QUOTE(donwinn @ Jun 30 2008, 08:51 PM) [snapback]656430[/snapback]
QUOTE(AfterMyNap @ Jun 30 2008, 06:44 PM) [snapback]656381[/snapback]
QUOTE(Daosus @ Jun 30 2008, 06:44 PM) [snapback]656316[/snapback]
Well, since you're in the US, the standard paper size is "letter," at 8.5 x 11 inches. A4 is the European equivalent (rest of the world, really). A5 is half that, A3 is double and so on. A0 is a sheet of paper with an area of one square meter and the long side being longer by a factor equal to the square root of 2. What that amounts to is that the A series keeps its proportions when you fold it in half and cut it.
Paper weight is done in "reams" of 500 sheets in the US. That means a 24lb paper weights 24lb for 500 sheets. Elsewhere, it is done in grams per square meter (gsm).
I don't know much about paper clay, but that may have to do with the sizing in the paper.
WHOT???????
LOL, not quite.
Here's a conversion chart:
Conversion chartIt was actually relatively accurate except for the dropped two and zero. 10 reams of 20 lb paper weighs 40 pounds. So 5 reams, weigh 20 lbs. At least that is what they measure on a scale. 24 lb, 28 lb and 32 lb are proportionately heavier.
The conversion chart is helpful, but it is more of a conversion calculator than a chart. Rule of thumb is that in pound weight paper, 5 reams of it will weigh the pound id.
Donnie
Well, yes and no. 24 lb paper DOES mean 500 sheets weigh 24 lbs, BUT not the 500 sheets you use. All these weights, which are called "basis weights," are based on a larger "basis sheet." For "bond" (copy paper, notepad paper, etc) the basis sheet is 17" x 22" which cuts to 4 sheets of US letter. 500 sheets of basis sheet will weigh 24 lbs, but that's 2000 sheets of letter (should be 4 reams = basis weight). Only for "bond," to convert to grammage (gsm) multiply the basis weight times 3.76.
Different kinds of paper (text, cover, index, newsprint) have different size basis sheets and hence different conversion factors to grammage. Try Googling "basis weight" or "basis sheet" for more info. If you can determine the correct basis sheet size, then you can compute the area of 500 basis sheets; that and the given weight are then easily converted to grammage.
Edit: Good link on grammage, basis weight, basis size:
http://home.inter.net/eds/paper/grammage.html