Saturday, December 9, 2006
Developments
In Descriptive Geometry II we work through a series of concepts to learn how to find the "developments" and "intersections" of different surfaces and solids. A "development" is a flat representation of a three dimensional solid that when folded together portrays the solid object. Developments are especially useful for design sheet metal ducting. Cardboard box manufacturers will also use developments to determine the flat patterns for their specialty boxes.
The example above shows a pyramid shaped greeting card. When the seam is "cut", the flat representation of the greeting card is seen. MED 149 teaches us how to create these flat representations through projection methods.
The figure shown comes directly from one our MED 149 problems. We are asked to draw the given views of the form and develop the lateral surfaces.
The given views, a circle in the top view and a triangle with a radial cut removed in the front view are drawn. The circle in the top view is divided into 24 equal divisions. Construction lines are then projected down into the front view.
The line from the point of the cone (triangle) to point 1 is the ONLY true length line available to us. Fortunately this is all we need to determine the radius of our development. This radius can be seen in development view, and will represent the object line except where the cutout occurs. Small radial marks representing the distance between the equal divisions in the top view are transferred to the development view to located their corresponding points.
While not shown, lines from the intersection points of the radial cut at 7, 8, 9, and 9a would be projected across the front view. Where they intersect the true length line formed by point 1 and the point of the cone gives us the true length for each of these segments. This information can be transferred to the development, as shown using circles whose radii represent those lengths. Connecting the points from the cutout with an irregular curve or in CAD, a spline, shows us the flat representation of the cutout.
This is a very quick and dirty explanation for this development, but hopefully it will give you a bit of an idea for how it's created. We'll definitely be going over this information more thoroughly during Winter quarter.
The example above shows a pyramid shaped greeting card. When the seam is "cut", the flat representation of the greeting card is seen. MED 149 teaches us how to create these flat representations through projection methods.
The figure shown comes directly from one our MED 149 problems. We are asked to draw the given views of the form and develop the lateral surfaces.

The given views, a circle in the top view and a triangle with a radial cut removed in the front view are drawn. The circle in the top view is divided into 24 equal divisions. Construction lines are then projected down into the front view.
The line from the point of the cone (triangle) to point 1 is the ONLY true length line available to us. Fortunately this is all we need to determine the radius of our development. This radius can be seen in development view, and will represent the object line except where the cutout occurs. Small radial marks representing the distance between the equal divisions in the top view are transferred to the development view to located their corresponding points.
While not shown, lines from the intersection points of the radial cut at 7, 8, 9, and 9a would be projected across the front view. Where they intersect the true length line formed by point 1 and the point of the cone gives us the true length for each of these segments. This information can be transferred to the development, as shown using circles whose radii represent those lengths. Connecting the points from the cutout with an irregular curve or in CAD, a spline, shows us the flat representation of the cutout.
This is a very quick and dirty explanation for this development, but hopefully it will give you a bit of an idea for how it's created. We'll definitely be going over this information more thoroughly during Winter quarter.
Thursday, November 30, 2006
Freebies!
New Online Graph Paper link added! This includes among others, cartesian, isometric and polar options. Your graph paper can be customized for type, units, paper size and grid size. Have fun!
Monday, November 20, 2006
MUSEUM OF FLIGHT
From Left to Right: Steve, Carrie, Bruce and Anna
MUSEUM OF FLIGHT: Da Vinci Exhibit
On Friday, November 17th the Mechanical Engineering Design class travelled to Boeing Field and the Museum of Flight to take in the Da Vinci Exhibit. As an inventor and artist, Leonardo Da Vinci's drawings were precursors to the more formalized drawings and designs we create today. M.E.D. students took the opportunity to see some of Da
Vinci's designs brought to life by a group of Italian artisans. Among the excellent examples of devices still in use today were the cam, the Archimedes Screw, and a device used to repel the ladders of invading armies.
In addition, the Museum of Flight itself provides fine examples of more contemporary mechanical designs. Much of Boeing's history is displayed in the Red Barn, including some of the original drafting equipment as well as the original drafting loft as seen here (notice the M.E.D. students critically examining aircraft drawings, checking for errors and inconsistencies.).

As we move forward, expect to take more field trips. There are already two tentatively scheduled for Winter Quarter-- Warmoth Guitars and Composite Solutions.
Friday, November 17, 2006
LAUNCH!
Welcome to M.E.D. News, the blog for and about the Mechanical Engineering Design Program at Clover Park Technical College. Check back regularly for news and announcements about the latest happenings.
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