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Activity 4.6 – Bracket
Purpose
Studying how something is fastened is not something you do every day. But, just for fun, consider looking at how your desk is held together or your locker. Most likely, you will notice they are held in place by different types of screws. The same is true with doors and windows. When you look at stairs and other objects, you begin to realize that things are held together in many different ways.
In this activity, you will be introduced to a 3D model that
has counterbores and countersinks. These are two types of specialized holes used
with fasteners. A countersink is used to recess the tapered head of a fastener
below the surface of an object (i.e., like a screw on the chair you’re sitting
in). A counterbore is a cylindrically enlarged hole, generally used to allow the
head of a screw or bolt to be recessed below the surface of an object (i.e., on
the back of a radio or television, they are the little holes for the screws).
Equipment
· Computer with appropriate software, such as Inventor
· Engineer’s notebook
· Pencil
Procedure
Using the same procedures you learned in previous activities,
create a 3D model of the bracket depicted in the orthographic and isometric
views provided.
If you look at the orthographic drawings closely, you will
see the difference in the profiles of the counterbore and countersink. They show
up well in the right side view. This bracket might be used by being bolted to a
solid surface through the counterbores, and having a lighter piece attached to
the back using the countersunk holes.
In order for you to know how to create the holes, counterbore,
countersink, fillets, and rounds for this project, you will need to follow the
instructions of your teacher or complete the tutorials regarding these topics.
Orthographic
and Isometric Views of Bracket:

NOTE: All measurements are
in millimeters.
15.
Create a sketch environment for
the notch in the middle of the part.
16.
Create the rectangular sketch on
the front of the part, 50 x 29. You can use the rectangle command.








Conclusion
a.
42,345 g
b.
423,450.2 g
c.
236 g
d.
3169582.66 g
a.
374,212.8 cm3
b.
245,439.3 cm3
c.
634,294.2 cm3
d.
2,124
cm3
a.
4372543.5 g
b.
5234988.3 g
c.
2941312.8 g
d.
5234215.5 g
B.
What would be the advantage of a
counterbore over a drilled hole?
C.
Why are the cheeks of the
countersink cut at an angle?
D.
How come both features would be
used on the same part?
E.
At home, find five items that have
a countersink and five items that have a counterbore. Write them down.
Density of Brass is
8.470 g/cm3