how much does steel expand?
955775
Type "linear coefficient of thermal expansion" and "volume coefficient of thermal expansion" into you search engine.\nFor spheres, you probably want to use volume.\n\nYou should find formulas that relate change in length (or volume) and deltaTemperature.\n\nPlug the two temperatures and the coefficient into the formula and you will have the change in size.
729035
How much steel would a woodchuck chuck if a woodchuck could chuck steel, A wood chuck would chuck as much steel as a woodchuck could chuck if a woodchuck could chuck steel.
661849
Go to steel supply house or local hardware
218959
Gauge blocks usually are not subjected to any variation in temperature within a 30 deg. F. room temperature variation. There  are expansion rate considerations for machining steel, but any temperature 30 deg. F. beyond 68.8 deg. would make the Gauge block tenths of thousands of an inch off, but usable in most measurement situations.
523573
Hmmm...guess you haven't seen an answer you like...after all this has been asked, day in and day out for infinity.  In case you missed all the other answers, here they are:\nhttp://answers.yahoo.com/search/search_result;_ylt=AiCtOb_ngGYo0QUA3ujnTZfpy6IX?p=how+much+wood
923963
Traffic timing for this much weight is also considerable. A\n   building code shows that you might need 15 or more for\n   this area so titanium is probably out.  The core value of\n   bronzed steel is ok for the average busy building.  Size again\n   must be measurables ranging from 2.7 to 3.7 made in 20 foot\n   can be made in 35 precise.
1161541
Ha ha :))\n\n\nlet's say x be the length of metal rod 1 in the final composite rod \n\n===> (31-x) is the length of matal 2 in composite rod \n\nalpha 1(coefficient of linear expansion for metal 1 )  = change in length /original length  *change in temp =6.35* 10.^-2/31*100\n=\n\nSimilary ,for metal 2\n\n\nalpha 2  = (3.20 * 10.^-2)/31*100\n\nFOR THE FINAL compsite  rod  \n\nx*alpha1 * change in temperature + (31-x)* alpha 2* change in temp = 5.55 * 10.^-2 \n\nchange in temp above eqn is same =100\n\n0.002x+(31-x)*0.0010=5.55*10.^-2\n\n0.001x=0.0245\n\nx= 24.500 cm of metal rod 1\n\n& (31-24.500) cm = 6.500 cm of metal rod 2\n\n\nTHE author below has made a mistake of leaving the orriginal length :\n\nThe eqn is:\n\ndl=alpha*original length*dT
4239
it has to do with estimating the steel weight (of a pipe)
17229
Any answer is only a guess, the true size is unknown. Plus the fact that its still expanding, so its size changes every day.
665295
This depends widely on the type of steel used. If you have a large enough roller, you can roll sheets of almost any thickness or size (Within reason). In general you'll want to keep the material within a thickness of less than a third of a meter, though you can roll larger metals.
802816
Compression is a reduction in volume of a constant mass in response to pressure. In a liquid or solid state, steel would be considered incompressible because the compressibility is infinetressimal.\n\nThe bulk modulus is the opposite of compressibility. The bulk modulus for (solid) steel is 16 x 10^11 Pascals. While a Pascal is a very small measure of pressure (atmospheric pressure on Earth is about 100,000 Pa), this number is still very large. You would have to be able to go 10,000 miles (2900 leagues) under the surface of the ocean to see 16 x 10^11 Pa of pressure.
1097722
Steel is stronger, in both tensile and compressive strength. Chalk crumbles.
262490
Steel is made in a mill.  It is an alloy of iron and some other element (which element varies).
317200
more likely iron then steel
131807
No, because when you expand it you will have a cubic term.
758754
materials usually expand when heated. Notable exception is ice which contracts when heated to form water.
767704
Depends upon what kind of heat-treatment was given to the steel