Design & Layout of Foodservice Facilities Reading Architectural Drawings Using the Architects’ Scale.

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Presentation transcript:

Design & Layout of Foodservice Facilities Reading Architectural Drawings Using the Architects’ Scale

Architectural Drawings: Perspectives or “Views”  Plan View – looking down from above at an object  Elevation View – looking directly at the front (front elevation) or side (side elevation) of an object  There are other views of objects, including: Sections “cut through” the object Isometric or in perspective 3-D, a three-dimensional representation

Plan and Elevation Views of a Mixer Courtesy of Hobart Corporation Plan View Front ElevationSide Elevation

Drawing to Scale – Why?  To represent large objects (buildings, rooms, equipment) accurately on paper  Helps you understand the relative location of objects such as equipment, aisle widths, etc.  To insure that objects “fit”  Used by contractors to build the facility and install the equipment

The Architect’s Scale  Looks like a triangular ruler with three separate edges  Not used for drawing straight lines, but for reading and drawing “to scale”

The Architect’s Scale

At 1/8” scale, read from left to right following the upper numbers

The Architect’s Scale At 1/4” scale, read from right to left following the lower numbers

Example: Measuring the Length of a Work Table Plan View Front Elevation We want to know the length of the table …… Scale: ¼” = 1’ First, note the scale of the drawing ?

Example: The Length of a Work Table Find the “0” point on the ¼ scale … Align it with the left corner of the table top

Example: The Length of a Work Table Plan View Looking from Right to Left along the scale, note that the table is “6” units - 6 feet long.

Example: Now measuring the height of the table … The table is somewhere between 2 ½ and 3 feet high …Can we be more precise?

Example: Worktable Height Slide the scale down so that the nearest whole foot measure (2’) is aligned with the bottom of the table.

Example: Worktable Height The read the area “above” the “0” … a distance of about 9” … so the table would be 2’ plus 9” high, or 33” 9” 2’

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