{"id":719,"date":"2021-09-16T19:30:34","date_gmt":"2021-09-16T19:30:34","guid":{"rendered":"https:\/\/pressbooks.ccconline.org\/physicalgeology\/chapter\/19-1-what-makes-the-climate-change-physical-geology-2nd-edition\/"},"modified":"2021-09-16T19:43:18","modified_gmt":"2021-09-16T19:43:18","slug":"19-1-what-makes-the-climate-change-physical-geology-2nd-edition","status":"publish","type":"chapter","link":"https:\/\/pressbooks.ccconline.org\/physicalgeology\/chapter\/19-1-what-makes-the-climate-change-physical-geology-2nd-edition\/","title":{"raw":"19.1 What Makes the Climate Change? -- Physical Geology – 2nd Edition","rendered":"19.1 What Makes the Climate Change? — Physical Geology – 2nd Edition"},"content":{"raw":"\n\n
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Figure 19.1.1 Stretching versus bending vibrations in atmospheric gases<\/div>\n <\/div>\n

All molecules vibrate at various frequencies and in various ways, and some of those vibrations take place at frequencies within the range of the infrared (IR) radiation that is emitted by Earth\u2019s surface. Gases with two atoms, such as O2<\/sub>, can only vibrate by stretching (back and forth), and those vibrations are much faster than the IR radiation (Figure 19.1.1). Gases with three or more atoms (such as CO2<\/sub>) vibrate by stretching as well, but they can also vibrate in other ways, such as by bending. Those vibrations are slower and match IR radiation frequencies.<\/p>\n

When IR radiation interacts with CO2<\/sub> or with one of the other GHGs, the molecular vibrations are enhanced because there is a match between the wavelength of the IR light and the vibrational frequency of the molecule. This makes the molecule vibrate more vigorously, heating the surrounding air in the process. These molecules also emit IR radiation in all directions, some of which reaches Earth\u2019s surface.  The heating caused by the more vigorous vibrations of GHGs is the greenhouse effect<\/span><\/strong>.<\/p>\n

Natural Climate Forcing<\/h1>\n

Natural climate forcing has been going on throughout geological time. A wide range of processes has been operating at widely different time scales, from a few years to billions of years.<\/p>\n

The longest-term natural forcing variation is related to the evolution of the Sun. Like most other stars of a similar mass, our Sun is evolving. For the past 4.57 billion years, its rate of nuclear fusion has been increasing, and it is now emitting about 40% more energy (as light) than it did at the beginning of geological time (Figure 19.1.2). A difference of 40% is big, so it\u2019s a little surprising that the temperature on Earth has remained at a reasonable and habitable temperature for all of this time. The mechanism for that relative climate stability has been the evolution of our atmosphere from one that was dominated by CO2<\/sub>, and also had significant levels of CH4<\/sub>\u2014both GHGs\u2014to one with only a few hundred parts per million of CO2<\/sub> and just under 1 part per million of CH4<\/sub>. Those changes to our atmosphere have been no accident; over geological time, life and its metabolic processes have evolved and changed the atmosphere to conditions that remained cool enough to be habitable. A scientific explanation for how this could happen is known as the Gaia hypothesis<\/span><\/strong>.<\/a><\/p>\n

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Figure 19.1.2 The life cycle of our Sun and of other similar stars. [Image Description]<\/a><\/div>\n <\/div>\n

The Gaia hypothesis<\/h1>\n
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Figure 19.1.3 You can read more about Lovelock, Gaia, and Daisyworld by searching the Internet using any one of those terms.<\/div>\n <\/div>\n

The Gaia hypothesis, developed by British scientist and environmentalist James Lovelock in the 1960s, is the theory that organisms evolve in ways that contribute to ensuring that their environment remains habitable. It does not include any sort of coordination of effort among organisms or any consciousness of a need to make changes. Gaia is not a superorganism. A way of understanding Gaia is through Lovelock\u2019s simple Daisyworld model. A planet with a warming star is populated only by two types of daisies, white ones and black ones (Figure 19.1.3). The black ones contribute to warming because they absorb solar energy, while the white ones reflect light and contribute to cooling. As the star\u2019s luminosity gradually increases, the white daisies have better outcomes because their reflectivity cools their local environment, while the black daisies, suffering from the heat, do not reproduce as well. Over time white daisies gradually dominate the population, but eventually the star becomes so bright that even white daisies cannot compensate, and all of the daisies perish. Obviously Earth is not Daisyworld, but similar processes\u2014such as the evolution of photosynthetic bacteria that consume CO2<\/sub>\u2014have taken place that influence the atmosphere and moderate the climate.<\/p>\n

Plate tectonic processes contribute to climate forcing in several different ways, and on time scales ranging from tens of millions to hundreds of millions of years. One mechanism is related to continental position. For example, we know that Gondwana (South America + Africa + Antarctica + Australia) was positioned over the South Pole between about 450 and 250 Ma, during which time there were two major glaciations (Andean-Saharan and Karoo) affecting the South polar regions (Figure 16.1.1) and cooling the rest of the planet at the same time. Another mechanism is related to continental collisions. As described in Chapter 16, the collision between India and Asia, which started at around 50 Ma, resulted in massive tectonic uplift. The consequent accelerated weathering of this rugged terrain consumed CO2<\/sub> from the atmosphere and contributed to gradual cooling over the remainder of the Cenozoic. Also, as described in Chapter 16, the opening of the Drake Passage \u2014 due to plate-tectonic separation of South America from Antarctica \u2014 led to the development of the Antarctic Circumpolar Current, which isolated Antarctica from the warmer water in the rest of the ocean and thus contributed to Antarctic glaciation starting at around 35 Ma. <\/strong><\/p>\n

As we discussed in Chapter 4, volcanic eruptions don\u2019t just involve lava flows and exploding rock fragments; various particulates and gases are also released, the important ones being sulphur dioxide and CO2<\/sub>. Sulphur dioxide is an aerosol that reflects incoming solar radiation and has a net cooling effect that is short lived (a few years in most cases, as the particulates settle out of the atmosphere within a couple of years), and doesn\u2019t typically contribute to longer-term climate change. Volcanic CO2<\/sub> emissions can contribute to climate warming but only if a greater-than-average level of volcanism is sustained over a long time (at least tens of thousands of years). It is widely believed that the catastrophic end-Permian extinction (at 250 Ma) resulted from warming initiated by the eruption of the massive Siberian Traps over a period of at least a million years.<\/p>\n

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The large extraterrestrial impact at the end of the Cretaceous (Cretaceous-Paleogene or K-Pg boundary, a.k.a. K-T boundary) is thought to have produced a massive amount of dust, which may have remained in the atmosphere for several years, and also a great deal of CO2<\/sub>. What do you think would have been the short-term and longer-term climate-forcing implications of these two factors?<\/p>\n

 <\/p>\n

See Appendix 3 for Exercise 19.1 answers.<\/a><\/p>\n <\/div>\n <\/div>\n

Earth\u2019s orbit around the Sun is nearly circular, but like all physical systems, it has natural oscillations. First, the shape of the orbit changes on a regular time scale \u2014 close to 100,000 years \u2014 from being close to circular to being very slightly elliptical. But the circularity of the orbit is not what matters; it is the fact that as the orbit becomes more elliptical, the position of the Sun within that ellipse becomes less central or more eccentric (Figure 19.1.5a). Eccentricity<\/span><\/strong> is important because when it is high, the Earth-Sun distance varies more from season to season than it does when eccentricity is low.<\/a><\/p>\n

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Figure 19.1.5 The cycles of Earth\u2019s orbit and rotation. [Image Description]<\/a><\/div>\n <\/div>\n

Second, Earth rotates around an axis through the North and South Poles, and that axis is at an angle to the plane of Earth\u2019s orbit around the Sun (Figure 19.1.5b). The angle of tilt (also known as obliquity<\/span><\/strong>) varies on a time scale of 41,000 years. When the angle is at its maximum (24.5\u00b0), Earth\u2019s seasonal differences are accentuated. When the angle is at its minimum (22.1\u00b0), seasonal differences are minimized. The current hypothesis is that glaciation is favoured at low seasonal differences as summers would be cooler and snow would be less likely to melt and more likely to accumulate from year to year.<\/p>\n

Third, the direction in which Earth\u2019s rotational axis points also varies, on a time scale of about 20,000 years (Figure 19.1.5c). This variation, known as precession<\/span><\/strong>, means that although the North Pole is presently pointing to the star Polaris (the pole star), in 10,000 years it will point to the star Vega.<\/p>\n

The importance of eccentricity, tilt, and precession to Earth\u2019s climate cycles (now known as Milankovitch Cycles<\/span><\/strong>) was first pointed out by Yugoslavian engineer and mathematician Milutin Milankovitch in the early 1900s. Milankovitch recognized that although the variations in the orbital cycles did not affect the total amount of insolation<\/span><\/strong> (light energy from the Sun) that Earth received, it did affect where on Earth that energy was strongest. Glaciations are most sensitive to the insolation received at latitudes of around 65\u00b0, and with the current configuration of continents, it would have to be 65\u00b0 north (because there is almost no land at 65\u00b0 south).<\/p>\n

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Figure 19.1.6 The effect of precession on insolation in the northern hemisphere summers. In (a) the northern hemisphere summer takes place at greatest Earth-Sun distance, so summers are cooler. In (b) (10,000 years or one-half precession cycle later) the opposite is the case, so summers are hotter. The red dashed line represents Earth\u2019s path around the Sun.<\/div>\n <\/div>\n

The most important aspects are whether the northern hemisphere is pointing toward the Sun at its closest or farthest approach, and how eccentric the Sun\u2019s position is in Earth\u2019s orbit. Two opposing situations are illustrated in Figure 19.1.6. In the upper panel, the northern hemisphere is at it farthest distance from the Sun during summer, which means cooler summers. In the lower panel, the northern hemisphere is at its closest distance to the Sun during summer, which means hotter summers. Cool summers\u2014as opposed to cold winters\u2014are the key factor in the accumulation of glacial ice, so the upper scenario in Figure 19.1.6 is the one that promotes glaciation. This factor is greatest when eccentricity is high.<\/p>\n

Data for tilt, eccentricity, and precession over the past 400,000 years have been used to determine the insolation levels at 65\u00b0 north, as shown in Figure 19.1.7. Also shown in Figure 19.1.7 are Antarctic ice-core temperatures from the same time period. The correlation between the two is clear, and it shows up in the Antarctic record because when insolation changes lead to growth of glaciers in the northern hemisphere, southern-hemisphere temperatures are also affected.<\/p>\n

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Figure 19.1.7 Insolation at 65\u00b0 N in July compared with Antarctic ice-core temperatures.<\/div>\n <\/div>\n

Ocean currents are important to climate, and currents also have a tendency to oscillate. Glacial ice cores show clear evidence of changes in the Gulf Stream (and other parts of the thermohaline circulation system) that affected global climate on a time scale of about 1,500 years during the last glaciation. The east-west changes in sea-surface temperature and surface pressure in the equatorial Pacific Ocean\u2014known as the El Ni\u00f1o Southern Oscillation or ENSO\u2014varies on a much shorter time scale of between two and seven years. These variations tend to garner the attention of the public because they have significant climate implications in many parts of the world. The past 65 years of ENSO index values are shown in Figure 19.1.8. The strongest El Ni\u00f1os<\/span><\/strong> in recent decades were in 1983 and 1998, and those were both very warm years from a global perspective. During a strong El Ni\u00f1o, the equatorial Pacific sea-surface temperatures are warmer than normal and heat the atmosphere above the ocean, which leads to warmer-than-average global temperatures.<\/p>\n

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Figure 19.1.8 Variations in the ENSO index from 1950 to early-2019.<\/div>\n <\/div>\n

Climate Feedbacks<\/h1>\n

As already stated, climate feedbacks<\/span><\/strong> are critically important in amplifying weak climate forcings into full-blown climate changes. When Milankovitch published his theory in 1924, it was widely ignored, partly because it was evident to climate scientists that the forcing produced by the orbital variations was not strong enough to drive the significant climate changes of the glacial cycles. Those scientists did not recognize the power of positive feedbacks. It wasn\u2019t until 1973, 15 years after Milankovitch\u2019s death, that sufficiently high-resolution data were available to show that the Pleistocene glaciations were indeed driven by the orbital cycles, and it became evident that the orbital cycles were just the forcing that initiated a range of feedback mechanisms that made the climate change.<\/p>\n

Since Earth still has a very large volume of ice \u2014 mostly in the continental ice sheets of Antarctica and Greenland, but also in alpine glaciers and permafrost \u2014 melting is one of the key feedback mechanisms. Melting of ice and snow leads to several different types of feedbacks, an important one being a change in albedo<\/span><\/strong>. Albedo is a measure of the reflectivity of a surface. Earth\u2019s various surfaces have widely differing albedos, expressed as the percentage of light that reflects off a given material. This is important because most solar energy that hits a very reflective surface is not absorbed and therefore does little to warm Earth. Water in the oceans or on a lake is one of the darkest surfaces, reflecting less than 10% of the incident light, while clouds and snow or ice are among the brightest surfaces, reflecting 70% to 90% of the incident light (Figure 19.1.9).<\/a><\/p>\n

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Figure 19.1.9 Typical albedo values for Earth surfaces. [Image Description]<\/a><\/div>\n <\/div>\n
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When a forest is harvested, there are significant changes to the rate of biological uptake of CO2<\/sub>, but there is also a change in albedo. Using Figure 19.1.9, and assuming that a clear-cut has an albedo similar to sand, what is the albedo-only implication of clear-cutting for climate change? Be aware that this implication applies only to the albedo change caused by clear-cutting. Clear-cutting reduces the capacity of the area to absorb CO2<\/sub>, and also has numerous negative ecological and geological implications.<\/p>\n

See Appendix 3 for Exercise 19.2 answers.<\/a><\/p>\n <\/div>\n <\/div>\n

When sea ice melts, as it has done in the Arctic Ocean at a disturbing rate over the past decade, the albedo of the area affected changes dramatically, from around 80% down to less than 10%. This is a positive feedback because much more solar energy is absorbed by the water than by the pre-existing ice, and the temperature increase is amplified. The same applies to ice and snow on land, but the difference in albedo is not as great.<\/p>\n

When ice and snow on land melt, sea level rises. (Sea level is also rising because the oceans are warming and that increases their volume.) A higher sea level means a larger proportion of the planet is covered with water, and since water has a lower albedo than land, more heat is absorbed and the temperature goes up a little more. Since the last glaciation, sea-level rise has been about 125 m; a huge area that used to be land is now flooded by heat-absorbent seawater. During the current period of anthropogenic climate change, sea level has risen only about 20 cm, and although that doesn\u2019t make a big change to albedo, sea-level rise is accelerating.<\/p>\n

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Figure 19.1.11 A degrading permafrost site on the north coast of Alaska.<\/div>\n <\/div>\n

Most of northern Canada has a layer of permafrost that ranges from a few centimetres to hundreds of metres in thickness; the same applies in Alaska, Russia, and Scandinavia. Permafrost is a mixture of soil and ice (Figure 19.1.11), and it also contains a significant amount of trapped organic carbon that is released as CO2<\/sub> and CH4<\/sub> when the permafrost breaks down. Because the amount of carbon stored in permafrost is in the same order of magnitude as the amount released by burning fossil fuels, this is a feedback mechanism that has the potential to equal or surpass the forcing that has unleashed it.<\/p>\n

In some polar regions, including northern Canada, permafrost includes methane hydrate (see section 18.3), a highly concentrated form of CH4<\/sub> trapped in solid form. Breakdown of permafrost releases this CH4<\/sub>. Even larger reserves of methane hydrate exist on the sea floor, and while it would take significant warming of ocean water down to a depth of hundreds of metres, this too is likely to happen in the future if we don\u2019t limit our impact on the climate. There is strong isotopic evidence that the Paleocene-Eocene thermal maximum (see Figure 19.0.1) was caused, at least in part, by a massive release of sea-floor methane hydrate.<\/p>\n

There is about 45 times as much carbon in the ocean (as dissolved bicarbonate ions, HCO3<\/sub>\u2212<\/sup>) as there is in the atmosphere (as CO2<\/sub>), and there is a steady exchange of carbon between the two reservoirs. But the solubility of CO2<\/sub> in water decreases as the temperature goes up. In other words, the warmer it gets, the more of that oceanic bicarbonate gets transferred to the atmosphere as CO2<\/sub>. That makes CO2<\/sub> solubility another positive feedback mechanism.<\/p>\n

Vegetation growth responds positively to both increased temperatures and elevated CO2<\/sub> levels, and so in general, it represents a negative feedback to climate change because the more the vegetation grows, the more CO2<\/sub> is taken from the atmosphere. But it\u2019s not quite that simple because when trees grow bigger and more vigorously, forests become darker (they have lower albedo) so they absorb more heat. Furthermore, climate warming isn\u2019t necessarily good for vegetation growth; some areas have become too hot, too dry, or even too wet to support the plant community that was growing there, and it might take centuries for something to replace it successfully.<\/p>\n

All of these positive (and negative) feedbacks work both ways. For example, during climate cooling, growth of glaciers leads to higher albedos, and formation of permafrost results in storage of carbon that would otherwise have returned quickly to the atmosphere.<\/p>\n

Image Descriptions<\/h3>\n

Figure 19.1.2 image description:<\/a><\/strong> Our sun is roughly 4.5 billion years old. Over the next 5 billion years, it will continue getting warmer until it becomes a red giant. Six billion years from now, it will become a planetary nebula and then a white dwarf. [Return to Figure 19.1.2]<\/a><\/p>\n

\n Figure 19.1.5 image description:<\/a><\/strong>\n <\/p>\n

    \n
  1. The eccentricity of the Sun within the Earth\u2019s orbit goes through a 100,000 year cycle. The Earth\u2019s orbit around the sun can be very circular, but when it becomes more oval-shaped, the Sun is offset from the centre of the ellipse. This means that sometimes the Earth will be farther from the sun than normal and sometimes it will be closer to the sun than normal.<\/li>\n
  2. The angle of tilt (or obliquity) or the Earth\u2019s axis goes through a 41,000 year cycle. When comparing the North Pole to a line perpendicular to the plane of the earth\u2019s orbit, the obliquity can range from 22.1\u00b0<\/span> to 24.5\u00b0.<\/span><\/li>\n
  3. The Earth\u2019s axial precession operates on a 20,000 year cycle.<\/li>\n <\/ol>\n

    \n [Return to Figure 19.1.5]<\/a>\n <\/p>\n

    Figure 19.1.9 image description:<\/a><\/strong> The albedo of Earth\u2019s surfaces: Water=around 5%; Forest=10% to 15%; Sand=30%; Old snow and ice=70%; Cloud=75% to 85%. Fresh snow=90%. Earth\u2019s average albedo is 30%. [Return to Figure 19.1.9]<\/a><\/p>\n

    Media Attributions<\/h3>\n