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Master's Degree Thesis ISRN: BTH-AMT-EX--2012/D-01--SE Supervisors: Ansel Berghuvud, BTH Magnus Nilsson, MRT Systems International AB, Karlskrona, Sweden Department of Mechanical Engineering Blekinge Institute of Technology Karlskrona, Sweden 2012 Mahesh Meesala Swapna Armoor Avoiding Fracture Failure of a Crusher Disk in a Lamp Re- cycling Machine

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Page 1: Avoiding Fracture Failure of a Crusher Disk in a Lamp Re ...831563/FULLTEXT01.pdf · The crusher disk in lamp recovery device used for crushing aluminum ... Dynamic simulation in

Master's Degree Thesis ISRN: BTH-AMT-EX--2012/D-01--SE

Supervisors: Ansel Berghuvud, BTH Magnus Nilsson, MRT Systems International AB, Karlskrona, Sweden

Department of Mechanical Engineering Blekinge Institute of Technology

Karlskrona, Sweden

2012

Mahesh Meesala Swapna Armoor

Avoiding Fracture Failure of a Crusher Disk in a Lamp Re-

cycling Machine

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Avoiding Fracture Failure of a

Crusher Disk in a Lamp

Re-cycling Machine

Mahesh Meesala, Swapna Armoor

Department of Mechanical Engineering

Blekinge Tekniska Hogskola,

Karlskrona, Sweden.

2012

Thesis submitted to completion of Master of Science in Mechanical

Engineering with emphasis on Structural Mechanics at the Department of

Mechanical Engineering, Blekinge Institute of Technology, and Karlskrona,

Sweden.

Abstract:

The crusher disk in lamp recovery device used for crushing aluminum

end caps is breaking while crushing for unknown reasons. Therefore it

is important for design engineers to be able to find out the possibilities

of fracture failure and also provide prevention methods for it during

design proposals. The scope of this thesis is to find out the reason for

failure, solution and prevention methods of the crusher disk in a lamp

recovery device. Hence the experiment will include theoretical

modeling followed by experimental work. Theory of essential work,

experimental and finite element methods using ABAQUS,

INVENTOR were used for analysis. Dynamic simulation in Autodesk

Inventor was performed to find the startup force. A finite element

analysis in ABAQUS was made in order to show stress concentration

on the disk. It provides effective method for experimentation. During

experimentation it is found that the failure occurs due to improper

design. It was Re-designed to prevent the problem.

Keywords:

Crushers, Fracture, Re-design, FEM, Simulation, ABAQUS, and

INVENTOR.

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Acknowledgements

This work is carried out at the Department of Mechanical Engineering,

Blekinge Institute of Technology (BTH) and MRT Systems International

AB, Karlskrona, Sweden, under the supervision of Dr. Ansel Berghuvud

and Magnus Nilsson.

We would like to express our sincere gratitude to our supervisors, Dr.

Ansel Berghuvud, Department of Mechanical Engineering. Blekinge

Institute of Technology, Karlskrona, Sweden and Magnus Nilsson, MRT

Systems International AB, Karlskrona, Sweden for their inspirational

support. Their guidance and timely advices are strength to us. Without

their support and guidance, this thesis would not have been possible.

Finally we would like to thank our friends Rammohan K P, Cagatay

Bankaoglu, Mohammed Shafiq for helping us to get through difficult

times by providing timely support. We are very much thankful to our

beloved parents for their support and encouragement to complete our MS

studies. We convey our hearty wishes to our roommates in Sweden for

their assistance.

Karlskrona, June 2012

Mahesh Meesala

[email protected]

Swapna Armoor

[email protected]

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Contents

1. NOTATIONS ..................................................................................................... 8

2. INTRODUCTION ............................................................................................. 9

2.1 Problem Statement ....................................................................................... 10

2.2 Aim and Scope ............................................................................................ 11

3. BACKGROUND .............................................................................................. 12

3.1 Related work ................................................................................................ 12

4. Studied System ................................................................................................. 13

4.1 Crusher Disk Working Performance ........................................................... 13

5. Theoretical Model ............................................................................................ 16

5.1 Introduction to ABAQUS ............................................................................ 17

5.2 Introduction to Finite Element Method ....................................................... 17

5.3 Introduction of Autodesk Inventor .............................................................. 18

5.4 Fundamentals of Fracture Mechanics .......................................................... 18

5.5 Potential Risk Factors .................................................................................. 19

5.6 Energy Methods ........................................................................................... 22

6. Experimental work .......................................................................................... 25

6.1 Experimental Setup...................................................................................... 25

6.2 Mechanical Testing...................................................................................... 27

6.2.1 Dynamic simulation by INVENTOR ................................................... 27

6.2.2 Results .................................................................................................. 27

6.2.3 Discussion & conclusion ...................................................................... 28

7. Modeling & Results ......................................................................................... 30

7.1 FEM using ABAQUS .................................................................................. 30

7.1.1 Assumptions ......................................................................................... 30

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7.1.2 Pre-processing ...................................................................................... 30

7.1.3 Simulation ............................................................................................. 36

7.1.4 Post processing ..................................................................................... 36

7.2 Results ......................................................................................................... 36

7.3 Re-design of the part.................................................................................... 37

7.3.1 Mesh ..................................................................................................... 37

7.3.2 Results .................................................................................................. 38

8. Comparison of results ..................................................................................... 41

8.1 Comparison of present disk and re-designed disk ....................................... 41

9. Conclusion and Future work .......................................................................... 44

10. References ...................................................................................................... 45

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List of Figures

Figure 1 :- Aluminum End caps .................................................................. 10

Figure 2: - Broken part during crushing .................................................... 11

Figure 3: - Assembly of Crusher Disk ........................................................ 13

Figure 4 : - Coordinated Approach ............................................................ 16

Figure 5: - Applied force ............................................................................ 23

Figure 6 : - Experimental setup of lamp recovery device ........................... 25

Figure 7 : - Crusher disk setup ................................................................... 26

Figure 8 : - Solid model of crusher disk ..................................................... 26

Figure 9 : - Dynamic simulation of crusher disk ........................................ 27

Figure 10 : - Start-up force ......................................................................... 28

Figure 11 : - Front sides drawing of the part ............................................. 31

Figure 12 : - Back side dimensions of the specimen ................................... 32

Figure 13 : - Applying Load ...................................................................... 34

Figure 14 : - Applied boundary condition .................................................. 35

Figure 15 : - Mesh of the present disk ........................................................ 35

Figure 16 : - Stress Analysis by applying load ........................................... 36

Figure 17 : - Re-Design of Crusher Disk ................................................... 37

Figure 18 : - Re-design disk meshes ........................................................... 37

Figure 19 : - Stress Analysis of re-designed disk ....................................... 38

Figure 20 : - Strain of re-designed disk ...................................................... 39

Figure 21 : - Reaction force of re-designed disk at nodes .......................... 39

Figure 22 : - Reaction forces comparison .................................................. 41

Figure 23 : - Displacement comparison ..................................................... 41

Figure 24 : - Comparison of stress ............................................................. 42

Figure 25 : - Comparison of strain ............................................................. 42

Figure 26 : - Maximum of Von Misses Stress ............................................. 46

Figure 27 : - Minimum of Von Misses Stress .............................................. 46

Figure 28 : - Max of 1st Principle Stress .................................................... 47

Figure 29 : - Max of 3rd

Principle Stress .................................................... 48

Figure 30 : - Min of 3rd

Principle Stress..................................................... 48

Figure 31 : - Max Displacement ................................................................. 49

Figure 32 : - Min Displacement ................................................................. 49

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Figure 33 : - Max Safety Factor ................................................................. 50

Figure 34 : - Min Safety Factor .................................................................. 50

Figure 35 : - Max of Equivalent Strain ....................................................... 51

Figure 36 : - Min of Equivalent Strain ....................................................... 51

Figure 37 : - Max of 1st Principle Strain .................................................... 52

Figure 38 : - Max of 3rd

Principle Strain .................................................. 53

Figure 39 : - Min of 3rd

Principle Strain .................................................. 53

Figure 40 : - Load applied .......................................................................... 54

Figure 41 : - Displacement ......................................................................... 54

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List of Tables

Table 1: - Chemical Compositions ............................................................ 14

Table 2 : - Properties of ductile cast iron .................................................... 15

Table 3 : - Material properties generated in ABAQUS .............................. 33

Table 4 : - Applied load .............................................................................. 34

Table 5 : - Re-designed disk results ............................................................ 40

Table 6 : - Comparison of both results ....................................................... 43

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1. NOTATIONS

A Area

a Thickness [m]

E Young’s Modulus [MPa]

G Energy Release Rate [ ]

H Height [m]

Stress intensity factor [MPa ]

Fracture Toughness [MPa ]

P Load [N]

W Half the Width [m]

Function of specimen geometry

Stress [MPa]

Stress at Break [MPa]

Stress at fracture [MPa]

Strain [%]

Shear Stress [MPa]

F Applied Force [N]

v Velocity [m/s]

Angular velocity [rad/sec]

F Load capacity [N]

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2. INTRODUCTION

The term sustainable development was defined in 1987 in the report

published by the Brunt land commission entitled ‘’our common future’’

as a form of community development that meets present day needs

without jeopardizing the chances of future generations to meet their needs.

This is a challenge that is becoming increasingly relevant. The tangible

effects of our actions and way of life on areas such as global warming,

represents a challenge for all members of society to go from words to

actions. It is essential that we develop new technical solutions to

overcome this problem [1].

Man has been using the earth’s natural resources without thinking about

needs of future generations to come. For this scientists started thinking

about the re-use of waste materials like mercury, fluorescent lamps, glass

etc. One of the most dangerous materials for nature is mercury which is

used in different kinds of lamps and monitors. After useful life of this

products scientists thought of re-using these products which causes

accumulation results in environmental degradation and effect future

generations. From this concept re-cycling process was put into practice.

Lamp recovery device is a recycling machine of aluminum end caps. In

this device crusher disk plays an important role for crushing aluminum

end caps. The crusher disk is breaking while crushing the aluminum end

caps. In this report we will be finding out the problem and solution for the

cause of fracture in crusher disk of a lamp recovery device which is a re-

cycling machine.

MRT system International AB is one of the world’s most leading

recycling companies plays an important role in recycling the wastes like

mercury, fluorescent lamps, glass, HID lamps, CRT’s batteries.

Aluminum end caps are shown below.

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Figure 1:-Aluminum End caps

2.1 Problem Statement

Crusher disk in the Lamp recovery device plays an important role in

crushing aluminum end caps. During the work, disk in the crusher breaks

for unknown reasons, this failure is happening during in first few days or

in month’s time. In this thesis our aim is to find out the reason for this

failure and how we can avoid this failure. Materials which are feeding to

lamp recovery device are all different parts like aluminum end caps and

glass.

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Figure 2: - Broken part during crushing

2.2 Aim and Scope

This thesis is titled as ‘’Avoiding fracture failure of crusher disk in lamp

recovery device ‘’. The aim of this thesis is to find out the cause of fracture

failure of crusher disk in a lamp recovery device and provide possible

solutions. The aim of this thesis is achieved through the following

objectives.

1. Identifying various risk factors for cause of failure

2. Selecting the major risk factor

3. Experimenting on appropriate risk factor which we have chosen above.

Software’s used: ABAQUS, INVENTOR

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3. BACKGROUND

3.1 Related work

An investigation on the fracture failure of the crusher disk was done in

the year 2011 by Frashad Shafieian [2]. His document gives a good

knowledge about the failure risk factors of crusher disk. In report [2] only

investigations were done but where as in this report experimental work

will be conducted based on the new investigations.

Based on the report [2], major risk factors for failure are sorted out for

experimental purpose. An ongoing experiment is continuing in the

company MRT Systems International AB, Sweden to solve the problem in

order to increase the working performance and customer satisfaction.

In this report we mainly concentrate on crack propagation, Startup force

and change in geometry for better results, modal testing will be done by

using tools like Autodesk Inventor, ABAQUS.

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4. Studied System

4.1 Crusher Disk Working Performance

Function of the rotary disk is to crush the aluminum end caps to use them

again. The rotary disk is mounted on a motor, with motor specifications

710 rpm and power of 4KW. In which motor speed is maintained constant

while crushing the metals. The material feeding is done randomly

according to the material fed to the crusher. There is no specific load limit

for feeding.

MRT Systems had a complaint that lamp recovery device is facing the

problem of disk breakage while crushing the aluminum end caps. In this

our aim is to find out why the disk is breaking and how we can avoid the

fracture failure.

Figure 3: - Assembly of Crusher Disk

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4.2 Material Properties

The disk in the crusher is made up of grey cast iron ductile (ASTM-A536).

Which is fixed to the plate, in between four gears is attached to the rotary

disk for crushing purpose. Surface of these gears is finely finished in order

not to rub between the disk and gear. The chemical composition and

material properties of ductile cast iron are shown in below tables.

Table 1: - Chemical Compositions

Analyses Oven Gods

C 3.50 - 3.70 3.40 +/- 0.10

Si 1.40 +/- 0.05 2.40 +/- 0.10

Mn 0.20 – 0.25 0.20 – 0.25

P Max 0.06 Max 0.06

S Max 0.015 Max 0.015

Cu 0.39 – 0.40 -

Cr Max 0.05 Max 0.05

Ni Max 0.10 Max 0.10

Mg - 0.05+/-0.01

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Table 2 : - Properties of ductile cast iron

Property Value in Metric Unit

Density 7.2

Modulus of Elasticity 172 GPa

Poisson’s Ratio 0.275

Thermal Expansion ( ) 11.6

Specific Heat Capacity 506

Thermal Conductivity 32.3

Electric Resistivity 6 ohm m

Tensile Strength 496 MPa

Yield Strength 345 MPa

Shrink 0.5-1.0 %

Shear Strength 372 MPa

Fatigue Strength 290 MPa

Hardness(Brinell) 200-260 BH

Wear Resistance Low

Corrosion Resistance Low

Weld Ability Low

Mach inability Good

Cost Ability Good

Shock Resistance Medium

The above details of material properties are provided by the company MRT

Systems International AB, Sweden.

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5. Theoretical Model

It is always better to follow theoretical model along with experimental

model in order to get better results. Theoretical method like Finite

Element Method is used to find the solution for numerical method which

makes problems easier from complicated. Finite Element Method along

with ABAQUS is used to find the solution in theoretical method.

Theoretical modeling and simulation provides improved fundamental

understanding. By this, we can also re-use this knowledge in future

project development and efficiency of product development in company.

Figure 4 : - Coordinated Approach

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5.1 Introduction to ABAQUS

Abaqus is software which is released in the year 1978. It is a software

application for finite element analysis and computer aided engineering.

Abaqus has four different core software’s.

a) Abaqus/CAE, Complete Abaqus Environment, which is used for

analyzing and simulation of mechanical components and also creates

finite element analysis result.

b) Abaqus/CFD, Computational Fluid Dynamics, it’s new version

c) Abaqus/ Standard, it deals with finite element analyzer to produce

implicit integration scheme.

d) Abaqus/Explicit, it is used to solve highly non-linear systems under

transient loads.

In this report Abaqus/CAE was used for simulation of the crusher disk in

finite element analysis.

By using the numerical methods like FEM, stress analysis of the particular

part can be done due to force. The special feature of Abacus is, design file

of other program can be imported to Abaqus for stress analysis of both

statistical and dynamic analysis. In this it is possible to mesh a part in

different ways. In order to motivate the mode shapes first we need to

know the most important thing modal analysis. In this the result is based

on the introduced points. By having this kind of software programs will be

helpful for engineers to save time and money for conducting the trial and

error method experiments. By using this kind of software we can try to

produce accurate results by doing trial and error methods [2, 3].

In this thesis out of four different core software’s ABAQUS /Explicit is

used to work for modal testing of crusher disk. By using this software,

stress concentration on the disk is found.

5.2 Introduction to Finite Element Method

The development of finite element method was started in the year 1950’s

in aerospace industry. In early days Finite Element Method was used only

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for solving structural mechanics. Today Finite Element Method is

powerful tool for solving numerical solution of any differential equations.

The solutions obtained from the finite element method is based on the

either eliminating differential equations completely or rendering the

partial differential equation into an approximating system of ordinary

differential equations, which are numerically integrated using Euler’s

method or Runge-kutta method. In order to get better results FEM

transforms the differential equation problem into a system of algebraic

equations [4].

By using Finite Element Method it is easier to solve the problem in

theoretical model compared to analytical model. In order to make it easier

one of the reliable software ABAQUS is used to find the specific load,

stress concentration and weak points of the part or structure. Abaqus along

with Finite Element Method is helpful for re-designing the part.

5.3 Introduction of Autodesk Inventor

Autodesk Inventor is design for creating 3D digital prototypes for

visualization and simulation. Inventor is used for integrated motion

simulation and assembly stress analysis. It is indirectly competes with

solid works and solid Edges.

In this thesis dynamic simulation in Auto desk Inventor was performed to

find out the start up-force of the crusher disk in lamp recovery device.

5.4 Fundamentals of Fracture Mechanics

Fracture mechanics is the field of mechanics which is subjected to the study

of crack propagation in materials. For analyzing the driving force on a

crack, fracture mechanics uses analytical method solid mechanics for

cracked bodies subjected to stress and strain [5]. In improving the

mechanical performance of materials and components fracture mechanics

plays an important role. It is also a useful tool for characterizing crack

growth by fatigue [8].

Some of the important terms which cause fractures for driving force are

1. Direct load

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2. Chemical reaction

3. Temperature

5.5 Potential Risk Factors

The main objective of this thesis is to find the problem and solve for it in

order to increase the working performance and customer satisfaction [2].

Before starting the work, potential risk factors for cause of breakage are

identified and listed below. From the list of potential problems first we

start with less likely reasonable for failure and then concentrate on major

risk factors. Eliminate the less likely reasons and start studying the

theoretical model of major problems by this theoretical models and

simulations are used to design good experiments [4]. But still it’s always

not possible to predict exact problems before performing the experimental

work. In one thesis it’s not possible to investigate all potential risk factors,

so some major factors are considered and tested experimentally [4].

The following risk factors which may cause the failure and breakage of

crusher disk are

1. Crack propagation.

2. Fatigue.

3. Design of the part.

4. Start- up force.

5. Temperature of the working area.

6. Poor maintenance.

7. Impact loading.

8. Chemical reaction.

9. Wear out.

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10. Wrong feeding.

Potential reasons for the above mentioned factors are

1. Crack propagation: - When the stress intensity factor k1 of the

specimen reaches critical value, crack in the specimen starts to propagate

and then material resistance load reaches to its peak. Where k1 is fracture

toughness. Crack propagates when k1>kc[7]. In energy criteria crack

propagation was analyzed and found that the material uses its stored energy

to produce new crack. If there is no enough stain energy stored, crack

growth will be stopped. When the change in the energy G is less than

material resistance R no crack growth will be there until and unless applied

force is high. When the change in the energy G is more than the material

resistance R or more than the resistance R then it will follow unstable

growth and there may be possibility of failure of the entire material [7].

Crack growth depends on the rate of change of driving force. Cracked disk

subjected to the remote tensile stress, tensile stress cannot be transmitted

through a crack. The lines of force are diverted around the crack resulting

in a load stress concentration. When there is a high toughness there is a

possibility of crack [8].

2. Fatigue: - Fatigue is a progressive failure that occurs due to dynamic

and fluctuating stresses. Repeated loading components may lead to break

even at low load levels, the stresses in the material are less than the tensile

strength or than yield limit of the material. Due to this failure of material

may occur, this failure is called fatigue. Fatigue phenomenon is known for

past 150 years but still material fatigue is considered as common it’s all

depends on the how fatigue is defined. Sometimes all mechanical failures

are due to fatigue [8].

Primary reason for the failure of structural components is fatigue. The

fatigue crack life has two parts

a) Initiation

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b) Propagation

a) Initiation:-In this phase dislocation plays a major, dislocation piles up

and form structure persistent slip band (PSB) after a large number of

loading cycles.

b) Propagation: - surface component falls below due to extrusion and

intrusion. The movement of material along the slip planes produces tiny

particles stress raises and produce crack propagation [5].

3. Design of the part: - Design of the part is considered to check whether

the design of the part behavior is reasonable or not. For this one way is to

analyze the part by using Autodesk Inventor and the other way is to mesh

the part by applying random application of load in different direction with

the help of finite element method in ABAQUS. If we can find any errors

or difficulty in design it can be considered for further experimentation.

4. Start-up force: - The motor speed in the crusher disk of a lamp

recovery device starts from 0-710 rpm in seconds so there may be a

possibility of producing sudden force in it. If the machine starts several

times in a day, due to sudden force on the disk may lead to cause breakage

or failure of the disk.

5. Temperature of working area: - Depends on the material properties

specific working temperatures are allotted. If the material is used in below

or above particularly mentioned temperatures, this will change the

working characteristics of the material and it may lead to failure. In order

to avoid this problem it should it mentioned clearly on the part before

selling the product. By this customers will aware of it.

6. Poor Maintenance: - proper care should be taken while using the part

for better efficiency. If there is no proper maintenance of this part there

may be chances of getting struck of materials. If the machine starts and

stops frequently without clearing the struck materials there may be most

possibility of breakage of the part [2].

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7. Impact Loading: - The design of the test specimen is similar in all

standards, symmetry directions of the specimen considered always [5].

Impact loading in the lamp recovery device produces sudden force on the

disk. Due to sudden forces high transient stresses develops on the disk and

produces the shock wave propagation, which creates serious consequences

on the disk. If the load on the disk is more than expected, may lead to

cause breakage on the part because of overload.

8. Chemical force contamination: - Chemical reaction may take place

between the metals and the crusher disk material gray cast iron. If it

happens the possibility of failure of the part is high. If this kind of failure

takes place we can avoid by coating the material with ceramic metals.

9. Wear out: - All parts are designed to be used for particular time period

for usage. If the time period is used for long period than the designed time

period there comes a wear out problem so this may lead to failure.

10. Wrong feeding: - While feeding metals to the crusher disk special

care should be taken in order to avoid problems. If wrong feeding is done

to the crusher because of material resistance can cause failure for disk [2].

5.6 Energy Methods

External forces are applied to the beam where it stores in the form of

stress and elastic deformation. Energy methods are completely

independent methods for stress/strain methods more convenient for

applying load. Theory of beams is the best method. Finding deformation

for particular point is easy in this theorem. Load to be applied on the

crusher disk is derived and shown below.

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Figure 5: - Applied force

=

=

[ ]

=

=

=

F =

E = Young’s modulus (or) Modules of Elasticity

I = Moment of Inertia, I =

= mass of the Wheel

= Velocity

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By applying the given values of the crusher disk in the equation

F =

Mass of the gear =0.48 kg

Velocity vg= 74.35 m/s

Diameter of the Nob = 14mm

Young’s modulus E= 172 GPa

We get F=586 N

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6. Experimental work

6.1 Experimental Setup

In order to know the motor speed and start up force test was performed in

the company MRT Systems on lamp recovery device. Figure 6.1 is shown

below. Crusher disk is mounted on the motor shaft, material feeder is

connecting to the crusher disk in order to feed materials to the crusher.

Outlet of the lamp recovery device is connected to the collector, which

collects the recycled materials. Materials are feed to the crusher through

inlet which is fixed above the crusher. After crushing the materials, it goes

to the collector through the outlet of the device.

Figure 6 : - Experimental setup of lamp recovery device

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Figure 7 : - Crusher disk setup

Figure 8 : - Solid model of crusher disk

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6.2 Mechanical Testing

6.2.1 Dynamic simulation by INVENTOR

In order to check whether the problem is occurring due to crack

propagation or by fatigue testing on the motor speed was performed in the

company MRT Systems, to find startup force of the disk. At present the

speed of the motor is maintained 0-710 rpm in 3-4 seconds. It can produce

sudden force on the disk. Due to it there may be a possibility of breakage,

in order to check whether the startup speed produces sudden force on the

disk, this test was done and shown in the figure below.

Figure 9 : - Dynamic simulation of crusher disk

6.2.2 Results

This test is performed in the Autodesk Inventor by applying the proper

speed , velocity and mass of the wheel. It is calculated from Relay Ritz

energy method by using the speed of motor as shown below.

Mass of the wheel =0.350kg

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v=

Where N=speed of the motor in rpm

v=

= 74.35 m/s

Figure 10 : - Start-up force

6.2.3 Discussion & conclusion

The disk has been analyzed for the forces acting upon it. Results from

dynamic simulation in Auto desk Inventor have been recorded. The start-

up force has been found out. If this start-up force on the disk is high there

will be high possibility of crack propagation and fatigue, because start up

0,000

50,000

100,000

150,000

200,000

250,000

300,000

350,000

400,000

0 5 10 15 20 25 30

Time ( s )

Chart Title

Force[1] (2D

Contact:3) ( N )

Force[2] (2D

Contact:3) ( N )

Force[3] (2D

Contact:3) ( N )

Force (N)

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force is the main culprit for it. But here start up force of the crusher disk

reaches to 342 N in 0.08342 seconds at this speed, no sudden forces seem

to be developed. In the above figure 6 start up force in Y- axis is shows 0

to 400N. (But here rest of the points are extra, this are automatically

generated in this software). By this we concluded that the first two

potential risk factors are not reasons for failure so next risk factor design

of the part is considered for further experimentation.

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7. Modeling & Results

7.1 FEM using ABAQUS

By startup force test we concluded that the first two potential risk factors

are not reasons for failure so next risk factor design of the part is

considered. In this work, Abaqus/CAE is used to create easy and quick

producing of the part. For finite element modeling Abaqus is most

commonly used tool in industry. In which complicated engineering tasks

can be solved easily. In this the proper boundary conditions and the loads

are applied to the part [3].

7.1.1 Assumptions

In order to keep model simple some assumptions are followed.

1. Materials are assumed to be isotropic.

2. Position’s ration is given as 0.275 for the material grey cast iron

3. Homogeneous materials are considered.

7.1.2 Pre-processing

Disk part model is generated and model of input file was stored.

Particular steps are followed to create a model are

a) Part

In order to create a model first basic elements are considered. A three

dimensional model, deformable, solid part with extrusion and sketcher

size of 200mm largest dimensions of our model was selected. According

to the below dimensions sketch was drawn [10].

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Figure 11 : - Front sides drawing of the part

The model was created in two parts front side is drawn according to the

above figure 7 dimensions and back side of the disk is drawn according to

the below figure 8 dimensions [10].

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Figure 12 : - Back side dimensions of the specimen

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b) Properties

Mechanical properties of the material grey cast iron are given

Table 3 : - Material properties generated in ABAQUS

c) Assembly

In order to change a dependent instance’s mesh, command assembly >

side by side was used to get final model shape.

d) Step

In this step module, load and boundary conditions are parameters of

interest. For field and history outputs, static step was defined and pre-

selected parameters were used therefore step two simulation was defined.

e) Load

Load was applied in the boundary conditions. Centre of the disk was fixed

and the load of 586N was applied. Load is calculated from the mass of the

wheel.

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Load and Moment of Constraints

Table 4 : - Applied load

Figure 13 : - Applying Load

Constraint Name Load

Fixed Constraint 586N

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Figure 14 : - Applied boundary condition

f) Mesh

In order to generate finite element mesh module was used. A 4 node-

linear tetrahedron quadratic viscosity was used.

Figure 15 : - Mesh of the present disk

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7.1.3 Simulation

a) Job

A job was created in the job module and submitted for analysis, after

finishing all the tasks necessary to create the model.

7.1.4 Post processing

a) Visualization

In visualization module results are shown in graphically from different

methods. Reaction forces, stress, strain and displacement at the edge of

the Nob on disk was shown in this. This file is used for simulation

purpose.

7.2 Results By applying the load on the Nob of the disk, we found that the stress

concentration is high. Due to this the crusher disk brakes, so in order to

find the solution for this re-design of the disk was done and discussed in

below session 7.3. Stress concentration on the disk is 5.120e+03

Figure 16 : - Stress Analysis by applying load

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7.3 Re-design of the part

In order to solve the problem, discussed in the section 7.2 the re-design of

the crusher disk was done. It is breaking due to high stress. In order to

avoid this, supporting wings are given back side of the crusher disk. By

this load distribution will be on all the wings not just on one wing.

Re-design of the disk was done based on the following steps, already

which we have discussed in the section 7.1. For this even back side also

drawn by following same rules.

Figure 17 : - Re-Design of Crusher Disk

7.3.1 Mesh

Figure 18 : - Re-design disk meshes

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7.3.2 Results

Stress concentration on the Nob of crusher disk is reduced after the re-

design. The results obtained for re-designed disk are shown below.

a) Max Stress

Figure 19 : - Stress Analysis of re-designed disk

b) Max Displacement

Figure 20 : - Displacement of re-designed disk

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c) Max strain

Figure 20 : - Strain of re-designed disk

d) Reaction force at nodes

Figure 21 : - Reaction force of re-designed disk at nodes

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Field outputs of Re-designed Disk

Table 5 : - Re-designed disk results

Field O/P’s Max Values

Max Stress( ) 3.792 Mpa

Displacement(S) 6.661 C/m²

Max Strain(E) 2.575

Reaction force at nodes(RF) 1.103 N

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8. Comparison of results

8.1 Comparison of present disk and re-designed disk

a) Reaction forces at nodes

Figure 22 : - Reaction forces comparison

b) Displacement

Figure 23 : - Displacement comparison

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c) Stress

Figure 24 : - Comparison of stress

d) Strain

Figure 25 : - Comparison of strain

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Table 6 : - Comparison of both results

Field O/P’s Present Disk Re-designed Disk

Mass 2.909 kg 3.318 kg

Volume 401285.078 460848.222

Max Stress( ) 5.120 MPa 3.792 Mpa

Displacement(S) 1.157C/m² 6.661 Cm²

Max Strain(E) 3.217 2.575

Reaction force at

nodes(RF) 4.118 N 1.103 N

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9. Conclusion and Future work

In this thesis finite element modeling and physical test were performed to

find and solve the problem for the failure of crusher disk in lamp recovery

device. Results obtained from the analyses were found to be satisfactory.

Initially the stress distribution on the specimen was calculated by using

the finite element model in ABAQUS/CAE by applying the calculated

load. High stress concentration on the crusher disk will be a reason for

breakage of specimen or the machine part.

Start up force of the crusher disk was found by performing Dynamic

simulation in Autodesk Inventor.

Re-design of the disk was done to avoid breakage. In the new design, four

wings were added on the back side of the crusher disk in order to

distribute the stress in between them. These wings will serve as support to

the disk. This way the breakage problem of the disk could be solved.

The results obtained from the analyses of re-designed disk showed better

values in comparison with that of present crusher disk results. Stress

distribution, displacement, reaction force results are compared for both the

disks.

Good match obtained in comparison between physical test and model test

results. Load is calculated from the theory of energy methods, it is applied

on crusher disk to find stress concentration.

The results which we obtained in this report were satisfactory and

approved by the company. The disk will now be manufactured and

employed in the company. This way we contributed to the company in

solving the problem.

As future work the material blockage also can be considered while solving

the problem. In Finite Element Modal we can module it in such away an

additional force put against the rotation of disk that might simulate the

blockage.

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10. References

1. Oluf langhelle, Sustainable Development: Exploring the ethics of our

common future, International political science review (1999), DOI:

10.1177/0192512199202002.

2. Frashad Shafieian, Investigation on failure of a crusher disk in a

mercury recovery device, master thesis, ISRN: BTH-AMT-EX-2011/D-

05-SE, Department of Mechanical Engineering, Blekinge, Karlskrona,

Sweden, 2011.

3. ABAQUS 6.9 DOCUMENTATION.

4. Göran Broman, Computational Engineering, Department of Mechanical

Engineering, Blekinge Institute of Technology, Karlskrona, Sweden,

2003.

5. T.L.Anderson, Fracture Mechanics Fundamentals and Applications-

Third Edition, 1995.

6. C. p. Buckley, Material Failure, Lecture Notes, University of Oxford

UK, 2005.

7. Muhammad Shahid Iqbal, Tearing Fracture and Microscopic Analysis

of Laminate –Towards Sustainable packing, Master thesis, ISRN: BTH-

AMT-EX-2007-03-SE.

8. Tore Dahlberg Anders Ekberg, Failure Fracture Fatigue, An

Introduction, studentlitteratur 2002, ISBN 91-44-02096-1.

9. Autodesk Help: http://wikihelp.autodesk.com/Inventor/enu/2012.

10. Crusher disk sketches provided by company MRT Systems.

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Appendix

Results generated in Autodesk Inventor

Max and Min of Von Misses Stress

Figure 26 : - Maximum of Von Misses Stress

Figure 27 : - Minimum of Von Misses Stress

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1st Principle stress [Maximum, Minimum]

Figure 28 : - Max of 1st Principle Stress

Figure 30 : - Min of 1st Principle Stress

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3rd

Principle Stress [Maximum, Minimum]

Figure 29 : - Max of 3rd

Principle Stress

Figure 30 : - Min of 3rd

Principle Stress

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Maximum and Minimum Displacement

Figure 31 : - Max Displacement

Figure 32 : - Min Displacement

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Maximum and Minimum Safety factor

Figure 33 : - Max Safety Factor

Figure 34 : - Min Safety Factor

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Maximum and Minimum Equivalent Strain

Figure 35 : - Max of Equivalent Strain

Figure 36 : - Min of Equivalent Strain

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Maximum and Minimum of 1st Principle Strain

Figure 37 : - Max of 1st Principle Strain

Figure 40 : - Min of 1st Principle Strain

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Maximum and Minimum of 3rd

Principle Strain

Figure 38 : - Max of 3rd

Principle Strain

Figure 39 : - Min of 3rd

Principle Strain

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Load applied

Figure 40 : - Load applied

Figure 41 : - Displacement

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School of Engineering, Department of Mechanical Engineering Blekinge Institute of Technology SE-371 79 Karlskrona, SWEDEN

Telephone: E-mail:

+46 455-38 50 00 [email protected]