Pasco ME-9891 Flexible I-beam User Manual

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800-772-8700 www.pasco.com
®
Instruction Manual
012-09977A
Introduction
The model ME-9891 Flexible I-beam illustrates beam stiffness and deflection. Because it flexes more than a
metal or wooden beam, students can easily observe that its vertical stiffness is greater than its horizontal stiff-
ness. Use the Flexible I-beam to demonstrate how a beam bends under various load and support configurations.
Add sensors to quantitatively explore the concepts of internal moment, second moment of area, and flexural
rigidity.
Included Equipment Part Number
Flexible I-beam ME-9891
Recommended Equipment
1
1
Equipment recommended for experiment on page 6.
Force Sensor
2
2
Simultaneous use of two PASPORT sensors requires a multi-port PASPORT interface such as Xplorer
GLX (PS-2002) or PowerLink (PS-2001); or two single-port interfaces such as USB Link (PS-2100).
PS-2104
Motion Sensor
2
or
Rotary Motion Sensor
2
PS-2103
PS-2120
Large Table Clamp ME-9472
Base and Support Rod ME-9355
45 cm Rod ME-8736
Multi Clamp SE-9442
String (about 1 m) SE-8050
Small hanging mass (about 50 g) SE-8759
(2) Pencils
Adhesive tape (about 20 cm)
Flexible I-beam
ME-9891
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1 2 3 4 5 6 7 8 9 10

Summary of Contents

Page 1 - Flexible I-beam

800-772-8700 www.pasco.com®Instruction Manual012-09977AIntroductionThe model ME-9891 Flexible I-beam illustrates beam stiffness and deflection. Becaus

Page 2 - Demonstrations

®Flexible I -beam Specifications10SpecificationsTechnical SupportFor assistance with any PASCO product, contact PASCO at:Limited WarrantyFor a descrip

Page 3 - Second Moment of Area

®Flexible I -beam Demonstrations2DemonstrationsEase of BendingHold the I-beam in your hands and bend it in the “upright” and “side” directions as illu

Page 4 - Moment Functions

®Model No. ME-9891 Theory3TheoryThe deflection of a beam depends on how it is supported, the location and magnitude of the load, the beam’s elastic m

Page 5 - Deflection Functions

®Flexible I -beam Theory4Moment FunctionsTo predict the deflection of a beam, it is first necessary to express the internal moment M as a function of

Page 6 - Introduction

®Model No. ME-9891 Theory5Deflection FunctionsThe deflection of a beam under load can be found by combining Equation 1 with the moment function (or f

Page 7 - Procedure

®Flexible I -beam Experiment: Three-point Bending6Experiment: Three-point BendingEquipmentSee Equipment Table on page 1.IntroductionIn this experiment

Page 8 - Further Study

®Model No. ME-9891 Experiment: Three-point Bending7Rotary Motion Sensor option:a. Install the three-step pulley (included with the sensor) on the rot

Page 9 - Typical Results

®Flexible I -beam Experiment: Three-point Bending8Analysis1. For the data taken with the beam in the upright orientation, make a graph of ymax (the me

Page 10 - Technical Support

®Model No. ME-9891 Typical Results9Typical ResultsTypical data for the three-point bending experiment are shown below:Motion Sensor:Rotary Motion Sen

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