2 00:00:10,580 --> 00:00:13,828 Another form of proxy temperature measurement 3 00:00:13,828 --> 00:00:17,920 is called bore-hole temperatures. 4 00:00:17,920 --> 00:00:24,170 What you do is you drill a hole in an ice sheet, or in a soil column. 5 00:00:24,170 --> 00:00:26,440 And you measure the temperature as a function of depth. 6 00:00:27,500 --> 00:00:33,930 What is happening with the temperature is that, in equilibrium, 7 00:00:33,930 --> 00:00:36,160 if the temperature at the surface stays 8 00:00:36,160 --> 00:00:39,800 constant for a very long time, the temperature will 9 00:00:39,800 --> 00:00:46,060 increase with depth because of the generation of heat below the earth's surface. 10 00:00:46,060 --> 00:00:48,780 This is called the geothermal temperature gradient. 11 00:00:48,780 --> 00:00:50,570 The temperature goes up by about 30 12 00:00:50,570 --> 00:00:53,660 degrees Centigrade per kilometer in the earth, 13 00:00:53,660 --> 00:00:55,930 more or less. 14 00:00:55,930 --> 00:00:58,490 If you have a sudden change in 15 00:00:58,490 --> 00:01:01,180 the temperature at the surface, it takes awhile for 16 00:01:01,180 --> 00:01:05,925 that news to difuse down into the ice core 17 00:01:05,925 --> 00:01:09,080 or the rock column that you're measuring. 18 00:01:09,080 --> 00:01:12,770 What would happen to the temperature inside is initially it 19 00:01:12,770 --> 00:01:17,010 would only know about the warming right up at the surface. 20 00:01:17,010 --> 00:01:21,980 And then as time passed the temperatures would relax toward 21 00:01:21,980 --> 00:01:25,582 a new equilibrium where it's, again, along the geothermal gradient, 22 00:01:25,582 --> 00:01:31,400 just going monatomically upward from the surface condition. 24 00:01:31,400 --> 00:01:33,960 If you go out and you measure 25 00:01:33,960 --> 00:01:36,838 the temperature today and you happen to see 27 00:01:37,400 --> 00:01:43,310 something that looks like that, you can use what is known as an inverse method... 28 00:01:43,310 --> 00:01:48,630 to try to back out how much the temperature changed, and when. 29 00:01:48,630 --> 00:01:54,480 It's called an inverse method because, while reality goes from cause to effect, 30 00:01:54,480 --> 00:01:56,800 the change in temperature at the surface 31 00:01:56,800 --> 00:02:00,780 leads to this distribution of temperatures below. 32 00:02:00,780 --> 00:02:02,452 The inverse problem has to 33 00:02:02,452 --> 00:02:07,012 go the other direction, and go from the effect, which is this snapshot 34 00:02:07,012 --> 00:02:12,230 of temperatures in the bore holes down inside the ice ice sheet, 35 00:02:12,230 --> 00:02:14,830 and back out what the cause was. 36 00:02:14,830 --> 00:02:18,750 How much the the temperature changed and when. 37 00:02:18,750 --> 00:02:23,950 In general, borehole temperatures give you a much 38 00:02:23,950 --> 00:02:27,700 smoother estimate of how the temperatures change with time. 39 00:02:27,700 --> 00:02:31,270 Because if there's fast 40 00:02:31,270 --> 00:02:35,980 temperature changes here, you'll never see that down in the interior. 41 00:02:35,980 --> 00:02:38,604 Basically what you see is the same longer time-scale 42 00:02:38,604 --> 00:02:42,060 overall patterns (of temperature change).