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Operational Manual - DCU

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@ TQ Education and Training Ltd 2000<br />

No part of this publication may be reproduced or transmitted in<br />

any form or by any means, electronic or mechanical, including<br />

photocopy, recording or any information storage and retrieval<br />

system without the express permission of TQ Education and<br />

Training Limited.<br />

All due care has been taken to ensure that the contents of this<br />

manual are accurate and up to date. However, if any errors are<br />

discovered please inform TQ so the problem may be rectified.<br />

A Packing Contents List is supplied with the equipment.<br />

Carefully check the contents of the package(s) against the list. If<br />

any items are missing or damaged, contact your local TQ agent<br />

orTQ immediately.<br />

PE/ajp/O200<br />

TQ Education and Training Ltt:l<br />

Products Divislolrl


~<br />

Section<br />

Contents<br />

1 INTRODUCTION 1<br />

2 ASSEMBLY<br />

~I<br />

How to Set up the Equipment<br />

3 TORSION TESTING<br />

5<br />

General Notes on Experimental Work<br />

~'<br />

~t<br />

Detailed Procedure<br />

3<br />

5<br />

4<br />

USE OF THE TORQUE METER AND PROCEDURE FOR<br />

CALIBRATION<br />

Procedure for Checking the Calibration<br />

Procedure for Full Calibration<br />

7<br />

7<br />

7<br />

5 EXPERIMENTATION<br />

Notes on Laboratory Sheets<br />

Object<br />

Apparatus<br />

Theory<br />

Experimental Procedure<br />

Results<br />

Suggested Increments of Strain<br />

Notes on the Content of the Laboratory Report<br />

Items to be Included<br />

Discussion of Results<br />

9<br />

9<br />

9<br />

9<br />

9<br />

9<br />

9<br />

9<br />

9<br />

10<br />

10<br />

TYPICAL EXPERIMENTAL RESULTS<br />

The Bauschinger Effect<br />

Upper and Lower Yield Strength of Mild Steel<br />

Relationship between Torque and Surface Stress<br />

Cast Iron<br />

6 11<br />

11<br />

11<br />

11<br />

12<br />

APPENDIX A<br />

APPENDIX B<br />

TORSION TEST SPECIMEN<br />

THE TORSIOMETER<br />

Introduction<br />

Construction<br />

Use and Operation of the Torsiometer<br />

Use<br />

Operation<br />

A-1<br />

A-2<br />

A-2<br />

A-2<br />

A-2<br />

A-2<br />

A-2


~<br />

m<br />

I,.<br />

r<br />

'1:-<br />

~-<br />

The 8Ml Torsion Testing Machine enables forward and<br />

reverse tests on standard 6 mm TQ torsion specimens,<br />

and other hexagon ended specimens requiring torques of<br />

up to 30 Nm. With additional chucks (optional extra) it<br />

can also be used for testing wire up to a length of 0.7 m.<br />

The apparatus is illustrated in Figure 2.<br />

The loads are applied manually through a 60: 1<br />

reduction gearbox. The torque is reacted by a torsion bar<br />

(as shown in Figure 3), whose movement, relative to the<br />

displacement arm, is measured by a linear potentiometer<br />

connected to a TQ Digital Torque Meter. This mett:r is<br />

supplied as standard with the apparatus and is calibnued<br />

to give a readout of torque in Nm or lb.in (see Section 4<br />

on page 7).<br />

11


TQ Torsion Testing Machine<br />

Torque<br />

shaft<br />

DeftectkJn<br />

81m<br />

Lk18ar<br />

potentiometer<br />

Figure 3 End view of torque measurement system<br />

gearbox output shaft and can be used for measurement<br />

in the plastic range. A resettable counter is also fitted to<br />

the gearbox input shaft to give an overall record of input<br />

revolutions (note that one revolution represents 6°).<br />

Two pairs of hexagonal sockets are provided for<br />

holding standard TQ specimens. These sockets fit on the<br />

ends of the input and torque shafts as shown in Figure 2.<br />

The two pairs of hexagonal sockets provided are:<br />

. 3/16" Whitworth - for all specimens (the smaller<br />

sized sockets)<br />

. 12 mm AF - these can be used for cast iron<br />

specimens in order to accommodate any roughness<br />

on the cast ends<br />

In some cases it may be necessary to remove excessive<br />

bumps or flashing from specimens using a file.<br />

Accurate measurement of twist angles, and hence<br />

strain, can be obtained using the TQ Torsiometer which<br />

is an optional extra.<br />

The input rotation (the angle of twist of specimen) can<br />

be measured by three methods as in Figure 2. For<br />

accurate readings in the elastic range a protractor scale<br />

reading 0.10 is fitted to the input shaft of the gearbox. A<br />

second protractor scale reading 10 is fitted to the


SECTION 2 ASSEMBLY<br />

The apparatus is despatched fully assembled except for<br />

the following:<br />

(a) Adjustable feet (2 oft)<br />

(b) Levelling handwheel and tie rod assembly<br />

(c) Counter assembly<br />

sufficient room to insert a specimen between the<br />

sockets.<br />

To assemble, first lift each end of the apparatus in turn<br />

and screw an adjustable foot upwards into the<br />

appropriate hole in each of the end castings (see Figure I).<br />

Note that the plastic knob should point downwards and<br />

that there is only one adjustable foot at each end of the<br />

apparatus.<br />

Next fit the levelling handwheel between the torque<br />

arm and the lower bracket at the right of the apparatus.<br />

Secure the tie rod ends in position by inserting the<br />

screwed pins. Lock these in place by fitting the two split<br />

pins provided.<br />

Note: For safety reasons, the screwed pins must be<br />

screwed fully in and the split pins must be fitted to<br />

ensure that the joints do not work loose during<br />

operation.<br />

7:<br />

Fit the counter assembly as follows:<br />

1. Remove and retain the two cap head screws located<br />

on the top of the gearbox.<br />

2. Place the counter on the top of the gearbox with the<br />

cam follower lever resting on the carn of the<br />

handwheel.<br />

3. Secure the counter to the gearbox with the two<br />

screws removed in step (1).<br />

How to Set up the Equipment<br />

I. Level the rig on a suitable bench by adjusting the<br />

two adjustable feet.<br />

2. Connect the electrical lead from the output socket<br />

on the right of the apparatus to the input socket at<br />

the rear of the Digital Meter. Connect the meter to a<br />

mains supply and switch on.<br />

3. Select the required drive sockets and fit them to the<br />

input and torque shafts.<br />

4. Loosen the two locking knobs on the gearbox<br />

carriage and move the carriage along the bed such<br />

that, with the shaft fully to the left, there is just<br />

s.<br />

6.<br />

Set the deflection ann approximately level by<br />

adjusting the handwheel, then set the dial gau~;e to<br />

read zero by rotating the outer bezel. Tap the<br />

apparatus lightly and recheck the dial gauge.<br />

Select the desired range on the Digital Nleter<br />

(metric units or imperial). Set the reading to zero by<br />

adjusting the ZERO adjusting knob at the rear of<br />

the meter. Note that the meter is calibrated ~:fore<br />

leaving the factory, but if required the calibration<br />

can be checked using the procedure given in<br />

Section 4.<br />

If required, fit the Torsiometer to the specunen.<br />

Insert the specimen into one of the sockets, then<br />

rotate the handwheel until the second socket will<br />

slide freely onto the other end of the specimen.<br />

8. Take up any free movement by slowly rotatin!~ the<br />

handwheel clockwise until the Digital Meter<br />

reading just changes (i.e. a reading of 0.1 Nm or<br />

1.0 lb. in). Turning the handwheel clockwise ~~ives<br />

forward loading of the specimen, and anticlockwise<br />

gives reverse loading.<br />

9. Loosen the grubscrew on the scale, and positi,:>n it<br />

in line with the cursor. Set the reading to zero and<br />

lock the scale in position. Zero the counter by<br />

turning the knob at the far end of the counter.<br />

10. All zeros are now set and testing can commenc


SECTION 3 TORSION TESTING<br />

r<br />

General Notes on Experimental Work<br />

The tests possible with Torsion Testing Machine<br />

include the determination of the upper and lower yield<br />

strengths for nonnalised steel specimens, demonstration<br />

of the Bauschinger effect, and other effects relating to<br />

work hardening and heat-treatment. The detailed<br />

procedure outlined below should be followed in each<br />

case in order to maintain consistent readings of<br />

specimen twist using the scales provided. If a<br />

torsiometer is used, or if high accuracy is not required,<br />

there is no need to relevel the displacement arm before<br />

each reading (i.e. there is no need to maintain a zero<br />

reading on the dial gauge). This part of the procedure is<br />

only necessary in order to maintain the position of one<br />

end of the specimen stationary whilst registering the<br />

true angle of twist on the protractor scales. Omitting this<br />

step will not affect the accuracy of the torque readings.<br />

It should be noted here that the protractor scales only<br />

give an approximate measure of the twist of the<br />

specimen since readings include the twist of the drive<br />

shafts and specimen ends, and also any slight movement<br />

of the specimen ends in the drive sockets. These effects<br />

will be most significant in the elastic range where the<br />

load increases rapidly for only a small twist of the<br />

specimen. If the modulus of rigidity is to be determined,<br />

it is recommended that a torsiometer should be used.<br />

Reverse loads are applied by turning the handwheel<br />

anti-clockwise. Note that the Digital Meter reading will<br />

then be negative.<br />

IMPORTANT<br />

Always reduce the load to zero if it is required to<br />

remove a specimen before failure (for exam pIle,<br />

for heat treatment). DO NOT ATTEMPT TO<br />

REMOVE A SPECIMEN WHEN UNDER<br />

LOAD.<br />

Detailed<br />

Procedure<br />

1. For forward loading rotate the input handwheel<br />

clockwise until the input shaft has rotated, for<br />

example, through 0.5° as indicated by the dial.<br />

2. Return the reading on the dial gauge to zero by<br />

rotating the levelling handwheel.<br />

3. Record the torque displayed by the Digital Meter,<br />

noting the units and record the total angle of twist<br />

from zero.<br />

4. Repeathe procedure as required until the specimen<br />

has yielded or until all points of interred have l)een<br />

covered. Note that in the plastic range, angles of<br />

twist can be incremented to 6° or multiples of 6°.<br />

For ductile specimens, increments of up to 60° may<br />

be required, as some specimens require up to<br />

revolutions before failure occurs.<br />

r<br />

r<br />

r


~<br />

arm<br />

/ I.<br />

SECTION 4 USE OF THE TORQUE METER AND PROCEDURE FOR<br />

CALIBRATION<br />

r<br />

The apparatus is supplied complete with a Digital Meter<br />

for torque measurement and this is calibrated before<br />

leaving the factory. Four trimming controls are fitted to<br />

the rear of the meter as follows:<br />

a. ZERO adjustment knob - this is used for zeroing<br />

the meter (if necessary) prior to applying load.<br />

b. CAL screw - this can be used to adjust the<br />

calibration of the meter in the SI units mode.<br />

c. SI/lMP ADJUST screw - this adjusts the ratio<br />

between the SI and IMPERIAL units as selected by<br />

the SI/IMP switch at the front of the meter.<br />

d. DECIMAL POINTS - this can be used to determine<br />

the number of decimal points displayed.<br />

Controls (b) and (c) should not normally require<br />

adjustment, but if adjustment become necessary this<br />

should be done with care, as the controls are delicate.<br />

Procedure for Checking the Calibration<br />

Deflection<br />

arm "<br />

1"'3<br />

..,.<br />

Calibfation<br />

Dial<br />

gauge<br />

#_.<br />

Levelling<br />

handwheel<br />

Figure 4 Meter calibration using the loading arm<br />

1. For the calibration arm onto the square end of the<br />

torque shaft, then set the deflection arm<br />

approximately level by adjusting the handwheel<br />

(see Figure 4). Set the dial gauge to zero by rotating<br />

outer bezel. Tap the equipment lightly and recheck<br />

the dial gauge.<br />

2. Select SI units and set the Digital Meter to zero by<br />

adjusting the ZERO knob at the rear of the<br />

instrument.<br />

3. Add a load of 5 kg to the calibration arm and return<br />

the reading on the dial gauge to zero by rotating the<br />

handwheel. Check that the reading on the Digital<br />

Meter is 24.5 :to.5 Nm.<br />

4.<br />

5.<br />

Remove the load and check that the meter retools to<br />

zero.<br />

Note: If the error is greater than 0.5 Nm (i.e. 2%)<br />

the calibration should be adjusted using the CAL<br />

screw at the rear of the instrunlent to set the reading<br />

to 24.5 Nm when the load is 5 kg. For refer,ence<br />

purpose, note that the calibration ann is 500 mm<br />

long, hence 5 kg gives 5 x 9.81 x 0.5 = 24.53 Nm.<br />

If it is required to use imperial units (lbf.ft), re'peat<br />

the above procedure with the units switch sc:t to<br />

IMP and set the SI/IMP ADJ screw to give<br />

17.96 Ibf.ft.<br />

Procedure<br />

for Full Calibration<br />

For most purposes it can be assumed that the calibnltion<br />

is linear and setting at one value of load is adeqLlate.<br />

However, if required, the full calibration over the whole<br />

range can be checked as follows:<br />

I. Set an initial zero condition as in steps (I) and (2)<br />

in 'Procedure for Checking the Calibration'.<br />

2. Add weights to the weight hanger in the increments<br />

available (i.e. 500 g, I kg, 2 kg and a further :Z kg,<br />

plus weight hanger at 500 g) and record the meter<br />

reading at each value up to 6 kg. Return dial gauge<br />

to zero at each step, using the handwheel.<br />

3. Reduce the load in the same steps and again record<br />

the meter readings.<br />

4. Plot a graph of meter reading against applied torque<br />

(which equals 0.5 x load x 9.81 Nm). Draw a mean<br />

line through the points and calculate the slOlle of<br />

the line (ideally unity). If there is a significant t:rror,<br />

apply a load of 5 kg, note the reading and divide<br />

this by the average slope, then reset the meter to<br />

this new value.<br />

S. The above procedure can then be repeate,:i, if<br />

desired, to check that the resulting calibration is<br />

correct.<br />

It may be noted that the graph plotted in step (4) will<br />

also show the linearity of the torque measuring system<br />

and any hysteresis which is present due to stiction in the<br />

torque shaft bearings. It will be found that both these<br />

sources of error are mall, but students should be aware<br />

of their existence and should comment on them in their<br />

laboratory reports.


SECTION 5 EXPERIMENTATION<br />

r<br />

r<br />

The fonn of Laboratory Sheets and Reports quite<br />

obviously will depend very much on the individual<br />

lecturer and the type of experiment being carried out;<br />

however for the more elementary work the following<br />

example serve as a guide for the student operator.<br />

Notes on Laboratory Sheets<br />

Using a Torsion Test to Destruction as an example, the<br />

following is a suggested layout for a laboratory sheet.<br />

Object<br />

To carry out a torsion test to destruction in order to<br />

determine for a specimen:<br />

(a) The modulus of rigidity<br />

(b) The shear stress at the limit of proportionality<br />

(c) The general characteristics of the torque, angle of<br />

twist relationship.<br />

Apparatus<br />

Torsion Testing Machine and Torsiometer, steel rule<br />

and micrometer.<br />

Theory<br />

From the general torsion theory for a circular specimen:<br />

T Ge 't<br />

- = =-<br />

J<br />

where:<br />

I<br />

r<br />

T= Applied torque Nm or lbfin<br />

J = Polar second moment of area mm or in<br />

G = Modulus of rigidity N/mm2 of Ibf/in2<br />

e = Angle of twist (over length) radians<br />

I = Gauge length mm or in<br />

t = Shear stress at radius r N/mm2 or 1 bf/in2<br />

r = Radius mm or in<br />

Experimental Procedure<br />

I. Measure the overall length and diameter of the test<br />

section of the specimen.<br />

2. Draw a line down the length of the test section of<br />

the specimen with a pencil; this serves as a visual<br />

aid to the degree of twist being put on the specimen<br />

during loading.<br />

3. Mount the specimen finnly in the Torsion Testing<br />

Machine. For each increment of strain record the<br />

following:<br />

(a) Angle of twist of the specimen in degrees<br />

(b) Applied torque<br />

(c) Angle of twist over the 50 mm gauge length in<br />

radians, as recorded by the dial gauge indicator<br />

(d) When the elastic limit has been passed<br />

continue to test to destruction with ever<br />

increasing increments of strain, recording for<br />

each strain increment:<br />

]. Angle of twist in degrees<br />

2. Applied torque<br />

Note: In some tests it may be found unnecessary to use<br />

the torsiometer after the elastic limit has been reached.<br />

If this is the case, the torsiometer can be removed from<br />

the specimen and readings of twist can be taken din:ctly<br />

from the machine scales. To remove the Torsiom'~ter,<br />

unclamp the two cap screws securing it to the specimen<br />

and slip each end clamp off the specimen. The end<br />

clamps have been slotted for this purpose. It is not<br />

possible to remove the centre cylindrical spacer of the<br />

Torsiometer as this would involve disturbing the end<br />

fixing of the specimen, i.e. releasing it from the chuck.<br />

This should be done under any circumstances during<br />

test.<br />

Results<br />

Initial diameter of specinen<br />

Final diameter of soedmen<br />

Gauge length ~ specinen<br />

Initial overall length of spec"men<br />

Final overall length of specimen<br />

Tabulate the results under pressure headings for the<br />

elastic and non-elastic regions.<br />

Suggested Increments of Strain<br />

To ensure that an adequate number of values are<br />

obtained from the test, particularly during the elastic<br />

region of strain, the following is recommended:<br />

Notes on the Content of the Laboratory<br />

Report<br />

As in the case of the Laboratory Sheet the content of the<br />

report will depend largely on the type of test carrie


TQ Torsion Testing Machine<br />

Items to be Included<br />

Include in the report a dimensioned drawing of the<br />

specimen. Using the tabulated results plot a graph of<br />

applied torque, T, against angle of twist a as a base for<br />

the elastic region. Use the slope of this graph to<br />

determine the value of the modules of rigidity. Also<br />

from this graph determine the torque, and then calculate<br />

the shear stress at the limit of proportionality. Plot a<br />

graph of applied torque against angle of twist of the<br />

specimen as a base, for the complete test to destruction.<br />

Discussion of Results<br />

1. State, and comment upon, the values obtained from<br />

the test.<br />

2. Comment upon the overall result obtained from the<br />

test.<br />

3. Comment upon the apparatus and procedures.<br />

4. Discuss the errors involved in determining the<br />

modulus of rigidity using the angle of twist from<br />

the machine dial, and compare the results obtained<br />

with the value found by using the Torsiometer.


SECTION 6 TYPICAL EXPERIMENTAL RESULTS<br />

The Bauschinger Effect<br />

When a metal bar is subjected to torsional overstrain<br />

and the load then removed, the load-free bar is full of<br />

residual stresses. These stresses are of two kinds:<br />

I. Body stresses which affect a relatively large<br />

volume of metal (i.e. macro stresses), and<br />

2. Textural stresses which are really the residual<br />

stresses in between and within the crystals of the<br />

metal caused by deformation of each crystal (i.e.<br />

they are in the actual texture of the metal).<br />

Fortunately body stresses (which are beneficial) are<br />

more stable than textural stresses (which are harmful),<br />

the latter being removed by a low temperature heat<br />

treatment of 200°C.<br />

greater dIan dIe torque at G. This shift of dIe strength<br />

range in dIe direction of dIe plastic defonnation is<br />

sometimes called the 'Bauschinger Effect'.<br />

Upper and Lower Yield Strength Mild StEtel<br />

Normalised mild steel has the peculiar propert)' of<br />

having an upper and lower yield strength. That is, the<br />

initiation of yield occurs at a greater stress than the<br />

propagation of yield along the bar.<br />

This is demonstrated in Figure 6 where, after the ulitial<br />

yielding of the specimen, point A, the load immediately<br />

fallen to a lower value, point B. The strain reduces until<br />

the specimen is again in the elastic range, point C, but<br />

when reloaded it yields at the lower yield strength, lJOint<br />

D, showing that with mild steel the yield propagates at<br />

the lower yield strength stress value.<br />

Figure 5 Reverse torsion tests Relationship between Torque and Surlace<br />

Stress<br />

Reverse torsion tests are possible on the Torsion Testing<br />

Machine, allowing residual stress phenomena to be<br />

readily demonstrated, as shown in Figure 5. In the initial<br />

load cycle the specimen yields at A, is plastically<br />

defoTDled to B, then unloaded and plastically deformed<br />

in the reverse direction to point C. It is then loaded in<br />

the positive direction to point 0, unloaded and given a<br />

low temperature heat treatment, and then reloaded. It<br />

now yields at F rather than O. Thus the harmful effects<br />

of the textural stresses, which were removed by the heat<br />

treatment, were equal to OF. The vertical distance of<br />

point F represents the beneficial effect of the body<br />

stresses.<br />

If the material is now strained to point E and then<br />

strained in the reverse direction to point K (i.e. sight<br />

negative plastic strain). On reloading it arrives back at<br />

the strain represented by point E at a lower torque value<br />

G. Thus, during the strain cycle the strength range has<br />

moved in the negative direction that is the torque at F is<br />

During both the elastic and plastic range of torsional<br />

strain, the relationship between applied torque, 7: and<br />

the maximum shear stress, which occurs at the surface<br />

'tmax, is proportional to 1/ d', the actual relationship<br />

depending upon the stress strain characteristics of the<br />

material being tested. In the elastic range the precise<br />

relationship is:<br />

16T<br />

't= -r<br />

Jtd<br />

Normally this relationship for stress is used throu~~out<br />

the test, but in the plastic region. t is a nominal !;tress<br />

and not the real stress. The real stress is less thw:l the<br />

nominal stress.


APPENDIX A<br />

TORSION TEST SPECIMEN<br />

~ A standard range of metric specimens can be supplied For specimens of gauge 6", see catalogue order no.<br />

by TQ. Each specimen is stamped with a code reference TRIO6O to TRIO85.<br />

and has dimensions as shown in Figure 9.<br />

.I<br />

Figure A 1 Standard torsion specimen<br />

r


APPENDIX B THE TORSIOMETER<br />

Introduction<br />

The TQ Torsiometer has been speciany designed to fit<br />

onto the standard test specimens listed above. The<br />

Torsiometer can accommodate the fun range of strain<br />

by continual adjustment of its dial indicator and can<br />

thus be used to accurately measure strains in both the<br />

elastic and plastic regions.<br />

Construction<br />

A sectional arrangement of the Torsiometer is shown in<br />

Figure 10. It consists of two end clamps, which are<br />

located axially by the centre cylindrical spacer. Each<br />

end clamp contains a 90° cone point socket headed cap<br />

screw, used to clamp the Torsiometer onto the<br />

specimen. A gauge length of 50 millimetres is<br />

maintained between the two clamping screws by the<br />

intermediate spacer.<br />

The end clamps are slotted to facilitate easy<br />

insertion and removal of the specimen. Each end cap<br />

contains two hardened steel rollers to locate the<br />

Torsiometer centrally onto the specimen when clamped<br />

in position. The two component parts of the end clamp<br />

are held rigidly together by the knurled nut. The lefthand<br />

end clamp carries a dial gauge reading to an<br />

accuracy of 0.00 I of an inch. The plunger of the dial<br />

gauge is positioned exactly one inch from the centre of<br />

the specimen and bears on the flat portion of a rod,<br />

which is integral with right-hand clamp. This<br />

positioning of the dial gauge relative to the other over<br />

its gauge length will be represented on the dial gauge in<br />

0.00 I of an inch.<br />

Note that an angular displacement on the dial gauge<br />

represented by 0.001 of an inch is equivalent to an<br />

angular displacement of 0.001 radian. This is because<br />

the dial gauge plunger is exactly 1 inch from the<br />

specimen centreline, acting on a circumference of 27t<br />

radians in a circle the angular displacement shown on<br />

the dial gauge in inches is therefore equivalent to<br />

angular displacement in radians.<br />

Use and Operation<br />

of the Torsiometer<br />

Use<br />

The Torsiometer should be used where more accurate<br />

measurement of strain over a precise gauge length is<br />

desired. Strain can be measured accurately in both the<br />

elastic and plastic regions, thus allowing the Modulus of<br />

Rigidity to the determined in the elastic region and also<br />

providing very accurate means of measuring the work<br />

hardening properties of the specimen. To continue<br />

reading on the dial indicator over these regions it will be<br />

found necessary to adjust the assembly as described at<br />

the end of this section.<br />

Operation<br />

Place the Torsiometer on the specimen. This is done in<br />

three stages, referring to Figure A2.<br />

I. Push one end of the specimen firmly into the socket<br />

mounted on the tailstock of the Torsion Machine.<br />

Separate the Torsiometer into its three main<br />

components - the two end clamps and the<br />

cylindrical centre spacer.<br />

Rod<br />

I~"<br />

,-<br />

End<br />

,clamp<br />

-1$1-<br />

End<br />

I<br />

cap'" r , -'1~ 1t"-T- ,/ End<br />

\<br />

.-" cap<br />

.~<br />

/<br />

Cap<br />

screw \<br />

End<br />

Knurled<br />

clamp Centre nut<br />

Figure A2 Layout of the torsiometer<br />

spacer<br />

'Cap<br />

screw<br />

Page A-2


Ta Torsion Testing Machine<br />

[<br />

r:<br />

2.<br />

3.<br />

Slide the cylindrical spacer over the specimen and<br />

onto the spigot on the right-hand end clamp.<br />

Place the remaining end clamp onto the specimen<br />

taking care to locate the spigot on this end clamp as<br />

far as possible into the open end of the spacer. Turn<br />

the end lamp until the dial gauge plunger contacts<br />

the flat on the end of the rod. The dial gauge should<br />

be in such a position that the dial is clearly visible.<br />

Hold the three components together and ftTDlly<br />

tighten the cap screw in the left-hand end clamp.<br />

The spacer should just be free to rotate without any<br />

end play. The whole assembly firmly fixes to the<br />

test specimen and the tailstock can be slid along the<br />

bed until the free hexagon end of the specimen is<br />

inside the headstock socket. Lock the straining head<br />

in position.<br />

The Torsiometer is now ready for use. Should the full<br />

scale deflection of the dial gauge be insufficient at this<br />

first clamp position of the rod it may be adjusted to<br />

register further straining of the specimen by just<br />

slackening the knurled nut and resetting the position of<br />

the rod. In this way the position of the TorsioI11leter<br />

clamping on the specimen is in no way disturbed, and<br />

continual adjustment throughout the whole loading<br />

range is obtained.<br />

r<br />

r<br />

r

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