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[主题活动] 【GRE考试同期生】2015.10.17班 [复制链接]

Xuexue23
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发表于 2015-10-3 02:21:30 |只看该作者

抱团啦

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Xuexue23
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发表于 2015-10-3 02:23:03 |只看该作者

抱团啦

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用户3712909067
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发表于 2015-10-3 10:52:56 |只看该作者

找到组织~

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aflyfish
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19楼

发表于 2015-10-4 18:12:44 |只看该作者

抱团啊，求组队，大家一起准备，有没有什么作文的互改小组，求加入

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superhaoshuai
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发表于 2015-10-4 22:30:21 |只看该作者

加油！！

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georgeapex
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发表于 2015-10-6 12:39:50 |只看该作者

叶水木发表于 2015-9-27 21:49
谁能告诉我carbon dioxide那道阅读第一题那个选项(B) discuss the significance of increasing the amount ...

不是“增加的大气二氧化碳”，increasing the amount...这里是一个action，选项的意思是：讨论这个action的意义

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xjy27th
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发表于 2015-10-10 10:31:32 |只看该作者

抱团！

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yylynette
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发表于 2015-10-10 16:49:14 |只看该作者

妈啊找到组织了好鸡冻！！！！！！！

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Lindazc0913
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发表于 2015-10-10 17:21:37 |只看该作者

抱！团！

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zk0834
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发表于 2015-10-13 08:52:04 |只看该作者

三天

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caitaozhan
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发表于 2015-10-15 19:23:09 |只看该作者

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tj12
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发表于 2015-10-16 21:38:21 |只看该作者

明天！

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叶水木
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发表于 2015-10-23 14:45:27 |只看该作者

georgeapex 发表于 2015-10-6 12:39
不是“增加的大气二氧化碳”，increasing the amount...这里是一个action，选项的意思是：讨论这个action ...

1. The molecules of carbon dioxide
The molecules of carbon dioxide in the Earth’s atmosphere affect the heat balance of the Earth by acting as a one-way screen. Although these molecules allow radiation at visible wavelengths, where most of the energy of sunlight is concentrated, to pass through, they absorb some of the longer-wavelength, infrared emissions radiated from the Earth’s surface, radiation that would otherwise be transmitted back into space. For the Earth to maintain a constant average temperature, such emissions from the planet must balance incoming solar radiation. If there were no carbon dioxide in the atmosphere, heat would escape from the Earth much more easily. The surface temperature would be so much lower that the oceans might be a solid mass of ice.
Today, however, the potential problem is too much carbon dioxide. The burning of fossil fuels and the clearing of forests have increased atmospheric carbon dioxide by about 15 percent in the last hundred years, and we continue to add carbon dioxide to the atmosphere. Could the increase in carbon dioxide cause a global rise in average temperature, and could such a rise have serious consequences for human society? Mathematical models that allow us to calculate the rise in temperature as a function of the increase indicate that the answer is probably yes.
Under present conditions a temperature of-18°C can be observed at an altitude of 5 to 6 kilometers above the Earth. Below this altitude (called the radiating level), the temperature increases by about 6°C per kilometer approaching the Earth’s surface, where the average temperature is about 15°C. An increase in the amount of carbon dioxide means that there are more molecules of carbon dioxide to absorb infrared radiation. As the capacity of the atmosphere to absorb infrared radiation increases, the radiating level and the temperature of the surface must rise.
One mathematical model predicts that doubling the atmospheric carbon dioxide would raise the global mean surface temperature by 2.5°C. This model assumes that the atmosphere’s relative humidity remains constant and the temperature decreases with altitude at a rate of 6.5°C per kilometer. The assumption of constant relative humidity is important, because water vapor in the atmosphere is another efficient absorber of radiation at infrared wavelengths. Because warm air can hold more moisture than cool air, the relative humidity will be constant only if the amount of water vapor in the atmosphere increases as the temperature rises. Therefore, more infrared radiation would be absorbed and reradiated back to the Earth’s surface. The resultant warming at the surface could be expected to melt snow and ice, reducing the Earth’s reflectivity. More solar radiation would then be absorbed, leading to a further increase in temperature.

17. The primary purpose of the passage is to
(A) warn of the dangers of continued burning of fossil fuels
(B) discuss the significance of increasing the amount of carbon dioxide in the atmosphere
(C) explain how a constant temperature is maintained on the Earth’s surface
(D) describe the ways in which various atmospheric and climatic conditions contribute to the Earth’s weather
(E) demonstrate the usefulness of mathematical models in predicting long-range climatic change

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