U.S. at present for 500 kV and 765 kV transformers, which represent the largest group of At-Risk transformers in the U.S."</li>
</ul>
<div style="text-align: justify;">
Thus it appears the U.S. would depend on shipment of most at-risk EHV transformers from manufacturing plants located overseas. Kappenman (2012) notes the transformers are becoming more vulnerable:<span style="background-color: white;"> </span></div>
<blockquote class="tr_bq">
<div style="text-align: justify;">
"Also worrisome is that many transformers in the United States, Western Europe, and Japan are fast approaching the end of their useful lives. The average age of U.S. transformers is about 40 years. Over the decades, each of these devices has likely experienced at least minor overheating and other insults from GICs. An aged transformer that's been exposed to repeated injury is of course far more likely to fail than a brand-new transformer." </div>
</blockquote>
<div style="text-align: justify;">
This implies transformers could fail as a result of smaller, more frequent solar storms.<b> </b><br />
<br />
<b>THINGS THAT WON'T SOLVE THE PROBLEM</b></div>
<div style="text-align: justify;">
Realistically, local backup generators can replace only a small
fraction of the energy delivered via the electrical grid. If the
catastrophe occurs, then backup generators will eventually run out of
fuel and it may not be possible to get more fuel, since diesel and gasoline pumps
run on electricity, and electricity provides power for storage and control systems in the oil industry.<b>[2]</b> Even so, backup generators might help buy time for recovery to mitigate a catastrophe, if they were deployed in advance in much greater numbers. This is further discussed below.<br />
<br />
Likewise, solar power and wind power are at best only of limited help. If the grid is down because EHV transformers are knocked out, then energy from power plants cannot be transmitted to users. It doesn't matter whether the power plant is a large solar farm or wind farm. People could still use locally generated solar power for their homes and to recharge electric vehicles, but this offers at best a very limited mitigation.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>SOME KNOWN UNKNOWNS</b></div>
<div style="text-align: justify;">
Scientists cannot predict reliably whether a Carrington event will occur in the next few weeks, months, this year or next year, etc. The best prediction to date appears to be Riley's estimate of a 12% probability within the next 10 years. Riley writes "By virtue of their rarity, extreme space weather events, such as the Carrington event of 1859, are difficult to study, their rates of occurrence are difficult to estimate, and prediction of a specific future event is virtually impossible."<br />
<br />
Scientists apparently do not yet know what is the most powerful space weather event that the Sun can generate, at its present age. For example, recently scientists observed the most powerful solar X-ray flare ever, briefly making the Sun the brightest gamma ray source in the sky. (Chow, 2012) And recently it was reported that "Sometime between 1,237 and 1,238 years ago, the earth was inundated by a massive blast of high-energy radiation greater than any known to have occurred either before or since – but no one knows its source." (Myslewski, 2012) Daniel Baker of the University of Colorado's Laboratory for Atmospheric and Space Physics was quoted as saying "I would like to think about whether a strong CME moving directly towards Earth could have produced the intense proton population that impacted Earth's atmosphere".<b> </b><br />
<br />
<b>DEGREE OF CONSENSUS</b></div>
<div style="text-align: justify;">
It appears several other scientists and engineers agree with Kappenman that a Carrington event, or similar great geomagnetic storm, could cause extensive long-lasting damage to the electric power grid. A recent Wall Street Journal article (Tracy, 2012) quotes Peter
Vincent Pry of of the Task Force on National and Homeland Security as
saying "We already know that the danger to society is great enough to
warrant taking immediate action." Frank Koza of PJM
Interconnect is quoted as saying "no one can provide
sufficient evidence that an immediate large-scale investment by the
assets owner and government would adequately address the risk", which indicates agreement that there is a serious risk, at least.<br />
<br />
Pulkkinen <i>et al</i> (2011) write "it is generally understood that geomagnetically induced currents (GIC) causing half-cycle saturation of high-voltage power transformers are the leading mode for the most severe problems such as electric blackouts and equipment damage", citing papers by Kappenman (1996) and Molinski (2002). However, Tracy (2012) quotes Pulkkinen as not being certain that a Carrington event would have the impact predicted by Kappenman, saying "We need to carry out more detailed and more rigorous analysis before we know for sure."<b>[4]</b><br />
<br />
Since solar storms even half the magnitude of the Carrington event happen rarely, it might not be possible to get enough data about them to support a rigorous analysis all scientists would agree with. And scientists may not have time to reach a complete consensus, before another Carrington event occurs. In that case it would be prudent to protect the grid from the scenarios predicted by worst case estimates, if it is possible to do so.<br />
<br />
<div style="text-align: justify;">
<b>PROBABILITY OF ANOTHER CARRINGTON EVENT</b><br />
<div style="text-align: justify;">
Although
Riley (2012) estimated a 12% chance of another Carrington event
within the next 10 years, an analysis of ice core data indicates the 1859
Carrington event was the most powerful solar storm in the past 450 years. (McCracken et al, 2001) Thus, some might think that solar
storms on the scale of the Carrington event can only happen "once in 500
years" and that it is very unlikely
there will be two Carrington events between, say 1859 and 2022, a
period of 163 years.</div>
<div style="text-align: justify;">
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHwjCGEjI4TTZbny6lSC5nhbwnrbyqFi2HtRYZrBveHk9FF6VUqJGFQDYpf9-aByZhLcnljyIcp16l9gLZfGaBn0ZhgO_1GzTpA2LW0ZaJP_D1tLgVAqkrAvbL8_AnHDeSGU-Zhredazc/s1600/solar+events+over+500+years.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHwjCGEjI4TTZbny6lSC5nhbwnrbyqFi2HtRYZrBveHk9FF6VUqJGFQDYpf9-aByZhLcnljyIcp16l9gLZfGaBn0ZhgO_1GzTpA2LW0ZaJP_D1tLgVAqkrAvbL8_AnHDeSGU-Zhredazc/s640/solar+events+over+500+years.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Magnitude of solar events from 1561-1994. (McCracken et al, 2001)</td></tr>
</tbody></table>
</div>
<div style="text-align: justify;"> </div><div style="text-align: justify;">However,
until scientists understand the complex dynamics of the Sun well enough
to predict when such events will occur, it is more cautious to estimate probabilities of events within time periods, than to jump to a conclusion an event can only happen once in 500 years. Using a simple probability calculation, if a Carrington event has one chance in 500 to happen independently each
year, and it happens in 1859, then it has a 28% chance of happening again within 163 years. <br />
<br />
Mathematicians would object to applying independent probabilities
retrospectively to the period from 1859 to 2011. If we estimate that the chance is 1 in 500 for a Carrington event to happen independently each year (which is a reasonable first estimate, based on the ice core data) then a simple probability calculation gives a 2% chance for a Carrington event to happen within the next ten years. Perhaps coincidentally, this agrees with C. Alex Young's estimate, quoted by Kolitz (2021).<br />
<br />
Riley <b>[5]</b> writes: <br />
<blockquote class="tr_bq">
"By showing that the frequency of
occurrence scales as an inverse power of the severity of [a space weather] event, and
assuming that this relationship holds at higher magnitudes, we are able
to estimate the probability that an event larger than some criteria will
occur within a certain interval of time in the future. For example, the
probability of another Carrington event (based on Dst < 850 nT)
occurring within the next decade is ~12%."(Riley, 2012) </blockquote>
</div>
<div style="text-align: justify;">
Riley makes it clear that 12% is only the best estimate he can give at
this point as a space weather forecast. This is not a situation where
one can calculate a definitive, exact probability. The science of solar
physics is incomplete, the data is imperfect and at best supports
approximate estimates.<br />
<br />
From a policy and engineering perspective it
does not matter whether the probability is 2% or 12%. We
would not tolerate a design of an elevator that had one chance in a
thousand of killing its occupants. If our electric power grid has
vulnerabilities to a Carrington event that can cause millions of deaths,
and trillions of dollars in losses anytime within the next 10 years,
then we should take immediate action to prevent the deaths and damages,
even if the preventive cost is several billion dollars. The risk may be
highest in the next year or two, corresponding to expected solar cycle
peak sunspot activity. <br />
<br />
The
bottom line is that betting the fate of millions of people against the
probability of another Carrington event in the next decade is, in
Kappenman's words, "playing Russian roulette with the Sun" (Ferris,
2012). For all we know, a Carrington event could happen two weeks from
now, next month, or anytime afterwards. </div>
</div>
<b>COSTS TO ADDRESS THE PROBLEM</b> </div>
<div style="text-align: justify;">
To avoid or mitigate a catastrophe from a Carrington event, three strategies are possible:<br />
<ol>
<li><b>Space Weather Monitoring & Prediction</b>: NASA presently monitors solar storms and issues warnings about CME's. Power companies could prevent damage to transformers by pre-emptively taking them offline if a CME is predicted to be extremely dangerous, intentionally causing short-term blackouts in order to prevent longer-term blackouts as a result of damaged transformers. While monitoring and prediction are important and worthwhile, any predictive method has the risk of false positives and false negatives, either of which could result in substantial costs. This also relies on human judgment for the dynamic protection of the electrical grid, with the potential for human errors, compounded by possible previous false positives or negatives. Hence, monitoring and prediction should not be the only form of prevention or mitigation. </li>
<li><b>Protective Devices</b>. Designs exist for protecting EHV transformers by placing resistors or high-powered vacuum tubes at the neutral to ground juncture. (Kappenman, 2012; Ostenwald, 2012). The benefit of such designs would be to continuously mitigate or prevent damage to EHV transformers, caused by geomagnetic storms. Kappenman estimates the cost to implement such designs in the U.S. to be on the order of $1 billion. (Stein, 2012) </li>
<li><b>Backup Devices</b>. Spare transformers could be manufactured and placed onsite at power plants for immediate use if necessary. At $10 million each, 350 transformers would cost $3.5 billion.<b>[6]</b> The U.S. should develop the capability to manufacture these onshore, to reduce lead time and ensure supply. A year's supply of diesel fuel should be stored with the backup generators at each US nuclear facility, along with spare parts for the generators, to protect against Fukushima explosions. Kappenman estimates less than $1 billion for this. (Stein, 2012) Gasoline and diesel fueled backup generators could be an important line of defense to mitigate a catastrophe, if most gasoline stations
had backup generators running on gasoline to power their pumps, if banks
had backup generators to continue running computers, if the Internet
had backup generators for key computers, if there were adequate backup
generators for water and sewer pumps, etc. The economic and technical feasibility of this would need to be
evaluated in the emergency program recommended below. </li>
</ol>
To provide maximum protection against a catastrophe, all of the above strategies should be combined. The initial estimates for items 2 and 3 total $5.5 billion. According to the 2008 National Academy report, the US financial impact of a solar superstorm could be 1 to 2 trillion dollars in the first year. If there is a 12%
chance of a Carrington event within the next 10 years, then the mathematically
expected impact is on the order of hundreds of billions of
dollars, which more than justifies the cost of these protective measures. Of course, such calculations cannot comprehend the human suffering and
loss of life from a multi-state or national blackout lasting for months.<b> </b><br />
<br />
<b>WHAT THE GOVERNMENT SHOULD DO</b><br />
The protection of the electric grid should not be addressed by
introducing new regulations and gradually phasing in changes, which is the present direction being considered by the Federal Energy Regulatory Commission (Tracy, 2012). That could be
reasonable if it were certain a Carrington event would not occur within
fifty years, but is not wise for a 12% chance of a catastrophe
within ten years.<br />
<br />
Protection of the nation's EHV transformers should be achieved by an emergency program of the federal
government, moving with well-coordinated, deliberate speed to avert a national catastrophe as rapidly as possible. If possible, protective devices should be installed on key EHV transformers before the peak of solar activity predicted in early to mid 2013, or within the next year or two at most, since we do not know how much time we have.<b>[7]</b><br />
<br />
If research and engineering are needed to develop solutions for protecting the grid, then this work should be conducted with the centralized speed of a Manhattan Project, enlisting the best engineers and scientists in the nation. In parallel with developing solutions to protect the grid, researchers should continue to analyze the potential impact of a Carrington event on the grid, to try to reach a scientific consensus on its severity. <br />
<br />
In strengthening the electric power grid to withstand a Carrington event, the emergency program should also strengthen it to withstand a nuclear EMP attack. This should be part of a larger, emergency effort to protect diverse national technologies (Internet, computers, electronics,
etc.) against EMP attacks (viz. Foster <i>et al</i>, 2004;
Casti, 2012).<b>[8]</b><br />
<br />
The emergency program should also evaluate the economic and technical feasibility of backup devices and rapidly introduce them if possible. Spare transformers should be manufactured and placed onsite at power plants for immediate use if necessary. Engineering should be expedited to configure nuclear plants to perform cooling with electricity generated onsite during electric power blackouts, and not depend solely on backup generators to avoid Fukushima explosions.<b>[9]</b> If feasible, the program should ensure cities have backup generators to power water and sewer pumps, provide backup generators for the Internet, etc. There should be regulations requiring gas
stations to have gasoline-powered backup generators enabling them to
continue pumping fuel during an electric grid blackout; requiring
banks to have backup generators able to run their computers; etc.<br />
<br />
The emergency program should be federally funded, since it involves the interstate electric power grid and the welfare of the nation. We cannot expect the states or the individual power utilities to independently cover the costs,
in time to avert a potential catastrophe. The costs to protect EHV transformers from solar storms could not have been expected by the utilities when power plants were built. It's appropriate for the federal government to bear this burden, to protect the grid as rapidly as possible.<br />
<br />
Knowledge should be shared with other nations. It will be to the benefit of each nation, if all nations can experience a Carrington event as just a brief blackout. If other nations require help to avoid a catastrophe, this would be an appropriate use of the budget for foreign aid.<b> </b><br />
<br />
<b>SPACESHIP EARTH AND THE TITANIC</b><br />
One hundred years ago, a ship was launched that its owners said was "designed to be unsinkable". Thinking the ship would remain afloat if
it struck an iceberg, it did not carry enough lifeboats for everyone
aboard. On its maiden voyage, it hit an iceberg and sank, with the deaths of 1,514 people. The ship had been designed to stay afloat even if four of its compartments were flooded, but the blow of the iceberg caused five compartments to flood. Its naval architect was on board and realized quickly the ship was doomed, after the fact. He went down with the ship, trying to help save as many lives as possible.<br />
<br />
Over the past one hundred years, engineers have constructed a vast electric power grid for "spaceship Earth". Virtually every aspect of human civilization now depends on this grid. Only recently have we learned that spaceship Earth's electric power grid is vulnerable to a blow from the Sun, which in the worst case could leave human civilization across large geographic areas "adrift at land", eventually without water, without food, and without fuel, for months on end.<br />
<br />
Some owners of the electric power grid may believe it is unsinkable. Some in industry and government may believe a solar storm strong enough to take down the grid for months on end is unlikely to happen. There is reluctance to spend money on lifeboats for the EHV transformers that are vital to the grid, though several scientists and engineers warn they are at risk.<b> </b><br />
<br />
In a recent PBS Nova program, James Green of NASA Planetary Science,
who discovered the 1859 reports of the Carrington event, said:<br />
<blockquote class="tr_bq">
"It
has the potential of knocking out power grids. And if it burns out
transformers that are hard to replace, we may be without electricity in
many areas for a very long period of time. ... It takes several months
to make them, and if you burn out half of them, we're going to be
shooting squirrels and chopping wood out the back yard for a long period
of time, just to survive."</blockquote>
Of course, most people
cannot survive by shooting squirrels and chopping wood. This was a way of saying the situation would be dire. To support this article's statement that millions of lives could be
lost, an "absolute worst case scenario" is presented in note <b>[10]</b>.<b> </b><br />
<br />
<b>WHAT YOU CAN DO</b><br />
Study the available information. If you agree this is a problem worth solving, tell people whom you know about the problem, and urge Congress and the President to support an emergency program to solve it.<br />
<br />
You should also try to prepare for survival if a catastrophe occurs, of course.<br />
<br />
<b>ABOUT THE AUTHOR</b><br />
Enoch Smith is a concerned US citizen, writing as a civic duty in the constructive tradition of Publius and the Federalist Papers. These writings should be evaluated solely on their facts and logic. They were not written by anyone mentioned in them.<b> </b><br />
<br />
<b>NOTES</b><br />
<div style="text-align: justify;">
<b>[1]
</b>John Kappenman is a power engineer and consultant who has studied the effects of solar storms on electrical power grids for thirty years. The references section below cites some of his published papers. According to his web page he has "provided presentations to the US Presidents’ Commission on Critical Infrastructure Protection on the Potential Impact of Geomagnetic Storms on Electric Power System Reliability ... served on the Science Advisors Panel for the NOAA Space Environment Center ... [been] one of the principle investigators under contract with the Congressional Commission to Assess the Threat to the United States from Electromagnetic Pulse ... presented testimony before the US House Science Committee in October 2003 on the importance of geomagnetic storm forecasting for the electric power industry ... was a principal investigator examining the Vulnerability of the Electric Power Grid for Severe Geomagnetic Storms for FEMA under Executive Order 13407 ... was also one of the Principal Contributors to the 2008 US National Academy of Sciences Report on Severe Space Weather Events"<br />
<br />
<b>[2]</b> Quoting Kappenman (2003a):<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-BvR4wfZkbiWoFTf2pCt-ECbE1PljLg0PfUTZQg4SdykrOF0D_gQPELobrSg_EOGvqnrycLG5mrlMx0yOz4fK0HwSyV99X_ma47m2VsDQb3exxDsCfi3u2yuLJSp_vNtX9vDJMoMRULs/s1600/infrastructure+dependencies.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="353" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-BvR4wfZkbiWoFTf2pCt-ECbE1PljLg0PfUTZQg4SdykrOF0D_gQPELobrSg_EOGvqnrycLG5mrlMx0yOz4fK0HwSyV99X_ma47m2VsDQb3exxDsCfi3u2yuLJSp_vNtX9vDJMoMRULs/s400/infrastructure+dependencies.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Major infrastructure dependencies. (Kappenman, 2003a; Source: US DOE)</td></tr>
</tbody></table>
<blockquote class="tr_bq">
"As
this illustrates, electric power supply is central to the sustained
operation of most of the nation’s other critical infrastructures. Only a
small portion of these infrastructure facilities have emergency on-site
generation of sufficient capacity that allows them to continue
operation in the face of a blackout event. Water treatment and pumping
require enormous amounts of electric power and as result very few of
these systems have redundant power supply options. Loss of pumping in
time will lead to drop of city water pressure, as storage tanks and
reservoirs cannot be recharged for residential distribution. In large
high-rise buildings, city supply water pressure needs to be supplemented
with electric pumps to lift water to upper floors for water
distribution. Therefore within a matter of a few hours potable water
distribution in many locations can become a serious concern. Perishable
foods are generally at risk of complete loss within 12 hours or less.
... nearly all refueling operations from underground storage tanks
require restoration of electric power supply. ... backup generation at a
few critical hubs ... generally have around 72 hours of available fuel.
Therefore power grid outages of longer durations would be highly
problematic in that refueling may be logistically impossible in all
situations."</blockquote>
The situation related to backup generators is illustrated by the following table: <br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-Qupo67M6mDJd-CUxqEFkgVKPh-b2gpIhK76l9vfPI_Z9VAFDKtV7jnK5YmvPjxIHUCc5kFZXjDyIMtbBAl_gXMbecp8oPDcpkVxSnQRW4O4eQfgZ9yqtzc45QPRFD_MT93BLu_Dl84Q/s1600/US+energy+consumption.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="264" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-Qupo67M6mDJd-CUxqEFkgVKPh-b2gpIhK76l9vfPI_Z9VAFDKtV7jnK5YmvPjxIHUCc5kFZXjDyIMtbBAl_gXMbecp8oPDcpkVxSnQRW4O4eQfgZ9yqtzc45QPRFD_MT93BLu_Dl84Q/s320/US+energy+consumption.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">US energy consumption in Petawatts. (Source: Wikipedia, US EIA)</td></tr>
</tbody></table>
<br />
Theoretically, if the entire oil consumption of the US were diverted to local backup generators fueled by diesel or gasoline, then it could replace the power generated by nuclear, coal, and hydroelectric energy sources while the electric power grid is down. However, this would be logistically impossible during a blackout, and leave little fuel for transportation.<br />
<br />
<b>[3]</b>
The frequency of CME's ranges from about once every five days during
solar minima, to about three times a day during solar maxima. The 1859
Carrington event was actually two CME's hitting the Earth within a
period of a few days (August 28 to September 2), with the second CME
causing the problems observed with telegraphs. So, a Carrington event
may be more likely to occur during a solar maxima period, such as the
Sun is now entering.</div>
<div style="text-align: justify;">
<br />
Xie <i>et al</i> (2005) studied solar storms lasting longer than 3 days. They found about 65% were caused by successive CME's, and that the most intense storms involved multiple CME's interacting with each other and with high-speed solar wind streams. The 1921 solar superstorm was described at the time as "a protracted series of magnetic storms" from May 12-21 (Cortie, 1921). Boteler (2012) comments that the 1989 solar storm causing the Quebec blackout was due to two CME's. The "Halloween solar storm" involved multiple CME's causing three geomagnetic storms between October 29 and November 2, 2003. During the current solar cycle, a series of four large CME's impacted Earth between August 4-5, 2010. On August 10, 2011, three consecutive CME's produced auroras as far south as Oklahoma and Alabama.<br />
<br />
This means that EHV transformers need to be
protected against a multiple whammy of CME's happening
within a few days to a few weeks. If feasible, the protection technology
needs to be robust, able to handle any number of large CME's
happening in series. We don't want to repeat the Titanic error of
protecting against N events and then sinking because of N+1.</div>
<div style="text-align: justify;">
<br />
<b>[4]</b> In assessing the potential impact of a 100-year geomagnetic storm, Pulkkinen et al (2011) discuss information about the geomagnetic field recorded during the Carrington event:<br />
<blockquote class="tr_bq">
"...from the viewpoint of the analysis in this paper, perhaps the most significant observation during the event comes from Rome, Italy ... the observation indicates that the maximum expansion of the auroral current system may have been about 20 degrees more southward than during the March 1989 or October 2003 storms. Although this may sound somewhat fantastic and the single data point was not based on modern scientific instrumentation, one cannot simply disregard the Rome observation. .. there is no direct means to quantify the likelihood of such occurrence. ... we are inclined to hold our conjecture that the threshold at about 50-55 degrees of geomagnetic latitude holds for most major and extreme geomagnetic storms - possibly also for 100-year events. ... However, it is emphasized again that more extreme geomagnetic storm data is required for more definite conclusions regarding the 100-year location of the threshold geomagnetic latitude."</blockquote>
If the geomagnetic field can be affected at lower latitudes, this would indicate a broader region of potential impact on the electric grid. They consider different explanations including the possibility the Rome observation was erroneous. It does not appear they consider an explanation due to the Carrington event being two CME's: perhaps the first CME weakened the geomagnetic field, allowing the second CME to affect lower latitudes. As noted previously, during the Carrington event auroras were observed at latitudes as far south as Hawaii, the Caribbean, and Central America in the Northern Hemisphere, according to the 2008 National Academy report.</div>
<div style="text-align: justify;">
<br />
<b>[5]</b> Riley's paper analyzes four measures of severity for space weather events, noting that many others could be investigated in future research. For two of these measures (CME speed and strength of geomagnetic storms measured in the 'disturbance-storm time' index, or Dst) he derives an estimate of 12% probability for a Carrington event to occur within the next 10 years. He notes this agreement may be a coincidence. For a third data set, regarding strength of X-ray flares, he finds the
data is insufficient to estimate probability of a repeat Carrington
event. The ice core analysis of McCracken <i>et al</i> (2001) provides a fourth data set, from which Riley derives a 3% probability of a Carrington event to occur in the next 10 years. He writes:<br />
<blockquote class="tr_bq">
The value of [the ice core] data lies in their long time span, going back more than 400 years; however, they are not without caveats. First, while the nitrate spikes are generally believed by space physicists to be a record of large, historical space weather events ... ice core chemists are skeptical [Wolff et al., 2008]. They posit that no viable mechanism exists by which Solar Proton Events could be imprinted within the ice, suggesting instead that high concentrations of sea salt provide a simpler and more consistent explanation for the deposition of aerosol nitrates. Second, there are only 70 events spanning the 450 years for which we have data. ... with such a limited number of events, the statistics of the fit and the resulting probability estimates will be more prone to error. </blockquote>
Riley discusses alternate methods for estimating probabilities of rare events, explaining why he uses power law distributions for rare space weather events. His method depends on the probabilities involved not changing over time, i.e. having "time stationarity". He writes:<br />
<blockquote class="tr_bq">
For the Sun, this is clearly an approximation that requires careful assessment. On the scale of a decade or so, the solar activity cycle modulates many solar parameters ... The largest 2% of geomagnetic storms (the so-called “super storms”), for example, tend to occur shortly after the maxima of the decadal-scale solar activity cycles, occurring most often near the equinoxes ... any predictions made over say the next decade would necessarily be solar cycle-averaged predictions, and the actual probability of an extreme space weather event at some point in the cycle may be different.</blockquote>
For the Dst data set, he notes:<br />
<blockquote class="tr_bq">
Another potentially important trend is the tendency for the strongest storms to become stronger over the last four solar cycle maxima. Whereas the top 5 storms around 1970 lay between 200 and 300 nT, by 2005, the five most intense storms lay between 350 and 450 nT. If such a trend is real it suggests a basic nonstationarity in the data on the same scale as the duration of the data set, and that predictions of future events may underestimate their true probability.</blockquote>
For the ice core data set, he writes: <br />
<blockquote class="tr_bq">
Although it is not possible to show rigorously, because of the limited sample size, there is no obvious trend in the distribution of event sizes or temporal clustering to suggest that the time series is obviously nontime stationary. </blockquote>
More generally, he writes:<br />
<blockquote class="tr_bq">
Over longer time scales, there is ample evidence for nonstationarity. Solanki <i>et al </i>...argued that compared to activity over the last 11,000 years, the last 70 years have been a time of exceptional activity. Steinhilber <i>et al</i> ...also found that solar activity now is stronger than 85% of the time over the last 9,300 years. ... If the time series were not stationary in the past, they are no more likely to be stationary in the future. ... Abreu <i>et al </i>...estimated that the current grand maximum is only likely to persist for another 15–36 years. Similarly, Lockwood <i>et al</i> ...argued that solar activity rose during the first half of the 20th century, peaking in years 1955 and 1986, and subsequently declined, with the grand maximum ending within the next 20 years or so. Lockwood <i>et al</i>...further estimated that there is a 10% probability that activity on the Sun will decrease producing grand minimum conditions during the next 40 years. Obviously, if such conditions do ensue, probabilistic forecasts based on more active solar conditions may be less accurate. </blockquote>
Finally, he notes that his analysis does not cover the time-nonstationarity of solar storms that involve multiple CME's happening in sequence. So, there is much more work that can be done to refine future estimates for likelihood of a Carrington event. Riley's estimate of a 12% chance within 10 years is the best estimate he can give at present, based on his analyses.<br />
<br />
<b>[6]</b> Behr (2011) reports, quoting Richard Lordan of EPRI: <br />
<blockquote class="tr_bq">
The Department of Homeland Security has funded EPRI's design of a modular replacement transformer that is now being tested. It can be adapted to the range of substation configurations around the grid, and shipped in three pieces by truck to wherever it was needed. It will be installed for field testing in 2012. But there are a host of unanswered policy questions before the replacement transformers could provide effective backup...beginning with how they would be paid for. "What would be the appropriate deployment strategy? How many are needed? Who owns them? Who maintains them? And who determines when an event is severe enough to warrant deployment?" he said. "These conversations are going on."</blockquote>
Rather than shipping replacement transformers after failures occur, the nation would recover more quickly and more surely from a loss of many transformers if replacements were already onsite, ready for use. In any case, it appears that development of an adequate supply of backup transformers will necessarily be a longer-term activity. Installation of protective devices on existing transformers appears to be the most feasible way of quickly preventing or mitigating the problem.<br />
<br />
<b>[7]</b> Boteler (2012) describes an edge effect, which indicates the key transformers to protect may be those at the start and end of long networks. <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnV-bCshyphenhyphenhoW4XQxfL3eL1ajINS0isYUIjgmu2l0ZdY5PDMq8ztYriZ5ZII6SOPVIshZ3AY3k2Nx9U-3VzLcwDwNObtig2Mnv3goQkL8N9MPk0hyphenhyphenmW7hrnf6KIozOh4pJYS1hpwYFGJdo/s1600/key+transformers++-+boteler+2012.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnV-bCshyphenhyphenhoW4XQxfL3eL1ajINS0isYUIjgmu2l0ZdY5PDMq8ztYriZ5ZII6SOPVIshZ3AY3k2Nx9U-3VzLcwDwNObtig2Mnv3goQkL8N9MPk0hyphenhyphenmW7hrnf6KIozOh4pJYS1hpwYFGJdo/s320/key+transformers++-+boteler+2012.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Source: Boteler (2012)</td></tr>
</tbody></table>
It seems that if the outer transformers are protected, then the edge effect could move inward to the next transformers, and so on - this is a topic for engineering design to protect the grid.<br />
<br />
NASA predicts the peak sunspot activity of the current solar
cycle to occur in early or mid 2013. The current solar cycle may have
the least peak sunspot activity in the past 100 years, which is one
reason for optimism. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR5dKZ2Lh2Lkn_RD72R2YD_QBekcUV00AfuHXHLDgGXl9K_ZYnR-UThA1bh9JHU_PpnihbUFAOxr3BlU6tA60wyuXY3HNWv8NftGQdXDvJ3cUNyytCvRF0ZegamStsQRx6-PUNqHqRQdg/s1600/solar+cycle+24+predicted+peak.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="241" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR5dKZ2Lh2Lkn_RD72R2YD_QBekcUV00AfuHXHLDgGXl9K_ZYnR-UThA1bh9JHU_PpnihbUFAOxr3BlU6tA60wyuXY3HNWv8NftGQdXDvJ3cUNyytCvRF0ZegamStsQRx6-PUNqHqRQdg/s320/solar+cycle+24+predicted+peak.JPG" width="320" /></a></div>
<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv8VfmyrpyIG3fpN_BNphbKzzZMuMBhL-5EjNcCbV9nuZAL-a7vkryRWXD2j4P_HKpgvbFnrbEvoXGv9h0Yy_KzTFe7VVkXzdWrTmK-kbu8M6xv34EwxbyABFd5Rpm7rIZwdgNKxyOMHw/s1600/sunspot+cycles.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="275" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv8VfmyrpyIG3fpN_BNphbKzzZMuMBhL-5EjNcCbV9nuZAL-a7vkryRWXD2j4P_HKpgvbFnrbEvoXGv9h0Yy_KzTFe7VVkXzdWrTmK-kbu8M6xv34EwxbyABFd5Rpm7rIZwdgNKxyOMHw/s320/sunspot+cycles.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Source: Ostenwald (2012)</td></tr>
</tbody></table>
On the other hand, the 1859 Carrington event
was in a solar cycle with peak sunspot activity lower than most of the cycles over the past sixty years.<br />
<br />
<b>[8] </b>In theory, a single nuclear missile launched from a ship in the Gulf of Mexico and causing a nuclear explosion 200 miles above Kansas, could generate an electromagnetic (EMP) pulse that could potentially knock out the electric grid and virtually all electronics in the US (all computers, all cars that have electronic ignition, ...). This is a major reason why the US is at risk of attack from rogue nuclear nations like North Korea or potentially Iran. Some ideas the Manhattan Project could investigate include: Building Faraday cages into new automobiles, to protect their electronics; Building Faraday cages around critical computers for banking, the internet and telecommunications, as well as around ATM's, PC's, TVs, etc; Developing and applying extreme-high spike protection for the E1 component of EMP, to protect devices connected to the electric power grid. It may be much more expensive to protect the nation from an EMP attack than from a Carrington Event, but it should be done, if feasible.<br />
<br />
<b>[9]</b> That is, normally nuclear generators should perform cooling using electrical power from the grid, as they currently do in the US, so that they can be cooled by the grid during maintenance. During an electric power blackout, a reactor should be cooled with the electricity it generates onsite. Backup generators should only be needed for cooling if a nuclear plant must be shut down for maintenance during a blackout. This strategy would reduce the risk of Fukushima explosions for current nuclear plants during an extended blackout. New technologies for nuclear power generation, such as pebble bed reactors, are designed to be passively safe and be cooled by natural circulation. Because of its efficiency in generating large amounts of energy, nuclear power remains necessary to support US energy needs and economic growth.<br />
<br />
<b>[10] </b><b>AN ABSOLUTE WORST CASE SCENARIO</b><br />
<i>Following is a description of what could conceivably happen as a worst case, not a prediction of what will happen. Hopefully governments will take steps to protect electric power grids so that a future Carrington event causes just brief blackouts, and few if any deaths occur. If no such steps are taken, then perhaps a Carrington event will not cause such widespread damage. At this point there is not a complete scientific consensus, but at least one expert has said the entire US grid could be down for weeks or months on end. This scenario extrapolates that prediction to the rest of the world, since a Carrington event will be a worldwide geomagnetic storm:</i><br />
<br />
A Carrington event occurs, and
humanity is not prepared to prevent or reduce its impact. It takes down
electrical grids around the world. Collectively, nations around the
world need to replace thousands of EHV transformers. Every continent
except Antarctica is blacked out. The problem is so severe that no
nation could possibly restore electrical power for several months.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIcctJdBMe57_9jL1BKC23X7prNRJvD5lsteO3Sugl9h3qxrddZru73yPiiU2_37usiHqmA1wCGCXDoKUHgiG9OfT1UDoRQcwdaICVgtKkqbTwgwUSiQHCMK4OijAveuA4S1gijQTAS9U/s1600/hurricane+rita.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIcctJdBMe57_9jL1BKC23X7prNRJvD5lsteO3Sugl9h3qxrddZru73yPiiU2_37usiHqmA1wCGCXDoKUHgiG9OfT1UDoRQcwdaICVgtKkqbTwgwUSiQHCMK4OijAveuA4S1gijQTAS9U/s320/hurricane+rita.JPG" width="228" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Highway jam due to hurricane Rita, 2005.</td></tr>
</tbody></table>
Several
technologies are shut down immediately when the Blackout occurs. People no longer have air
conditioning or refrigeration. Food in homes and stores begins to spoil. Gasoline
stations cannot pump fuel. Electric cars cannot be recharged, except where solar power is available off the grid. After a
few weeks almost all cars have run out of fuel, and highways are jammed
by vehicles with empty tanks. The railroads halt due to lack of fuel and
electricity. Air travel halts due to fuel shortages. What food or fuel
exists cannot be delivered. Cities
without backup generators cannot pump water or sewage for the public. Those with backup generators stop when they run out of fuel. Markets quickly run out of food because they
depend on just-in-time shipments. Farming is virtually halted in developed
nations, where farms depend on electricity and fuel. Ocean
transport is halted, due to lack of fuel. There is no ability to ship
replacement EHV transformers even if they were available. Solar and wind
power cannot be transmitted because the grid is down. Where solar power
is available locally in homes, it provides little relief, nor could it
even if every home had solar power: people need food and water. Rioting and looting become widespread. Sewage problems
lead to outbreaks of dysentery.<br />
<br />
Cell
phones, smart phones, the Internet and GPS all stop working when the
Blackout occurs. Land-line telephones continue to work, running on
batteries and backup generators, but are jammed by an overload of calls.
It takes hours to connect a phone call. There is no electricity for
television and radios. People can hear emergency radio messages if
they have battery-powered radios. Eventually the land-line telephones
and battery-powered radios run out of energy.<br />
<br />
Because
the Internet is down, and there is no electricity to run computers,
commerce stops. People cannot get cash at ATMs. Bank tellers cannot
lookup account balances to give cash to customers, or perform transfers
between accounts. Stores cannot process credit cards. They are out of
stock anyway, and can't get new shipments. Manufacturing is halted,
because plants don't have power, cannot communicate, and depend on
just-in-time shipments of new stocks. New EHV transformers cannot be
manufactured, even by hand.<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyf1Cjt_LhLca70LG1uGh9BeG3JOXFphjpvDbnLtiYS5E0gAbfsjIvs-Krit0fa5gKEglzNCQPkwExJRgyDDDDudrPMpYaXYsQmGkjZS1MzSBStdLALr_On4ZUKjVIA_SdgQ2avWmYQZs/s1600/fukushima.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyf1Cjt_LhLca70LG1uGh9BeG3JOXFphjpvDbnLtiYS5E0gAbfsjIvs-Krit0fa5gKEglzNCQPkwExJRgyDDDDudrPMpYaXYsQmGkjZS1MzSBStdLALr_On4ZUKjVIA_SdgQ2avWmYQZs/s320/fukushima.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">One of the four Fukushima explosions. Unit 3, March 14 2011.</td></tr>
</tbody></table>
Nuclear power plants begin running backup generators to keep their cores cooled when the Blackout starts, because they have not yet been configured to use the electricity generated onsite in a blackout. Due to the Blackout, delivery of new fuel is prevented in this worst case scenario. When the backup generators fail or run out of fuel, the reactor cores and spent fuel rods begin to melt down. After several weeks, 104 nuclear reactors in the US explode like Fukushima, exposing up to 1/3 of the US population to radiation. Around the world a total of 450 nuclear reactors explode. (Kappenman, 2012; Stein, 2012)<br />
<br />
After some weeks of the above conditions, without water, food, fuel or electricity, civilization around the world has collapsed. Within a few months, every nation
directly affected by the Blackout has lost almost all of its population,
due to dehydration, starvation, violence, disease and radioactive poisoning. The worldwide
loss of lives goes from millions to billions. Developing and
under-developed nations are also decimated, because of their dependence
on the developed nations, and their dependence on electricity and oil.<br />
<br />
In such unstable conditions, there is a greater chance of nuclear or conventional war. Because communications were halted by the Blackout, the leaders of some nations may not know what happened, or may not believe it was a solar storm. They may think they suffered a nuclear EMP attack, and decide to retaliate against supposed enemies. Aggressive, power-hungry leaders may calculate their military forces can survive the Blackout if they attack other, weakened nations.<br />
<br />
Even if war does not occur, in this absolute worst case scenario the
loss of life is so great, and the breakdown in manufacturing and
transportation so widespread that months turn into years and the
electrical power grids are never restored.<br />
<br />
A small
percentage of people around the world survive, those in remote locations
who are able to live self-sufficiently without electricity and
gasoline. Humanity is reduced to a pre-industrial state, perhaps to the Stone Age. The knowledge necessary to rebuild the current level of technology may be lost for centuries or millennia. If and when it is regained, people may no longer
remember what happened to this civilization, and may not know enough to
avoid a repeat collapse.<b> </b><br />
<br />
<b>REFERENCES</b></div>
</div>
<div style="text-align: justify;">
Behr, P. (2011) <a href="http://www.nytimes.com/cwire/2011/06/09/09climatewire-this-weeks-solar-flare-illuminates-the-grids-63979.html?pagewanted=all" target="_blank"><i>This Week's Solar Flare Illuminates the Grid's Vulnerability.</i></a> The New York Times, June 9, 2011.<br />
<br />
Boteler, D. (2012) <i><a href="http://www.vsp.ucar.edu/Heliophysics/summer-about-lectures.shtml" target="_blank">The Impact of Space Weather on the Electric Power Grid. </a></i><br />
<br />
Casti, J. (2012) <i>X-Events - The Collapse of Everything</i>. HarperCollins Publishers.<br />
<br />
Chow, D. (2012) <i><a href="http://www.foxnews.com/scitech/2012/06/13/massive-solar-flare-in-march-broke-sun-storm-record/" target="_blank">Massive solar flare in March broke sun storm records</a>. </i>FoxNews.com, June 16, 2012.<br />
<br />
Cortie, A. L. (1921) <a href="http://adsabs.harvard.edu/full/1921MNRAS..81..515C" target="_blank"><i>The Sun-Spot Group and the Magnetic Disturbances</i></a>, 1921 May 8-21. Nature, June 2, 1921. </div>
<div style="text-align: justify;">
<br />
Ferris, T. (2012) <i>Sun Struck - The space weather forecast for the next few years: solar storms, with a chance of catastrophic blackouts. Are we prepared? </i>National Geographic, June 2012, pp. 36-53.<br />
<br />
Foster, John S. et al (2004) <a href="http://empcommission.org/reports.php" target="_blank"><i>Report of the Commission to Assess the Threat to the United States from Electromagnetic Pulse (EMP) Attack. Volume 1: Executive Report</i></a>.</div>
<div style="text-align: justify;">
<br />
Jaggard, V. (2011) <a href="http://news.nationalgeographic.com/news/energy/2011/08/110803-solar-flare-storm-electricity-grid-risk/" target="_blank"><i>As Sun Storms Ramp Up, Electric Grid Braces for Impact</i>.</a> National Geographic Daily News. August 3, 2011.<br />
<br />
Kappenman, J.G. (1996) <i>Geomagnetic Storms and Their Impact on Power Systems</i>. IEEE Power Eng. Rev., May 1996, 5.<br />
<br />
Kappenman, J. G. (2003a) <a href="http://solarstormconsultant.com/reports/" target="_blank"><i>The Vulnerability of the US Electric Power Grid to Space Weather and the Role of Space Weather Forecasting</i>.</a> Prepared Testimony before U.S. House Subcommittee on Environment, Technology & Standards Subcommittee Hearing on “<i>What is Space Weather and Who Should Forecast It?</i>”. October 30, 2003. <br />
<br />
Kappenman, J. G. (2003b) <i>Storm sudden commencement events and the associated geomagnetically induced current risks to ground-based systems at low-latitude and midlatitude location</i>s. Space Weather, 1(3), 1016, doi:10.1029/2003SW000009.<br />
<br />
Kappenman, J.G. (2006) <i>Great geomagnetic storms and extreme impulsive geomagnetic field disturbance events An analysis of observational evidence including the great storm of May 1921.</i> Advances in Space Research, 38, 188199/<br />
<br />
Kappenman, J. G. (2008) <i>The vulnerability of the U.S. electric power grid to severe space weather events, and future outlook</i>. In <a href="http://www.nap.edu/catalog.php?record_id=12507" target="_blank"><i>Severe Space Weather Events--Understanding Societal and Economic Impacts</i>.</a> Workshop Report. National Research Council, National Academy of Sciences.<br />
<br />
Kappenman, J. G. (2011) <a href="http://event.arc.nasa.gov/swsw/pdf/Kappenman_AMES_Oct16.pdf" target="_blank"><i>Space Weather and US Electric Power Grid Vulnerabilities: An Overview of the Risks to this Critical Infrastructure and Research Necessary to Assess Vulnerability and Mitigate Impacts.</i></a> Presentation at NASA Workshop on Space Weather Risks and Society, Oct. 16, 2011.<br />
<br />
Kappenman, J. G. (2012) <a href="http://spectrum.ieee.org/energy/the-smarter-grid/a-perfect-storm-of-planetary-proportions/0" target="_blank"><i>A Perfect Storm of Planetary Proportions</i></a>. IEEE Spectrum, February 2012</div><div style="text-align: justify;"> </div><div style="text-align: justify;">Kolitz, D. (2021) <i><a href="https://gizmodo.com/when-will-there-be-a-new-solar-superstorm-1847616173">When Will There Be a New Solar Superstorm?</a></i> Gizmodo.<br /></div>
<div style="text-align: justify;">
<br />
Koza, F. (2008) <i>Space Weather Impacts on the Electric Power System</i>. In <a href="http://www.nap.edu/catalog.php?record_id=12507" target="_blank"><i>Severe Space Weather Events--Understanding Societal and Economic Impacts</i>. </a>Workshop Report. National Research Council, National Academy of Sciences.<br />
<br />
McCracken, K. G., G A. M. Dreschhoff, D. F. Smart, and M. A. Shea (2001) <a href="http://www.leif.org/research/Gleissberg-McCracken.pdf" target="_blank"><i>Solar cosmic ray events for the period 1561-1994</i></a>. Journal of Geophysical Research, Vol. 106, No. A10, pp. 21,599-21,609.</div>
<div style="text-align: justify;">
<br />
Metatech (2009) <i>An Overview of the National Academy of Sciences Report on Severe Space Weather and the ulnerability of US Electric Power Grid.</i> Press Release, January 11, 2009.<br />
<br />
Molinski, T. (2002) <i>Why utilities respect geomagnetically induced currents</i>. Journal of Atmospheric and Solar-Terrestrial Physics, 64, 17651778.<br />
<br />
Myslewski, R. (2012) <i><a href="http://www.theregister.co.uk/2012/06/05/mysterious_energy_blast/" target="_blank">Earth bathed in high-energy radiation from colossal mystery blast - Around 1200 years ago, that is.</a> </i>The Register, June 5, 2012.<br />
<br />
Ostenwald, S. (2012) <i><a href="http://www.vsp.ucar.edu/Heliophysics/summer-about-lectures.shtml" target="_blank">Space Weather - Impacts, Mitigation and Forecasting</a>. </i><br />
<br />
PBS Nova (2012) <a href="http://www.pbs.org/wgbh/nova/space/secrets-sun.html" target="_blank">Secre<i>ts of the Sun - With new tools, scientists are striving to better grasp our star and its potentially widely destructive solar storms</i></a>. Aired April 25, 2012.<br />
<br />
Pry, P. V. (2010) <a href="http://www.wnd.com/2010/08/192877/" target="_blank"><i>Senate Fumbles EMP Protection</i></a>. WorldNetDaily, August 19, 2010.<br />
<br />
Pulkkinen, A., E. Bernabeu and J. Eichner (2011) <i><a href="http://www.nerc.com/docs/pc/gmdtf/ExtremeFieldsPaper.pdf" target="_blank">Generation of 100-year geomagnetically induced current scenarios.</a> </i>Space Weather, Vol. 10, S04003.<br />
<br />
Riley, P. (2012) <a href="http://www.agu.org/pubs/crossref/2012/2011SW000734.shtml" target="_blank"><i>On the probability of occurrence of extreme space weather events</i></a>. Space Weather: The International Journal of Research and Applications, Vol. 10, S02012, 12 PP., 2012, doi:10.1029/2011SW000734<br />
<br />
Smith, T. R. (2012) <a href="http://www.washingtonpost.com/blogs/federal-eye/post/key-nuclear-plant-safety-order-likely-to-be-delayed-nrc-tells-senate/2012/03/15/gIQAX5maES_blog.html" target="_blank"><i>Key nuclear plant safety order likely to be delayed, NRC tells Senate</i></a>. The Washington Post, March 15, 2012.</div>
<div style="text-align: justify;">
<br />
Space Studies Board (2008) <a href="http://www.nap.edu/catalog.php?record_id=12507" target="_blank"><i>Severe Space Weather Events - Understanding Societal and Economic Impacts.</i></a> Workshop Report. National Research Council, National Academy of Sciences.<br />
<br />
Stein, M. (2012) <a href="http://truth-out.org/news/item/7301-400-chernobyls-solar-flares-electromagnetic-pulses-and-nuclear-armageddon" target="_blank"><i>Four Hundred Chernobyls: Solar Flares, Electromagnetic Pulses and Nuclear Armageddon</i></a>. Truthout, March 24, 2012.<br />
<br />
Tracy, R. (2012) <a href="http://online.wsj.com/article/SB10001424052702303505504577404360076098508.html" target="_blank"><i>Here Comes the Sunstorm - Electric Grid Is Vulnerable to a Big Solar Blow; Officials Spar Over What to Do</i></a>. Wall Street Journal, May 14, 2012. <br />
<br />
Unruh, R. (2010) <a href="http://www.wnd.com/2010/08/190721/" target="_blank"><i>U.S. warned of threat worse than Katrina, plague, WWII</i>.</a> WorldNetDaily, September 27, 2010.</div>
<div style="text-align: justify;">
<br />
Viereck, R. (2007)<i> Space Weather: What Is It? How Will It Affect You?</i> NOAA Space Environment Center.<br />
<br />
Wolff, E. W., A. E. Jones, S. J.-B. Bauguitte, and R. A. Salmon (2008) <a href="http://www.atmos-chem-phys.net/8/5627/2008/acp-8-5627-2008.pdf" target="_blank"><i>The interpretation of spikes and trends in concentration of nitrate in polar ice cores, based on evidence from snow and atmospheric measurements</i></a>. Atmos. Chem. Phys., 8(18), 5627–5634, doi:10.5194/acp-8-5627-2008.</div>
<div style="text-align: justify;">
<br />
Xie, H., N. Gopalswamy, P. K. Manoharan, A. Lara, S. Yashiro, and S. Lapri (2005) <a href="http://cdaw.gsfc.nasa.gov/publications/xie/xie2006JGR_A01103.pdf" target="_blank"><i>Long Lived Geomagnetic Storms and Coronal Mass Ejections</i></a>. Journal of Geophysical Research, submitted 2005.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
Enoch Smithhttp://www.blogger.com/profile/00914062191648860632noreply@blogger.comtag:blogger.com,1999:blog-1257772637469912451.post-80790817864552124902011-09-09T04:21:00.001-07:002020-11-20T05:12:44.082-08:00Galileo and Global Warming<div style="text-align: justify;">
Some scientists today, like Galileo, are challenging a theory those in power support almost religiously. The church threatened Galileo and put him under house arrest. The US federal government is blocking domestic energy production because its leaders believe global warming is dangerous. The media frequently claim there is universal scientific agreement about this. Both the government and the media seem to ignore respected scientists who say global warming is not dangerous, based on their analysis of the scientific evidence.<br />
<br />
This is not just an academic question. It is a case where the government siding with one side of the scientific debate (and ignoring existence of the other side) has major negative economic consequences for the US, because it affects domestic energy production of oil, coal and gas. This jeopardizes US jobs, economic growth, and energy independence,
while China, Russia and many other countries expand their use of coal
and oil. Without confusing science and economics, I'll discuss the two topics in relation to each other, focusing mostly on the science in this paper.<br />
<br />
One eminent scientist contradicting the orthodoxy is Dr. Richard S. Lindzen, Alfred P. Sloan Professor of Meteorology at the Massachusetts Institute of Technology. His papers analyze the scientific evidence, demonstrating the evidence and climate models do not show global warming is dangerous. <br />
<br />
My goal in this paper is to give a high-level summary of Dr. Lindzen's papers, and some pointers to other scientists on his side of the debate. My purpose is simply to show that there are respected scientists who say global warming is not dangerous, and to introduce some of the scientific issues to the reader. I don't say that just because Dr. Lindzen challenges the conventional wisdom he is correct. My only view on climate change science at this point is that there is not a true scientific consensus and there are recognized scientists who contend global warming is not dangerous. I'll give some remarks below about the nature of scientific progress. <br />
<br />
Professor Lindzen was a lead author of Chapter 7, <i>Physical Climate Processes and Feedbacks</i>, of the Intergovernmental Panel on Climate Change (IPCC) Third Assessment Report and has published more than 200 scientific papers and books. He is a recipient of the American Meteorological Society's Meisinger and Charney Awards, the American Geophysical Union's Macelwane Medal, and the Leo Huss Walin Prize. He is a fellow of the American Academy of Arts and Sciences, the American Association for the Advancement of Sciences, the American Geophysical Union and the American Meteorological Society. He has been a member of the NRC Board on Atmospheric Sciences and Climate and the Council of the AMS, and a consultant to the Global Modeling and Simulation Group at NASA's Goddard Space Flight Center. <br />
<br />
Lindzen (2006c) writes there is a general scientific consensus, though with some controversy, on the following three statements, which he calls the <i>basic agreement</i>: <br />
<blockquote>
"1. The global mean surface temperature is always changing. Over the past 60 years, it has both decreased and increased. For the past century, it has probably increased by about 0.6 ±0.15 degrees Centigrade (C). That is to say, we have had some global mean warming.<br />
2. CO2 is a greenhouse gas and its increase should contribute to warming. It is, in fact, increasing, and a doubling would increase the greenhouse effect (mainly due to water vapor and clouds) by about 2%.<br />
3. There is good evidence that man has been responsible for the recent increase in CO2, though climate itself (as well as other natural phenomena) can also cause changes in CO2. "</blockquote>
<ol></ol>
However, he shows these statements do not imply global warming is dangerous, and that instead the evidence indicates global warming is not a cause for alarm. Lindzen (2008) writes:<br />
<blockquote>
"The <i>basic agreement</i> frequently described as representing a
global warming 'consensus' is entirely consistent with there being
virtually no problem. Actual observations suggest that the sensitivity
of the real climate is much less than found in computer models whose
sensitivity depends on processes that are clearly misrepresented.
Attempts to assess climate sensitivity by direct observation of cloud
processes, and other means, point to a conclusion that doubling of CO2
would lead to about 0.5°C warming or less."</blockquote>
<blockquote>
"Moreover, the fact that we already have three-quarters of the climate forcing expected from a doubling of CO2 means that if one truly believes the models, then we have long since passed the point where mitigation is a viable strategy."</blockquote>
<blockquote>
"At this point, it is doubtful that we are even dealing with a serious problem. ... Even if we believe the problem to be serious, we have already reached the levels of climate forcing that have been claimed to be serious. ... [T]here is widespread and even rigorous scientific agreement that complete adherence to the Kyoto Protocol would have no discernible impact on climate."</blockquote>
<blockquote>
"The impact of CO2 is nonlinear in the sense that each added unit contributes less than its predecessor."</blockquote>
</div>
<div style="text-align: justify;">
<img alt="" src="data:image/png;base64,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" /> <br />
<blockquote>
"The easiest way to understand this is to consider adding thin layers of paint to a pane of glass. The first layer cuts out much of the light, the next layer cuts out more, but subsequent layers do less and less because the painted pane is already essentially opaque."</blockquote>
Lindzen (2006c) explains that climate change computer models over-predict the amount of warming that will be caused by CO2: <br />
<blockquote>
"Even if we attribute all warming over the past century to man made
greenhouse gases (which we have no basis for doing), the observed
warming is only about 1/3-1/6 of what models project." </blockquote>
<br />
<img alt="" src="data:image/png;base64,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" /> <br />
<blockquote>
"Essential to alarm is the fact that most current climate models predict a response to a doubling of CO2 of about 4C ... The reason for this is that in these models, the most important greenhouse substances, water vapor and clouds, act in such a way as to greatly amplify the response to anthropogenic greenhouse gases alone (i.e., they act as what are called large positive feedbacks). However, as all assessments of the Intergovernmental Panel on Climate Change (IPCC) have stated (at least in the text - though not in the Summaries for Policymakers), the models simply fail to get clouds and water vapor right. We know this because in official model intercomparisons, all models fail miserably to replicate observed distributions of cloud cover. Thus, the model predictions are critically dependent on features that we know must be wrong."</blockquote>
Since the climate change models predict more warming than is observed, Lindzen (2008) explains that to make the climate change models agree with observations, scientists creating the models introduce 'corrections' due to aerosols. (Aerosols are any suspension of particles or liquid droplets in the atmosphere, e.g. clouds, dust, ashes, pollen, etc.)<br />
<blockquote>
"This raises two possibilities: either the models are greatly overestimating the sensitivity of climate to man-made greenhouse gases, or the models are correct, but some unknown process has canceled most of the warming. Calling the unknown process “aerosols” does not change this statement, since aerosols and their impact are unknown to a factor of ten or more; indeed, even the sign is in doubt.<br />
<br />
In arguing for climate alarmism, we are choosing the second possibility. Moreover, we are assuming that the unknown cancellation will soon cease."</blockquote>
Having assumed that aerosols are producing a cooling effect that reduces the warming predicted by the models, so that the models agree with observations, scientists then have to predict the cooling effect of aerosols will greatly diminish in the future, for global warming to be greater in the future than would be predicted based on the observed evidence. Lindzen (2008) writes: <br />
<blockquote>
"Unfortunately, the properties of aerosols are largely unknown. In the present instance, therefore, aerosols constitute simply another adjustable parameter (indeed, both the magnitude and the time history are adjustable, and even the sign is in question).<br />
<br />
This is remarked upon in a recent paper in <i>Science</i>, which notes that the uncertainty is so great that estimating aerosol properties by tuning them to optimize agreement between models and observations (referred to as an inverse method) is probably as good as any other method, but that the use of such estimates to test the models constitutes a circular procedure. This is as strong a criticism of model procedures as is likely to be found in <i>Science</i>. The authors are all prominent in aerosol work. ...<br />
<br />
New uncertainties are always entering the aerosol picture. Some are quite bizarre. A recent article in <i>Science </i>proposed that airborne dandruff has a significant role. Other articles suggest that the primary impact of aerosols is actually warming. Of course, this is the beauty of the global warming issue for many scientists. The issue deals with such small climate forcing and small temperature changes that it permits scientists to argue that everything and anything is important for climate. "</blockquote>
Thus, Lindzen's (2007) analysis concludes "serious and persistent doubts remain concerning the danger of anthropogenic global warming despite the frequent claims that ‘the science is settled.’" <br />
<br />
Orlowski (2011) chronicles a conference at Cambridge University that brought together climate scientists on both sides of the question. Predictably they did not reach a consensus, but at least they gave presentations on scientific issues from different perspectives.<br />
<br />
Even if 98 out of 100 scientists were to agree that global warming is dangerous, that alone would not prove it or make it correct. Science can take decades to arrive at a correct theory, and the Earth's climate is an extremely complex system.<br />
<br />
Scientists have been wrong about many scientific questions in the past. Only a few decades ago, almost every scientist rejected now-established theories such as continental drift, or the creation of large craters on Earth by asteroids. Science must always be open to rational debate and consideration of new theories and new evidence, which may be provided by even an unknown scientist whom no one considers eminent.[1] In the case of global warming, rational challenges are being presented by recognized scientists. New theories and evidence about potential causes of climate change other than CO2 are also being presented. (Svensmark, 2007)</div>
<div style="text-align: justify;">
<br />
Ernest Rutherford said, "You should never bet against anything in science at odds of more than about a trillion to one."[2] Nowadays the government is betting perhaps a trillion dollars in economic growth [3] against the scientific evidence that global warming is not a dangerous cause for alarm. The government is placing this bet by regulations blocking rapid development of domestic conventional energy. Again, this is jeopardizing US jobs, economic growth, and energy independence, while China, Russia and many other countries expand their use of coal and oil. [4] </div>
<br />
REFERENCES<br />
<br />
Lindzen, Richard S. (2006a) <a href="http://leohusswalinprize.org/uploads/files/Lindzen_WSJ.pdf"><i>Climate of Fear.</i></a> The Wall Street Journal, April 12, 2006. <br />
<br />
Lindzen, Richard S. (2006b) <i><a href="http://leohusswalinprize.org/uploads/files/Lindzen2_maj_06.pdf">On the Nature of Climate Change</a>. </i>Leo Huss Walin Prize Lecture, May 2, 2006.<br />
<br />
Lindzen, Richard S. (2006c) <a href="http://leohusswalinprize.org/uploads/files/Linzdzen_prize.pdf"><i>Climate Alarm and Scientific Illiteracy</i></a>. Leo Huss Walin Prize Lecture, May 3, 2006. <br />
<br />
Lindzen, Richard S. (2007) <a href="http://www-eaps.mit.edu/faculty/lindzen/230_TakingGr.pdf"><i>Taking Greenhouse Warming Seriously.</i></a> Energy & Environment, Vol. 18, No.7+8, pp. 937-950.<br />
<br />
Lindzen, Richard S. (2008) <i><a href="http://www-eaps.mit.edu/faculty/lindzen/222_Exchange.pdf">An Exchange on Climate Science and Alarm</a>.</i> In Global Warming: Looking Beyond Kyoto (Ernesto Zedillo, editor), Brookings Institution Press, Washington, DC<br />
<br />
<div class="MsoNormal">
Moore, Stephen (2011) <i><a href="http://online.wsj.com/article/SB10001424052970204226204576602524023932438.html">How North Dakota Became Saudi Arabia</a>. </i>The Wall Street Journal, October 1, 2011.<br />
<br />
Orlowski, Andrew (2011)<i> <a href="http://www.theregister.co.uk/2011/05/13/downing_cambridge_climate_conference/">Would putting all the climate scientists in a room solve global warming ... Experts meet skeptics at Cambridge</a></i>. The Register, May 13, 2011.<br />
<br />
Svensmark, Henrik (2007) <a href="http://dahuang.dhxy.info/ClimateChange/j.1468-4004.2007.48118.x.pdf"><i>Astronomy & Geophysics Cosmoclimatology: a new theory emerges</i></a>. Astronomy & Geophysics, Vol.48, No.1, pp. 18-24.<br />
<br />
NOTES<br />
<br />
<div style="text-align: justify;">
[1] For example, this occurred with the theories of the young Albert Einstein.</div>
<br />
<div style="text-align: justify;">
[2] The exact wording was "at odds of more than about ten to the twelfth to one". I am still looking for the original source and explanation of the quote. It seems doubtful Rutherford was joking. More likely he was referring to his discovery of the atomic nucleus via unexpected scattering of alpha particles, or possibly to later discoveries in quantum physics.<br />
<br />
[3] Stephen Moore (2011) cites Harold Hamm, discoverer of the Bakken fields: "Mr. Hamm calculates that if Washington would allow more drilling permits for oil and natural gas on federal lands and federal waters, 'I truly believe the federal government could over time raise $18 trillion in royalties.' [...] This estimate sounds implausibly high, but Mr. Hamm has a lifelong habit of proving skeptics wrong. And even if he's wrong by half, it's a stunning number to think about. So this America-first energy story isn't just about jobs and economic revival. It's also about repairing America's battered balance sheet. Someone should get this man in front of the congressional deficit-reduction supercommittee."<br />
<br />
[4] To help achieve energy independence, Congress should enact the Open Fuel
Standards Act to ensure that US automobiles can run on methanol, which
can be made cleanly without subsidies from coal, natural gas, or any
kind of biomass (waste, inedible plants, etc.) The US has enough coal to
make methanol to power all our autos for 150 years. (Zubrin, <i>Energy Victory, </i>p.25) </div>
</div>Enoch Smithhttp://www.blogger.com/profile/00914062191648860632noreply@blogger.comtag:blogger.com,1999:blog-1257772637469912451.post-10904033616953211272011-03-04T07:30:00.002-08:002020-11-20T05:17:07.558-08:00On Deficit Spending, Money Creation and Growing Economies<div style="text-align: justify;">
<br />
Almost everyone agrees with the common sense belief that deficit spending is inherently wrong, that since individuals and families need to balance their budgets, so must the federal government. The common sense definition of deficit spending that people often give is "spending more money than you take in, spending money you don't have."[1]<br />
<br />
I'd like to explore this common sense definition and show that it has some unexpected consequences for growing economies.<br />
<br />
Imagine an economic system in which no one (including individuals, business, banks, and governments) spent more money than they took in, or spent any money they didn't have. Assume for the moment that money is just paper currency, ordinary coins, or data in bank accounts, but not based on gold or silver, or any physical product of the economy -- I'll consider those options separately below.<br />
<br />
In this hypothetical economy, the total amount of money in circulation would never increase, and if it were never destroyed then there would only be a constant amount of money in the economy. [2]<br />
<br />
Now suppose the economy is growing, producing more goods and services each year, with strong employment so there is demand for the goods and services being produced. If the money supply is constant, then the price of goods and services would be forced to continually decrease as the economy grows. There would be continual deflation, which would be just as harmful as inflation. Indeed, deflation caused severe hardship during the Great Depression. Deflation would act as a brake, halting economic growth and causing recessions.[3]<br />
<br />
To avoid deflation in a growing economy, somehow the money supply must increase at a pace matching the economy's growth in goods and services, and growth in employment and demand for goods and services. Increasing the money supply at this pace will also avoid inflation.<br />
<br />
For the money supply to increase, some entity must create and spend money it did not take in, or already have. This means that some entity must be a "money source" and engage in deficit spending, according to the commonsense definition of "deficit spending" that people normally use.<br />
<br />
Therefore, using the commonsense notion of deficit spending, some amount of deficit spending is necessary in growing economies, to avoid deflation. We should not go beyond that amount, to avoid inflation.<br />
<br />
At this point, it's important to note that the commonsense definition of deficit spending ("spending more money than you take in, spending money you don't have") does not necessarily imply borrowing money. An entity can spend money it doesn't already have either by creating new money, or by borrowing money. This logic does not imply any particular system for money creation. [4, 5]<br />
<br />
Also, this logic does not show that money creation or deficit spending <i>causes </i>economic growth. It only shows that some form of money creation is necessary in economies that are already growing, to avoid deflation.<br />
<br />
So, this logic is not a Keynesian argument, nor does it imply Keynesian stimulus spending. Whether or not a particular stimulus program is worthwhile needs to be judged on its own merits, or lack thereof. This is a topic discussed in other papers -- Here, I'll simply say that if we are going to invest stimulus money then it should be used for proven, efficient, large-scale energy production to generate both short-term and long-term self-sustaining jobs, promote economic growth & energy independence. [6]<br />
<br />
There need to be mechanisms that enable the right amount of money creation or borrowing to match the growth of the economy, and avoid both deflation and inflation. These mechanisms should avoid imposing higher taxes and interest rates on the public, avoid re-distributing wealth, and avoid imposing unsustainable obligations on future generations. A discussion of such mechanisms is also a topic for a future paper.<br />
<br />
This logic does not involve creating wealth out of thin air. It just shows there must be a source of new money (money that did not previously exist) to avoid deflation. When this new money is created, it should match new wealth (e.g. new products) being created by the growth of the economy. [7]<br />
<br />
This logic would not apply if the money supply were based on products created by the economy, especially products that inherently sustain or derive from economic growth. This is also a topic for a future paper.<br />
<br />
Another commonsense idea is that the money supply should be based on gold, or other 'precious metals'. Eichengreen (2011) discusses issues related to the gold standard, as well as additional issues related to monetary systems and deficit spending. There is no geological guarantee that the supply of gold can increase in proportion to economic growth, to avoid either inflation or deflation within the economy. Indeed, the total value of all gold ever mined on Earth is about $9 trillion, at the current price of gold - not enough to support the world economy as money, or even pay back the US federal debt. The supply of silver is also too limited to support the US or world economy as money, at current silver prices.<br />
<br />
A third commonsense idea is that the US Constitution should have a Balanced Budget Amendment, preventing any future deficit spending by the government. Let's assume the legal and constitutional problems (Schuck, 2011) associated with this could be resolved and imagine what would happen if it were actually in place. Imagine also there were no ways to avoid it, e.g. no way for the Federal Reserve to loan or spend money it didn't already have. Though there might be some short-term economic growth as a result of strengthening the dollar, the above discussion shows the eventual result would be deflation that would halt economic growth within the US. To continue growing past that point, the US economy would be forced to rely on currencies of other nations, which themselves might engage in deficit spending. This would jeopardize US national security and economic growth.<br />
<br />
This logic would itself be considered common sense by many economists. Even so, it is important for the public and policy makers to understand that starting from a common sense definition of deficit spending, we are logically forced to conclude it is necessary in growing economies. In efforts to avoid or minimize potential negative consequences of deficit spending, we need to avoid changes that would prevent money creation and hinder economic growth.<br />
<br />
REFERENCES<br />
<br />
Eichengreen, Barry (2011)<i> <a href="http://nationalinterest.org/article/critique-pure-gold-5741">A Critique of Pure Gold.</a></i> The National Interest, August 21, 2011.<br />
<br />
Schuck, Peter H. (2011) <i><a href="http://online.wsj.com/article/SB10001424053111903554904576459902841916850.html">The Balanced Budget Amendment's Fatal Flaw</a></i>. The Wall Street Journal, July 22, 2011.<br />
<br />
NOTES<br />
<br />
[1] Wikipedia gives a more standard, technical definition: "deficit spending is the amount by which a government, private company, or individual's spending exceeds income over a particular period of time, also called simply 'deficit,' or 'budget deficit,' the opposite of budget surplus."<br />
<br />
[2] Money creation is also possible via 'multiple lending' by 'fractional reserve' banks. This effectively increases the money supply by 1/r, where r is the reserve ratio banks are required to maintain for withdrawals. This cannot increase the money supply above the theoretical limit M/r, where M is the amount of money originally present. Thus even with multiple lending, the money supply is bounded by a constant, M/r, and deflation will eventually occur in a growing economy. If multiple lending were the only mechanism to create money, then there would eventually need to be reductions in the reserve ratio to avoid deflation in a growing economy, which would make banks increasingly less stable. Also, multiple lending is itself a form of deficit spending: When banks loan money, the people who borrow money are incurring debt and using money they did not already have and will need to pay back, with interest. Hence the use of multiple lending to effectively increase the money supply does not disprove my logic that some form of commonsense deficit spending is necessary to avoid deflation in growing economies.<br />
<br />
[3] Deflation tends to halt economic growth because: Buyers have an incentive to delay purchases since as prices go down, their money will be able to purchase more later; Employers need to reduce wages when they get less money for their products; Employers have an incentive to delay hiring since wages can be expected to decrease; etc.<br />
<br />
[4] In 1913, Congress delegated the ability to create new money to the Federal Reserve banking system. The US federal government may borrow money from the Federal Reserve, or from foreign, state or local governments.<br />
<br />
[5] 'Private money' systems are possible that allow distributed money creation within an economy.<br />
<br />
[6] Building Hoover Dam did that in the 1930's, and is still producing a
return on investment, in hydroelectric energy. Just
investing in infrastructure (roads, bridges) does not create
self-sustaining jobs. The 2009 stimulus funds should have gone into a
major expansion of oil, coal, natural gas, and nuclear power in the US,
not just into inefficient green energy and transportation infrastructure
(which takes energy to maintain and repair, but does not directly
create energy).<br />
<br />
[7] Strictly speaking, money is not wealth: money only represents wealth in commercial transactions. As long ago as 1776, in The Wealth of Nations, Adam Smith clearly distinguished money from wealth, describing wealth as "the annual produce of the land and labour of the society"'.</div>
Enoch Smithhttp://www.blogger.com/profile/00914062191648860632noreply@blogger.com