Procedures
At the end of this section there are two documents you may download and print –
- Procedures
- Data and Observation Charts
Tensile Strength
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Figure A
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Assemble two ring stands with a crossbar attached horizontally using clamps. Weigh down or clamp the base of the ring stands for stability. See Figure A.
- Cut 2-inch x 8-inch strips of each type of food
wrap and use duct tape to suspend each strip from the horizontal crossbar.
- Attach a second piece of duct tape at the base of each sample and pierce
a small hole in the tape. A hooked spring scale will be suspended to measure
force.
- To measure tensile strength, attach a spring scale to the sample.
Pull down at a constant rate until the sample wrap breaks. Record the force
(N) at the
moment of break. This will give a relative value for tensile strength.
The final tensile strength value is usually obtained by dividing the force
by the
cross-sectional
area, but in this case the cross-sectional areas of the samples should
be fairly uniform.
- Collect all the tensile strength data from the class and calculate
the average value ± the deviation.
- Repeat the procedure for each type
of food wrap.
Elongation
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Figure B
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Use the assembled ring stands with a crossbar from the tensile
strength procedure above.
- Cut 2-inch x 8-inch strips of each type of food
wrap and use duct tape to suspend each strip from the horizontal crossbar.
- Attach a second piece of duct tape at the base of each sample and pierce
a small hole in the tape. A hooked spring scale is suspended to measure force.
- To measure elongation, attach a spring scale to a sample and vertically pull down at a constant rate. Record the force (N) at various points of the stretch (cm) until the sample wrap tears. See Figure B.
- Graph force (N) versus stretch (cm). Determine
the slope of the graph to get a relative measure for the elongation of
each type of food wrap. Record.
- Repeat the procedure for each type of food wrap.
Record.
Flexural Strength
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Figure C
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Cut a sample of each wrap large enough to be secured over
the mouth of an open-ended coffee can.
- Mount the sample wrap over the mouth of the can and adhere it to the can with duct tape. Make sure the sample is pulled taut. See Figure C.
- Add weight (vertical stress)
to the center of the sample until the wrap breaks. Record this force (weight)
in newtons. It will be used to calculate
the flexural
strength.
- Use πr2 to compute the area of a circle in cm2 (area of can). Divide the force (N) by the area (cm2) to get the flexural strength.
- Repeat the procedure for all sample wraps.
Impact Resistance
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Figure D
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Use steps 1 and 2 from the flexural strength procedure
to prepare samples for impact resistance. You may need several samples
of each wrap.
- Construct an impact resistance assembly using a hammer, an eyelet, and the crossbar assembly from the tensile strength procedure. Screw the eyelet into the handle of the hammer such that the crossbar will allow the hammer to swing freely, like a pendulum. See Figure D.
- Determine the mass of the hammer (in kilograms).
- Adjust the height of
the crossbar so that the hammer’s head strikes
the center of the mounted sample on the face of the can, at the base of the
hammer’s
swing.
- Pull back the hammer to a set height above the base of its swing.
Record height (in meters).
- While another lab partner holds the sample still,
release the hammer, using caution to avoid injury. Change the starting
height until the sample wrap breaks.
(A fresh sample should be used for each change in starting height. Otherwise,
the sample may be stressed enough by the first hit that a second hit of
equal value will break it.) The height will be used to calculate the energy
(potential)
exerted per sample area required to break the sample. This is a relative
measure of the impact resistance of the food wrap.
- Calculate the impact resistance
(joules per square centimeter) using the potential energy formula (mgΔh)
divided by area of the hammer head (πr2).
- Repeat the procedure for all sample wraps.
Download the Procedures (125KB PDF)
Download the Data
and Observations Chart (60KB
PDF)
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