1 00:00:07,849 --> 00:00:04,539 so what I've got here is a steel bar and 2 00:00:11,120 --> 00:00:07,859 to wait about ten pounds each I think 3 00:00:13,940 --> 00:00:11,130 and they're attached to these columns 4 00:00:17,480 --> 00:00:13,950 here and they're actually nails in a 5 00:00:20,330 --> 00:00:17,490 square around on both sides well I'm 6 00:00:22,070 --> 00:00:20,340 gonna do is heat up the bar in the 7 00:00:23,990 --> 00:00:22,080 middle here and what I anticipate 8 00:00:26,179 --> 00:00:24,000 happening is perhaps a slight expansion 9 00:00:29,150 --> 00:00:26,189 you might not be noticeable you might 10 00:00:31,550 --> 00:00:29,160 see the bar expand and you probably see 11 00:00:34,100 --> 00:00:31,560 some paint burning off and then you 12 00:00:36,860 --> 00:00:34,110 should see it's safe now what I've tried 13 00:00:41,209 --> 00:00:36,870 to explain here is why a sagging beam 14 00:00:44,690 --> 00:00:41,219 pulls in the column to do that and right 15 00:00:48,229 --> 00:00:44,700 now the beam is step so this weight is 16 00:00:51,110 --> 00:00:48,239 been transferred straight down here when 17 00:00:52,639 --> 00:00:51,120 the beam bends the beam is no longer 18 00:00:55,760 --> 00:00:52,649 stiff so it can't resist anything 19 00:00:58,369 --> 00:00:55,770 pulling or pushing in from the sides the 20 00:01:00,349 --> 00:00:58,379 angle of this will may be the fourth go 21 00:01:04,189 --> 00:01:00,359 down that way we should make the two 22 00:01:06,679 --> 00:01:04,199 columns go in from the side so let's see 23 00:01:08,570 --> 00:01:06,689 what happens I've got two torches I'm 24 00:01:11,109 --> 00:01:08,580 just gonna use my smaller one to start 25 00:01:14,840 --> 00:01:11,119 off with anything needs it I'm gonna 26 00:01:17,960 --> 00:01:14,850 bring my a bigger one into play so let's 27 00:01:18,950 --> 00:01:17,970 give it a go before I show you that I'm 28 00:01:22,490 --> 00:01:18,960 gonna do a slightly different 29 00:01:24,920 --> 00:01:22,500 demonstration here I've got two columns 30 00:01:28,580 --> 00:01:24,930 and I've got two lengths of identical 31 00:01:31,069 --> 00:01:28,590 chain right here and another one here 32 00:01:35,539 --> 00:01:31,079 the difference between them is that this 33 00:01:37,460 --> 00:01:35,549 length of chain this has been welded so 34 00:01:40,160 --> 00:01:37,470 it's stiff and this is just a regular 35 00:01:42,140 --> 00:01:40,170 piece of chain so why don't they do 36 00:01:44,420 --> 00:01:42,150 first is take the stiff piece of chain 37 00:01:47,660 --> 00:01:44,430 which would be the floor truss or a 38 00:01:50,960 --> 00:01:47,670 regular floor beam and attach it to 39 00:01:54,800 --> 00:01:50,970 these two columns and you'll see it does 40 00:01:57,770 --> 00:01:54,810 a nice job of acting like a floor I can 41 00:02:01,969 --> 00:01:57,780 even put on some load on it I've learned 42 00:02:04,520 --> 00:02:01,979 walking around any X just fine but say 43 00:02:05,590 --> 00:02:04,530 this walk there's more trust this beam 44 00:02:07,120 --> 00:02:05,600 or whatever 45 00:02:09,699 --> 00:02:07,130 to lose its structural integrity and 46 00:02:13,059 --> 00:02:09,709 start to Sag that's gonna be represented 47 00:02:14,559 --> 00:02:13,069 by this of course is a very extreme 48 00:02:16,390 --> 00:02:14,569 example it's lost all of its integrity 49 00:02:17,949 --> 00:02:16,400 he demonstrates the principle of what 50 00:02:19,750 --> 00:02:17,959 happens when something is sagging and 51 00:02:21,790 --> 00:02:19,760 it's attached to something that was 52 00:02:23,229 --> 00:02:21,800 previously stiff now one thing to know 53 00:02:25,750 --> 00:02:23,239 to say this is the core of the building 54 00:02:28,780 --> 00:02:25,760 goes to the outside any exterior loads 55 00:02:31,030 --> 00:02:28,790 actually get transmitted through the 56 00:02:33,250 --> 00:02:31,040 floor because it's depth so this will 57 00:02:35,080 --> 00:02:33,260 resist being pushed in from the side so 58 00:02:38,309 --> 00:02:35,090 any generation of this column will be 59 00:02:41,229 --> 00:02:38,319 resisted by the floors as well as laws 60 00:02:45,520 --> 00:02:41,239 holding up what underneath them so let 61 00:02:51,270 --> 00:02:45,530 me take this this floor off and replace 62 00:02:54,130 --> 00:02:51,280 it with a failed four and move them out 63 00:02:57,699 --> 00:02:54,140 so they're straight and straight away 64 00:03:00,699 --> 00:02:57,709 you can see that it does it just pulling 65 00:03:03,009 --> 00:03:00,709 in that it's not stable at all if I pull 66 00:03:04,930 --> 00:03:03,019 it so it's perfectly straight straight 67 00:03:08,050 --> 00:03:04,940 away as soon as it starts to sag a 68 00:03:11,289 --> 00:03:08,060 little bit it's calling in the reason of 69 00:03:13,030 --> 00:03:11,299 course is that when you have something 70 00:03:16,180 --> 00:03:13,040 suspended between two points you have 71 00:03:17,680 --> 00:03:16,190 this catenary action which means it's 72 00:03:19,509 --> 00:03:17,690 very very difficult when when it's 73 00:03:26,039 --> 00:03:19,519 straight pretty much all of the force is 74 00:03:32,289 --> 00:03:26,049 going this way if member is not stiff so 75 00:04:03,560 --> 00:03:32,299 this is what happens this law is just 76 00:04:03,570 --> 00:05:27,399 [Music] 77 00:05:35,860 --> 00:05:32,209 so there you go the bar failed in the