{"id":18254,"date":"2022-09-23T07:42:46","date_gmt":"2022-09-23T07:42:46","guid":{"rendered":"https:\/\/www.booksofall.com\/pl\/?post_type=product&p=18254"},"modified":"2022-09-23T07:42:46","modified_gmt":"2022-09-23T07:42:46","slug":"layout-procedures-for-metals","status":"publish","type":"product","link":"https:\/\/www.booksofall.com\/pl\/layout-procedures-for-metals\/","title":{"rendered":"Layout Procedures for Metals"},"content":{"rendered":"

We will start out with a flat pan template build. This will be one the simplest template we will construct, but there are key components of this simple template that will follow through to more complex templates.<\/p>\n

Here we have both the perspective view and an orthographic drawing<\/a>. Using this format it is easy to see what the finish product will look like. What we have to do here is reverse the process to see what shape we have to start with to build the pan. The one thing we need now are dimensions<\/a>.<\/p>\n

Now that we have the parts overall size we can determine how to go about laying this part flat and work with the dimensions given so we can create the pan.<\/p>\n

By inspecting the drawing we can see that the over flat portion of the pan or the inside dimension is 8\u201d x 12\u201d. Each side has a total inside height of 1\u201d each. By adding these together we can tell that what we will need to material to build the pan. This can commonly be called the STRETCHOUT. 8\u201d + 1\u201d + 1\u201d + 12\u201d + 1\u201d +1\u201d gives us an overall sheet size needed of 10\u201d X 14\u201d.
\nBefore we get too far, let just draw the inside base of the pan.<\/p>\n

A simple rectangle that measure 8\u201d x12\u201d.<\/p>\n

Now we need to add the 1\u201d to all four corners that will become the edges of the pan. First you need to extend each line by 1\u201d at each corner.<\/p>\n

Now we simply connect a line on each side for each 1\u201d extended line.<\/p>\n

Now you can see in each corner there is a square notch. These notches allow 1\u201d portion of the sheet to be bent up 90\u00b0 to form the pan.<\/p>\n

After sides are bent at 90\u00b0, the finish product should looks like this.<\/p>\n

Notes about flat sheet layout<\/a> and dimensions.<\/p>\n

You need to pay attention to how the parts are dimensioned, inside or outside. If parts are dimensioned to the outside you will need to account for material thickness for each formed edge to properly determine Stretch-out. The Stretch-out will be based off of the inside surface. For each 90\u00b0 bend .12\u201d will be gained to overall length.<\/p>\n

For example:<\/p>\n

The outside dimension are 6.24\u201d x 8.24\u201d x 1\u201d tall. To figure out what inside dimension is for bottom of pan for layout we need to take 2 x the sheet thickness minus the given outside dimension. The inside dimension of pan is 6\u201d x 8\u201d with an inside height of .88\u201d.<\/p>\n

To figure the stretch-out, we will need to add 6\u201d + .88\u201d + .88\u201d = 7.76\u201d and 8\u201d + .88\u201d +.88\u201d=9.76\u201d<\/p>\n

The flat Stretch-out will look like this:<\/p>\n

For this example we want to build a template for a \u201cchimney\u201d or sleeve that will rest on a sloped roof surface. The roof surface will have a slope of 30\u00b0 and the sleeve will have the dimensions of the drawing below.<\/p>\n

Now that we have needed measurements we can begin to draw the stretch-out.<\/p>\n

To help keep everything in order it helps to number points on stretch-out so they match up to each corner. Since this part will have a seam, we can use \u201c0\u201d to indicate the seam. Looking at the side & top view we can see that the points 1&4 have the same height as well as points 2&3 since they are in the same plane. The blue lines are there to show how the lines to extend to help develop the stretch-out.<\/p>\n

Next we will transfer the measurements from the side view to the stretch-out to determine the shape of the template.<\/p>\n

We know at points 0, 1 & 4, the height is the overall height measure at 9.46\u201d, since all those point are in the same plane in the side view. For points 2 & 3 we can see that the overall height there is 6\u201d. We need to transfer this to the stretch-out. There are a few ways to this function. You can simply measure 6\u201d down from each point on stretch-out at points 2 & 3 and mark it with a tic mark, you can also transfer the line 90\u00b0 to the right and where the horizontal line intersects points 2 & 3 place a tic mark.<\/p>\n

Now we can add a couple lines connecting the base of the stretch-out to vertical line 2 & 3 to show what the final shape of stretch-out will be. We can also remove any lines we used to transfer features from side view to stretch-out. The green line indicate the sheet size and shape the red lines indicate where the sheet will be formed.<\/p>\n","protected":false},"excerpt":{"rendered":"