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Measurement of Young modulus of iron

Extracts from this document...

Introduction

903101.doc                    p./

Mok Man Hin 7B (19)

D2   Measurement of Young modulus of iron

Objective

        To find out the Young modulus of iron by adding water into the water bucker to increase the load of the iron wire held. Record the extension of the wire at difference mass of load and plot out a graph of the extension of the iron wire against the mass of the load to find out the Young modulus of the iron wire.

Procedure

1.        Measure the diameter of an iron wire at three different points along its length by a micrometer screw gauge. Take the mean value. Calculate its cross-sectional area (A).

Data 1

Data 2

Data 3

Mean

Diameter of iron wire / mm

1.15

1.17

1.16

1.16

        Cross-sectional area (A) = _____1.0568 x 10-6_m2________________________________

3.        Measure the distance between the wooden blocks and the sticker, i.e. the unstretched original length () of the copper wire.

        Unstretched original length () = ___2.42m_____________________________________

4.        Add 500c.c. of water as load (m)

...read more.

Middle

0.143

6.        Plot a graph of the extension (e) of the iron wire against the mass of the load (m). Find the slope of the graph.

image00.png

Apparatus

Iron wire  x1 (2.42m)

Camera x 1

Half- miler Ruler  x1 (66.1g)

Large Water bucket  x2 (869.1g)

Water

500 ml Beaker x1

Measuring tape x1

Hook x1

Safety goggles x1

Miler Ruler  x1

Mass of water bucker and the ruler = 0.9352kgimage01.jpg

Mass of load added each time = 500/1000 = 0.5 kg

Theory

        When a force is applied to a body, it deforms. By Hooke’s Law, within elastic limits, the extension or compression (e) of the object is directly proportional to the force applied (F)

        Stress = Force (F) /Cross-section area (A) and Strain = Extension (e) / Original length (l)

        Young modulus (E) = Stress / Strain = Fl / Ae

                                                                         = mgl/Ae

Results and Discussion

  1. Describe the shape of the graph of extension against load in step 6. Which part of the graph obeys Hooke’s Law?

...read more.

Conclusion

The water bucker used as a cushion should be same as the one held by the wire and should contain a sufficient amount of water in order to prevent the water splashing out and add mass to the bottom water bucket.Use the data in the pre-lab to find out the appropriate length for the wire to reduce the distance for the water bucker to travel. Due to the water will splash out and the crash may make the water bucker cleaves, safety goggles should be used to protect us.

5.        Give a conclusion to this experiment.

                The iron wire obeys the Hooke’s Law from 0 kg to 10 kg with elastic limit at   9.462243941 x 107 Pa. The young modulus of this iron wire is approximately at 2.16 x 109 Pa. The result is not accurate due to the amount of water added is not constant and the reading of extension is not correct due to the reading error.

New Way Physics for Advanced Level                © Manhattan Press 2005

...read more.

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