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International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072
© 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 343
CAE ANALYSIS – PROPELLER BLADE
Vaibhav Bhapkar1, Prathmesh Devkar2, Chaitanya Ambre3, Rohan Bhere4,
Prof. Wasim Shaikh (Guide)
1,2,3,4 Dept. of Mechanical Engineering, DRIEMS, Neral, Maharashtra, India.
---------------------------------------------------------------------***---------------------------------------------------------------------
Abstract - Basically propeller design aims at achieving high propulsive efficiency at low levels of vibration and noise, generally
with minimum cavitations. Achieving this aim is quite difficult with conventional propellers, as we know in modern world vessels
have become faster and larger, that is why propeller diameters have remained limited by draught and other factors. Nowadays
fiber reinforced composites are getting wide spread use in naval applications in recent times. Vessels and submarines like
torpedoes, container ships, etc. and these huge bodies require propeller to drivethem. Theirperformancemainlydependsuponthe
efficiency of the propeller. Its surface finish and geometric properties will ultimately decide the efficiency of the propeller, which
are designed for deeper and moderate depth which is required for minimizing of structural weight for increasing payload,
Execution and operating range for thatpurpose Al alloy casting comes in use for fabricating propeller blades. In recent years the
increased demand for the low weight structural element with acoustic insulation has resulted to take fiberreinforced multi-layer
composite in account for propeller. This study carries out the structural analysis of a carbon fiber reinforced plastic aka CFRP
propeller blade which is likely to replace the Aluminum propel blade. Further propeller is applied to an external hydrostatic force
on alternate side of the blades based on the operating depth and water current around the propeller which also results in
differential hydrodynamic pressure between front and back surfaces of blades. FordevelopingthefinemeshmodelHYPERMESH is
imported from SOLIDWORKS by converting it into IGES file.Byvaryingmaterialpropertiesinpre-processingstagestaticstructural
testing was conducted. And then by importing IGES file, further analysis was done using ABAQUS.
Key Words: Analysis, Corrosion, Stress, Strain.
1. INTRODUCTION
A propeller converts rotary motion from an engine or other
power source into a swirling slipstream which pushes the
propeller forwards or backwards. It comprises a rotating
power-driven hub, to which are attached several radial
airfoil-section blades such that the whole assembly rotates
about a longitudinal axis. The blade pitch may be fixed,
manually variable to a few set positions, or of the
automatically-variable "constant-speed" type.
1.1 Project background
A Propeller is fan like rotating structure which is used to
propel the ship by using the power generated by the main
engine of the ship. The transmitted power is converted from
rotational motion to generate a thrust which imparts
momentum to the water, resulting in a force that acts on the
ship and pushes it forward.
A ship propels on the basis of Bernoulli’s principle and
Newton’s third law. A Pressure difference is created on the
forward and the side of the blade and water is accelerated
behind the blades.
1.2 Organization of Report
Chapter 1: Introductionincludesfundamental information
about the propeller of Ship. The position of the propeller
which may vary. The motion which ship propeller imparts
with in water to possibly push the water in order to move
forward. Some information regarding its power source. The
laws on which its motion and other things depends such as
Bernoulli's Principles, continuity equation and newton
viscosity and motion laws. And the behavior of ship
propeller inside the water.
Chapter 2: literature review, Inordertobepreciseinwork
different data collected which is about different types of
propeller. This gave the basic idea about the force and
pressure which a propeller blade get act on itself in different
scenarios. The size and angle in some areas can change the
efficiency of the blade. This majorlyhelpsinreducingformed
stress.
Chapter 3: Problem Definition, deals with the problems
aroused due to the application of certain propeller in
different situation in various type of water level and water
pressure. This leads to the failure of theshippropellerwhich
may lead to huge loss. The material used in theprocess to
make the propeller plays the crucial role in stress
distribution along it. After defining the problem the
methodology works on material of propeller.
Chapter 4: In methodology the process of analyzing the
stress on software is defined. The different important parts
are mentioned and defined. The materials which possibly
can be use to make the propeller blades are mentioned and
then filtered to nickel aluminium bronze (NAB) to be the
fittest. Then the design aspects are considered in order to
make the model in software. Then the analysis carriedout in
other software by putting the required entities.
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072
© 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 344
Chapter 5: Results and Discussion, Here are the main four
results which were produced fromthe software. Deflection
analysis and other three main stress like von and mises
stress is shown. All of them are in limit and the deflection is
minimum. Every result have their specifications and those
are in proper zone of safety of overall propeller.
Chapter 6: It is concluded that the material selection is
perfect and its properties are suitable in order to make the
propeller so that it can withstand greater pressure forces.
The deflection, non mises stresses are in safe band in such
given condition. Also the future scope describes that the
analysis is of hydrostatic force but the hydrodynamic
analysis can also be done by changing or carrying forward
these parameters to analyze different aspects like water
turbulence stress analysis.
2. LITERATURE RIVIEW
IW.Y.San, 2017 [1] for a given a numerical prediction based
on CFD,FEM and BEM for submarine body or vesselaboutits
propeller excitedacousticresponse.Uniquesolutionacquired
byapplyingboundaryconditioninRefinedIntegralAlgorithm
and pointing the CHIEF points normal to the inner field. And
Field point is acquired by calculating by global mesh
refinement scheme considering QUAD8 as a boundary
element. Errors refining have done up to 10-4 maximum
limiting point. Further, In BEM model of sphere RIA applied
forit’s HIE integral calculation. Open water characteristic of
4381 propeller investigated bycomputationalfluiddynamics
and experimentaloutcomecomparewithachievedyield.“Sub
marine with addition propeller” system were simulated by
computational fluid dynamics to get propeller variation of
thrust and torque. SST turbulent model produced to analyze
flow details in boundary of the submarine
Jaya Kishore, S. B. Siddeswara Rao, P. Kumar Babu, 2015
[2] they work on the fluid element method analysis for
underwater vehicle for its fortitude for propeller blade. The
elements used are aluminium and composite. And also
findings are inter-laminar stress for both of material. The
work carries out the structural analysis of a propeller blade
which has proposed to replace the Al propeller blade and
findings that the Metal matrix composite propellers have
moreover advantages over the conventional metallic
propellers. They work onthe modelling and analyzing the al
propeller blade of an underwater vehicle for its fortitude.
They used the al material for propeller blade. And they
conclude the Metallic propellers can be replaced by
compositepropellers for enhanced performancewithregard
to the operating limit. They select the fiber reinforced
composite material which has replaced of the al material for
under water vehicle for the analysis. They utilize the fluid
element method for analysis. And the finally findings of the
deflection, frequency, Inter-laminar shear stress.
S. Abdul Mutalib, S.Suresh, S.Jaya Kishore, 2015 [12]
“Design and Analysis of CompositeMarine Propeller” using
ANSYS WORK BENCH, [2015] They were work on the
isotropic material such as metal AL and composite
materials to analyze its strength and distortion using
ANSYS WORK BENCH Software. Dynamic analysis and static
analysis are carried out on these various materials and
findings the stress, strain and the total deformation for both
the al and the composite metals marine propeller using
ANSYS software.
3. PROBLEM DEFINITION
3.1 Problem Statement:-
After reading research papers which were proposed for
analyzing the stress on propeller blade we come to one sub
conclusion that many ships and naval vessels meet with the
accidents due to the propeller failure which is ultimately
caused by improper load distribution on surface propeller
blade also main cause is due to improper analyzing of stress
which going to get applied by varying hydro pressure which
is caused due to the high turbulent flow of waves that are
caused in ocean bed.
Selection of material in manufacturing of propeller plays a
crucial role for analyzing the stress on it. As there are few
materials which comes to the failure over the course of time
and due to high turbulent flow of water current. Hence we
can use different types of composite material to overcome
this issue.
4. METHODOLOGY
By referring different research papers which have proposed
analysis over a propeller blade, concluding the important
points and we proceed to the further process. For the ease of
the overall procedure, we consider suitable properties ofthe
material, geometry and dimensions for smoothening its
further analysis. Hence it can function suitably. Specific
metals or composite material scan only beusedforpropeller.
Selecting improper material may lead to ultimate failure.
Hence selection of material plays a crucial role in the
functioning of the propeller.We design a 3D propeller model
on Solidworks, by giving it approximate dimensions and
angles, so that it can mimic the actual propeller. Thereafter,
we import it tothe desirableFEA software i.e.ABAQUS.Then
the model isassigned proper material. Inthefinalstep,asper
the finite element analysis, we impose the boundary
conditions and proper directed pressure. Henceforth, the
results are generated.
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072
© 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 345
Fig - 4.1: Methodology Flow Chart
4.1 Propeller Parts
4.1.1 Blade Tip:- The maximum reach of the blade from the
center of the propeller hub. It separatesthe leading edge
from the trailing edge.
4.1.2 Leading Edge:- That part of the blade nearest the
boat, which first cuts through the water. It extendsfrom the
hub to the tip.
4.1.3 Trailing Edge:- That part ofthe bladefarthestfrom the
boat. The edge from which the water leaves the blade. It
extends from the tip to the hub (near the diffuser ring on
through-hub exhaust propellers).
4.1.4 Blade Face:- Side of the blade facing away from the
boat, known as the positive pressure side of the blade.
4.1.5 Blade Back:- Side of the blade facing the boat, known
as negative pressure (or suction) side of the blade.
4.1.6 Inner Hub: - The forward end of the inner hub is the
metal surface which generally transmitsthe propellerthrust
through the forward thrust hub to the propeller shaft and in
turn, eventually to the boat.
4.1.7 Outer Hub:- For through-hub exhaust propellers. The
exterior surface is in direct contact with the water. The
blades are attached to the exterior surface. Its inner surface
is in contact with the exhaust passage and with the ribs
which attach the outer hub to the inner hub.
4.1.8 Skew Angle:- The term angle skew or skew angle is
generally applied to the difference between thealignment of
an intermediate or end support and a line square to the
longitudinal axis of the blade above. Thus, on a straight
bridge, the skew angle at all supports would normally be the
same and the term skew angle can be applied to the bridge
as a whole.
Fig - 4.2: Propeller Blade
4.2 Material Considered
There are few materials which can be considered for the
design of the ship propeller. Several physical propertiessuch
as stress, tensile strength, modulus of elasticity, hardness
number, specific gravity are taken intoaccountfordesigning
of the propeller. Some of the materials with their physical
properties are given as follows.
Table -1: Material Properties
Material
Stress
(MPa)
Tensile
strength
Modulus of
elasticity
Manganese
bronze
200 510 107
Chromium
Stainless steel
450 680 200
Low carbon
steel
250 450 200
Austenitic cast
iron
235 435 105
NAB 295 635 125
Nikalium 270 680 124
Novoston 305 685 117
Superston
seventy
345 725 117
Sonoston 285 565 77
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072
© 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 346
Among all above materials NAB (Nickel Al Bronze) is chosen
for propeller blade due to its high tensile enduringness and
moderately high modulus of elasticity Propellers being
rotating devices need to be withstand terribly high
hydrodynamic force, centrifugal force, torsion and
hydrodynamic lift. Thus NAB is appropriate accordingtothe
design parameters. There’s an outsizes market for nickel,
aluminium, bronze in naval applications,significantlyforthe
submarine fleets of the globe. The most applications are in
seawater piping and valve systems, weapons handling,
versatile couplings, sonar equipment, seawater external
hatches, hydraulic valves and bearings, fasteners and
waterproofing flanges, low noise propellers, propulsion
equipment and periscope assemblies. These applications
make use of some of the important properties of the nickel
aluminium bronzes: good corrosion resistance, non-
sparking, wear resistance, high strength and good impact
properties. The alloys also exhibit good anti- damping
properties twice that of steel, which is important in
submarines in suppressing soundfor silent operations.Non-
sparking and wear resistancebecomeparticularlyimportant
in weapons' handling systems. The various grades with
lower iron and nickel contents can be manufactured with
magnetic permeability below 1.03 µ
4.3 Corrosion Resistance
Nickel, aluminium, bronze relies on the formation of a thin
adherent copper/aluminium- rich oxide film of Cu2O and
Al2O3 which is self-repairing even in media containing low
oxygen levels. The oxide layer also contains iron and nickel
oxides which tend to form under longer exposure and, the
greater the concentration of oxygen, the more protective is
the film. It is vitally important in the commissioning of
equipment, particularly in seawater applications, that the
system is flushed through with clean aerated seawater for
several hoursto assist in building up theprotectivelayerand
this is important for long-term corrosion resistance. On
occasion, new marine vessels in dock are flushed through
with contaminated water and this has proved to be
problematic if the water contains high sulphide levels.
4.3.1 Pitting
Fig - 4.3: Pitting
Pitting can occur through a process termed differential
aeration due to localized damage of theoxidefilmorinternal
defects uncovered by machining or fettling. Examples of
defects are oxide inclusions, slag inclusions, porosity and
foreign deposits. Pitting can also be caused by attack of less
noble phases within the structure. Such attack is more likely
to occur in an „as cast‟ structure than wrought products
where the internal integrity of the metal ismore uniform
and finer grained through hot working and heat treatment.
Pitting corrosion in all metals is an important consideration,
particularly in thin-walled components such as pipework
where, because of the localized nature of the corrosion,
perforation can occur. Nickel aluminium bronze has good
resistance to pitting corrosion, particularly in the wrought
condition. Cathodic protection, e.g. coupling to a less noble
alloy, can help reduce the risk of this type of corrosion but
has the disadvantage of suppressing the natural ability of
this alloyto resist marine growths.
4.4 Propeller Design
4.4.1 Deign of Propeller in 3D CAD Software
After considering NAB as material for propeller,its3Dmodel
is prepared from 3D CAD software (Solidworks) by
considering design dimensions as per requirement of the
ship. In this design blade length, hub diameter (inner and
outer), skew angle, fillet radius, blade thickness, hub length
etc. are considered as per the proper functioning of
propeller so that it can propel within sea water with
minimum stress bending also the design is such that
hydrostatic resistance.
Fig – 4.4: CAD Model
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072
© 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 347
Table – 2: Dimensions of Propeller Blade
Sr. No. Entity Dimensions
01 Hub Diameter 1 meter
02
Hub
Diameter(Inner)
0.8 meter
03 Hub Length 2 meter
04 No. of Blade 06
05 Blade Length 4 meter
06 Blade Width 1.5 meter
07 Blade Thickness 0.2 meter
08
Blade Fillet
Corner
0.1 meter
09 Blade Area 6 meter2
10 Skew Length 150
4.4.2 Design Calculations
Calculations of pressure on blades
Propeller Blades arealways under theconstant pressure
of sea water. Generally propeller blades are located 10 to 20
meter under sea level. Hence average pressure on the
propeller can be calculated as follows.
P = ρgh
ρ=Density of sea water=1025 Kg/m3
g=acceleration due to gravity=9.81 m/s2
h= average depth of propeller from sea level=14.5 meter
P = 1025 × 9.81 × 14.5
P = 145801.125 N/m2
Calculations of average force on blades
Length of blade = 4 meter
Breadth of blade = 1.5 meter
Blade area on rectangular contour = Length × Breath
= 4 × 1.5
= 6 m2
Average Force = Average Pressure × Area
= 145801.125 × 6
= 874806.75 N
Factor of safety
Generally factor of safety for propeller blade in marine
applications is considered as 2.
Hence,
Shear yield force of material is calculated as follows:-
Shear Yield Force = Factor of Safety × Work Force
= 2 × 874806.75
= 1749613.5 N
Average bending of bade at center of mass
Average Force (F) = 874806.75 N
Length of blade (L) = 4 m
Breadth of blade = 1.5 m
Depth (Thickness of blade) = 0.2
Young’s Modulus = 110 GPa
Equation of bending can be given as follows:-
Moment of inertia of blade
= ML2/12
= 9108 × 16/12
= 12144 Kg-m2
δ = FL3
3YI
= 874806.75 × 43
3 × 12144 x 110x109
= 4.25 × 10-2 mm
4.4 Structural Analysis on ABAQUS Software
Design of the propeller blade is ported in ABAQUS
software from SOLIDWORKS.
In this process following steps are followed:-
1. Material was created by providing input property
like density, elasticpropertieslikeYoung’smodulus,
poisson’s ratio, plastic properties like plastic strain,
Yield stress etc. and the createdmaterial wasNickel,
Aluminum Bronze (NAB).
2. Then the created material was assigned to the
imported part i.e. propeller blade by assigned
material command
3. In assembly mounting the center axis was selected
at center of propeller hub.
4. The required result stress, strain and deflection
parameter were selected.
5. Then according to the finite analysis method the
boundary conditions were applied by keeping all
degrees of freedom zero for inner diameter of hub.
i.e. fixing the hub at point in a space.
6. After this, design steps are created as follows:-
a. Selection of mechanical steps.
b. Pressure was selected as input parameter
c. Value of pressure is created
d. The pressure amplitude is created for 0 to
0 and 1 to 1
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072
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e. Then by selecting propeller blade faces the
pressure were equally distributed over it.
8. In Post processing the job were created for analysis
purpose. First the job was submitted for data check
the result were obtained.
Fig – 4.5: Mesh Model form Software
5. RESULT AND CONCLUSION
Based on above steps from methodology, ABAQUS result
were obtained as follows
5.1 Deflection Analysis
By “U translation and rotations” in ABAQUS software after
providing pressure as input parameter above result is
obtained for average deflection of the propeller blade. The
value of pressure as an input parameter is considered as
145801.125 N/m2 and thedeflectionobtainedas4.316x10-2
mm. which is close to the calculated value. And the
calculated value was approx. 4.25 x 10-2 mm.
5.2 Stress Analysis
Fig – 5.2: Stress Analysis on Propeller Blade
The shear stress due to sea water on surface area of blade is
deforming force per unit area. Byproviding input parameter
as pressure above result was obtained where the maximum
stress was obtained at root of the blade which is 1.453 x 102
N/mm2 which is under completely safe category. InABAQUS
result it is under green zone condition hence the design is
safe.
5.3 Von MISES Stress Analysis
Fig – 5.3: Von Mises Stress Analysis
Von Mises stress also known as equivalent tensile stress
beyond which material is said to start yielding that is It
starts plastic deformation. Mises stress in important in case
of ductility of the material while designing propeller blade
stresses must be well below mises stress limit.
Fig – 5.1: Deflection Analysis
7. By following above process, for accurate results the
mesh is created by keeping the seed size as 0.03 for
accurate results.
The elements are quadratic tetrahedral elementsof
inserted seed size 2221294 quadratic tetrahedral
elements are formed. The total numberofnodesare
3174938 formed on propeller design. This was
obtained by query tool from the toolbar. This
increases the accuracy of result.
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072
© 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 349
In design of propeller blade as per the working pressure
condition Mises stress is maximum near root of the blade
having value 1.563 x 102 N/mm2. Which is under safe design
condition. In ABAQUS design showninabovediagram,entire
design is under green zone condition which means design is
completely safe Mises stress analysis.
5.4 Stress Analysis
Fig – 5.4: Stress Analysis
Change in dimension per unit original dimension. Here
change in dimension is length hence type of strain is
longitudinal. Due to hydrostatic stress of sea water on
surface of the blade the length of blade slightlyincreasesdue
elastic properties of the NAB.
Generally for safe design of the blade strain must be as low
as possible. In ABAQUS design the obtained result shows
that maximum strain occurs at the root of the blade. The
region is shown by pale yellow color which is under
complete to moderate safe region. The maximum strain
value is 1.159 x 10-3.
6. CONCLUSION AND FUTURE SCOPE
6.1 Conclusion
The propeller blades under hydrostatic stressare examined
and their results are obtained from ABAQUS software by
putting all the values of stresses at the depth of 15 meters
from sea level.
Following conclusion are obtained from results:-
1. From stress analysis it is concluded that design of
blade is under “completely safe” condition.
2. From deflection of blades analysis design is under
“completely safe” condition.
3. From Mises Stress analysis design is under
“complete to moderately safe” condition.
4. Material selected for propeller blade i.e. NAB is
proven to be efficient for the designof hydrostatic
stress condition
6.2 Future Scope
In this project we have considered hydrostatic stress
analysis on propeller blades of ships. This project certainly
has some future scopes so as to ensure smooth, hustle free
and efficient propeller performance.
Some of the future scopes are as follows:
1. Hydrodynamic stress analysis with hydrodynamic
lift and drag force consideration.
2. Water turbulence stress analysis.
3. Factor of safety calculation considering
miscellaneous stress due to varying aquatic
conditions and aquatic bodies.
REFERENCES
[1] Hussain, N. A., Arshad, M. R., and Mokhtar, R. M.,
“Underwater Glider Modelling and Analysis for Net
Buoyancy, Depth and Pitch Angle Control”, Ocean
Engineering Vol. 38, pp: 1782–1791
[2] M. jourdian, visitor and J.L.Armand. “Strength Of
Propeller Blades-A Numerical Approach”,IJESC the
socity of naval architectsandmarineengineers,,Page20-
1-21-3, May 24-25
[3] Rao, Y. S., and Reddy, B. S., “Harmonic Analysis of
Composite Propeller for Marine Applications”,
International Journal of Research &Technology(IJERT),
Vol.1 Nov-2012 pp: 257-260
[4] Jaya Kishore, B. Siddeswara Rao, P. Kumar Babu, “FEM
Analysis on Submarine Propeller Blade for Improved
EfficiencybyusingSolidWorksandANSYS-Workbench”,
International Journal of EmergingEngineeringResearch
and Technology Volume 3, Issue 11,pp. 144-151,
November 2015
Mr. Vaibhav Bhapkar
B.E Student, Mechanical Engineering
Department
DRIEMS, Neral, Maharashtra, India
Mr. Chaitanya Ambre
B.E Student, Mechanical Engineering
Department
DRIEMS, Neral, Maharashtra, India
BIOGRAPHIES
International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072
© 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 350
Mr. Prathmesh Devkar
B.E Student, Mechanical Engineering
Department
DRIEMS, Neral, Maharashtra, India
Mr. Rohan Bhere
B.E Student, Mechanical Engineering
Department
DRIEMS, Neral, Maharashtra, India

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CAE analysis of composite propeller blade

  • 1. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 343 CAE ANALYSIS – PROPELLER BLADE Vaibhav Bhapkar1, Prathmesh Devkar2, Chaitanya Ambre3, Rohan Bhere4, Prof. Wasim Shaikh (Guide) 1,2,3,4 Dept. of Mechanical Engineering, DRIEMS, Neral, Maharashtra, India. ---------------------------------------------------------------------***--------------------------------------------------------------------- Abstract - Basically propeller design aims at achieving high propulsive efficiency at low levels of vibration and noise, generally with minimum cavitations. Achieving this aim is quite difficult with conventional propellers, as we know in modern world vessels have become faster and larger, that is why propeller diameters have remained limited by draught and other factors. Nowadays fiber reinforced composites are getting wide spread use in naval applications in recent times. Vessels and submarines like torpedoes, container ships, etc. and these huge bodies require propeller to drivethem. Theirperformancemainlydependsuponthe efficiency of the propeller. Its surface finish and geometric properties will ultimately decide the efficiency of the propeller, which are designed for deeper and moderate depth which is required for minimizing of structural weight for increasing payload, Execution and operating range for thatpurpose Al alloy casting comes in use for fabricating propeller blades. In recent years the increased demand for the low weight structural element with acoustic insulation has resulted to take fiberreinforced multi-layer composite in account for propeller. This study carries out the structural analysis of a carbon fiber reinforced plastic aka CFRP propeller blade which is likely to replace the Aluminum propel blade. Further propeller is applied to an external hydrostatic force on alternate side of the blades based on the operating depth and water current around the propeller which also results in differential hydrodynamic pressure between front and back surfaces of blades. FordevelopingthefinemeshmodelHYPERMESH is imported from SOLIDWORKS by converting it into IGES file.Byvaryingmaterialpropertiesinpre-processingstagestaticstructural testing was conducted. And then by importing IGES file, further analysis was done using ABAQUS. Key Words: Analysis, Corrosion, Stress, Strain. 1. INTRODUCTION A propeller converts rotary motion from an engine or other power source into a swirling slipstream which pushes the propeller forwards or backwards. It comprises a rotating power-driven hub, to which are attached several radial airfoil-section blades such that the whole assembly rotates about a longitudinal axis. The blade pitch may be fixed, manually variable to a few set positions, or of the automatically-variable "constant-speed" type. 1.1 Project background A Propeller is fan like rotating structure which is used to propel the ship by using the power generated by the main engine of the ship. The transmitted power is converted from rotational motion to generate a thrust which imparts momentum to the water, resulting in a force that acts on the ship and pushes it forward. A ship propels on the basis of Bernoulli’s principle and Newton’s third law. A Pressure difference is created on the forward and the side of the blade and water is accelerated behind the blades. 1.2 Organization of Report Chapter 1: Introductionincludesfundamental information about the propeller of Ship. The position of the propeller which may vary. The motion which ship propeller imparts with in water to possibly push the water in order to move forward. Some information regarding its power source. The laws on which its motion and other things depends such as Bernoulli's Principles, continuity equation and newton viscosity and motion laws. And the behavior of ship propeller inside the water. Chapter 2: literature review, Inordertobepreciseinwork different data collected which is about different types of propeller. This gave the basic idea about the force and pressure which a propeller blade get act on itself in different scenarios. The size and angle in some areas can change the efficiency of the blade. This majorlyhelpsinreducingformed stress. Chapter 3: Problem Definition, deals with the problems aroused due to the application of certain propeller in different situation in various type of water level and water pressure. This leads to the failure of theshippropellerwhich may lead to huge loss. The material used in theprocess to make the propeller plays the crucial role in stress distribution along it. After defining the problem the methodology works on material of propeller. Chapter 4: In methodology the process of analyzing the stress on software is defined. The different important parts are mentioned and defined. The materials which possibly can be use to make the propeller blades are mentioned and then filtered to nickel aluminium bronze (NAB) to be the fittest. Then the design aspects are considered in order to make the model in software. Then the analysis carriedout in other software by putting the required entities.
  • 2. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 344 Chapter 5: Results and Discussion, Here are the main four results which were produced fromthe software. Deflection analysis and other three main stress like von and mises stress is shown. All of them are in limit and the deflection is minimum. Every result have their specifications and those are in proper zone of safety of overall propeller. Chapter 6: It is concluded that the material selection is perfect and its properties are suitable in order to make the propeller so that it can withstand greater pressure forces. The deflection, non mises stresses are in safe band in such given condition. Also the future scope describes that the analysis is of hydrostatic force but the hydrodynamic analysis can also be done by changing or carrying forward these parameters to analyze different aspects like water turbulence stress analysis. 2. LITERATURE RIVIEW IW.Y.San, 2017 [1] for a given a numerical prediction based on CFD,FEM and BEM for submarine body or vesselaboutits propeller excitedacousticresponse.Uniquesolutionacquired byapplyingboundaryconditioninRefinedIntegralAlgorithm and pointing the CHIEF points normal to the inner field. And Field point is acquired by calculating by global mesh refinement scheme considering QUAD8 as a boundary element. Errors refining have done up to 10-4 maximum limiting point. Further, In BEM model of sphere RIA applied forit’s HIE integral calculation. Open water characteristic of 4381 propeller investigated bycomputationalfluiddynamics and experimentaloutcomecomparewithachievedyield.“Sub marine with addition propeller” system were simulated by computational fluid dynamics to get propeller variation of thrust and torque. SST turbulent model produced to analyze flow details in boundary of the submarine Jaya Kishore, S. B. Siddeswara Rao, P. Kumar Babu, 2015 [2] they work on the fluid element method analysis for underwater vehicle for its fortitude for propeller blade. The elements used are aluminium and composite. And also findings are inter-laminar stress for both of material. The work carries out the structural analysis of a propeller blade which has proposed to replace the Al propeller blade and findings that the Metal matrix composite propellers have moreover advantages over the conventional metallic propellers. They work onthe modelling and analyzing the al propeller blade of an underwater vehicle for its fortitude. They used the al material for propeller blade. And they conclude the Metallic propellers can be replaced by compositepropellers for enhanced performancewithregard to the operating limit. They select the fiber reinforced composite material which has replaced of the al material for under water vehicle for the analysis. They utilize the fluid element method for analysis. And the finally findings of the deflection, frequency, Inter-laminar shear stress. S. Abdul Mutalib, S.Suresh, S.Jaya Kishore, 2015 [12] “Design and Analysis of CompositeMarine Propeller” using ANSYS WORK BENCH, [2015] They were work on the isotropic material such as metal AL and composite materials to analyze its strength and distortion using ANSYS WORK BENCH Software. Dynamic analysis and static analysis are carried out on these various materials and findings the stress, strain and the total deformation for both the al and the composite metals marine propeller using ANSYS software. 3. PROBLEM DEFINITION 3.1 Problem Statement:- After reading research papers which were proposed for analyzing the stress on propeller blade we come to one sub conclusion that many ships and naval vessels meet with the accidents due to the propeller failure which is ultimately caused by improper load distribution on surface propeller blade also main cause is due to improper analyzing of stress which going to get applied by varying hydro pressure which is caused due to the high turbulent flow of waves that are caused in ocean bed. Selection of material in manufacturing of propeller plays a crucial role for analyzing the stress on it. As there are few materials which comes to the failure over the course of time and due to high turbulent flow of water current. Hence we can use different types of composite material to overcome this issue. 4. METHODOLOGY By referring different research papers which have proposed analysis over a propeller blade, concluding the important points and we proceed to the further process. For the ease of the overall procedure, we consider suitable properties ofthe material, geometry and dimensions for smoothening its further analysis. Hence it can function suitably. Specific metals or composite material scan only beusedforpropeller. Selecting improper material may lead to ultimate failure. Hence selection of material plays a crucial role in the functioning of the propeller.We design a 3D propeller model on Solidworks, by giving it approximate dimensions and angles, so that it can mimic the actual propeller. Thereafter, we import it tothe desirableFEA software i.e.ABAQUS.Then the model isassigned proper material. Inthefinalstep,asper the finite element analysis, we impose the boundary conditions and proper directed pressure. Henceforth, the results are generated.
  • 3. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 345 Fig - 4.1: Methodology Flow Chart 4.1 Propeller Parts 4.1.1 Blade Tip:- The maximum reach of the blade from the center of the propeller hub. It separatesthe leading edge from the trailing edge. 4.1.2 Leading Edge:- That part of the blade nearest the boat, which first cuts through the water. It extendsfrom the hub to the tip. 4.1.3 Trailing Edge:- That part ofthe bladefarthestfrom the boat. The edge from which the water leaves the blade. It extends from the tip to the hub (near the diffuser ring on through-hub exhaust propellers). 4.1.4 Blade Face:- Side of the blade facing away from the boat, known as the positive pressure side of the blade. 4.1.5 Blade Back:- Side of the blade facing the boat, known as negative pressure (or suction) side of the blade. 4.1.6 Inner Hub: - The forward end of the inner hub is the metal surface which generally transmitsthe propellerthrust through the forward thrust hub to the propeller shaft and in turn, eventually to the boat. 4.1.7 Outer Hub:- For through-hub exhaust propellers. The exterior surface is in direct contact with the water. The blades are attached to the exterior surface. Its inner surface is in contact with the exhaust passage and with the ribs which attach the outer hub to the inner hub. 4.1.8 Skew Angle:- The term angle skew or skew angle is generally applied to the difference between thealignment of an intermediate or end support and a line square to the longitudinal axis of the blade above. Thus, on a straight bridge, the skew angle at all supports would normally be the same and the term skew angle can be applied to the bridge as a whole. Fig - 4.2: Propeller Blade 4.2 Material Considered There are few materials which can be considered for the design of the ship propeller. Several physical propertiessuch as stress, tensile strength, modulus of elasticity, hardness number, specific gravity are taken intoaccountfordesigning of the propeller. Some of the materials with their physical properties are given as follows. Table -1: Material Properties Material Stress (MPa) Tensile strength Modulus of elasticity Manganese bronze 200 510 107 Chromium Stainless steel 450 680 200 Low carbon steel 250 450 200 Austenitic cast iron 235 435 105 NAB 295 635 125 Nikalium 270 680 124 Novoston 305 685 117 Superston seventy 345 725 117 Sonoston 285 565 77
  • 4. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 346 Among all above materials NAB (Nickel Al Bronze) is chosen for propeller blade due to its high tensile enduringness and moderately high modulus of elasticity Propellers being rotating devices need to be withstand terribly high hydrodynamic force, centrifugal force, torsion and hydrodynamic lift. Thus NAB is appropriate accordingtothe design parameters. There’s an outsizes market for nickel, aluminium, bronze in naval applications,significantlyforthe submarine fleets of the globe. The most applications are in seawater piping and valve systems, weapons handling, versatile couplings, sonar equipment, seawater external hatches, hydraulic valves and bearings, fasteners and waterproofing flanges, low noise propellers, propulsion equipment and periscope assemblies. These applications make use of some of the important properties of the nickel aluminium bronzes: good corrosion resistance, non- sparking, wear resistance, high strength and good impact properties. The alloys also exhibit good anti- damping properties twice that of steel, which is important in submarines in suppressing soundfor silent operations.Non- sparking and wear resistancebecomeparticularlyimportant in weapons' handling systems. The various grades with lower iron and nickel contents can be manufactured with magnetic permeability below 1.03 µ 4.3 Corrosion Resistance Nickel, aluminium, bronze relies on the formation of a thin adherent copper/aluminium- rich oxide film of Cu2O and Al2O3 which is self-repairing even in media containing low oxygen levels. The oxide layer also contains iron and nickel oxides which tend to form under longer exposure and, the greater the concentration of oxygen, the more protective is the film. It is vitally important in the commissioning of equipment, particularly in seawater applications, that the system is flushed through with clean aerated seawater for several hoursto assist in building up theprotectivelayerand this is important for long-term corrosion resistance. On occasion, new marine vessels in dock are flushed through with contaminated water and this has proved to be problematic if the water contains high sulphide levels. 4.3.1 Pitting Fig - 4.3: Pitting Pitting can occur through a process termed differential aeration due to localized damage of theoxidefilmorinternal defects uncovered by machining or fettling. Examples of defects are oxide inclusions, slag inclusions, porosity and foreign deposits. Pitting can also be caused by attack of less noble phases within the structure. Such attack is more likely to occur in an „as cast‟ structure than wrought products where the internal integrity of the metal ismore uniform and finer grained through hot working and heat treatment. Pitting corrosion in all metals is an important consideration, particularly in thin-walled components such as pipework where, because of the localized nature of the corrosion, perforation can occur. Nickel aluminium bronze has good resistance to pitting corrosion, particularly in the wrought condition. Cathodic protection, e.g. coupling to a less noble alloy, can help reduce the risk of this type of corrosion but has the disadvantage of suppressing the natural ability of this alloyto resist marine growths. 4.4 Propeller Design 4.4.1 Deign of Propeller in 3D CAD Software After considering NAB as material for propeller,its3Dmodel is prepared from 3D CAD software (Solidworks) by considering design dimensions as per requirement of the ship. In this design blade length, hub diameter (inner and outer), skew angle, fillet radius, blade thickness, hub length etc. are considered as per the proper functioning of propeller so that it can propel within sea water with minimum stress bending also the design is such that hydrostatic resistance. Fig – 4.4: CAD Model
  • 5. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 347 Table – 2: Dimensions of Propeller Blade Sr. No. Entity Dimensions 01 Hub Diameter 1 meter 02 Hub Diameter(Inner) 0.8 meter 03 Hub Length 2 meter 04 No. of Blade 06 05 Blade Length 4 meter 06 Blade Width 1.5 meter 07 Blade Thickness 0.2 meter 08 Blade Fillet Corner 0.1 meter 09 Blade Area 6 meter2 10 Skew Length 150 4.4.2 Design Calculations Calculations of pressure on blades Propeller Blades arealways under theconstant pressure of sea water. Generally propeller blades are located 10 to 20 meter under sea level. Hence average pressure on the propeller can be calculated as follows. P = ρgh ρ=Density of sea water=1025 Kg/m3 g=acceleration due to gravity=9.81 m/s2 h= average depth of propeller from sea level=14.5 meter P = 1025 × 9.81 × 14.5 P = 145801.125 N/m2 Calculations of average force on blades Length of blade = 4 meter Breadth of blade = 1.5 meter Blade area on rectangular contour = Length × Breath = 4 × 1.5 = 6 m2 Average Force = Average Pressure × Area = 145801.125 × 6 = 874806.75 N Factor of safety Generally factor of safety for propeller blade in marine applications is considered as 2. Hence, Shear yield force of material is calculated as follows:- Shear Yield Force = Factor of Safety × Work Force = 2 × 874806.75 = 1749613.5 N Average bending of bade at center of mass Average Force (F) = 874806.75 N Length of blade (L) = 4 m Breadth of blade = 1.5 m Depth (Thickness of blade) = 0.2 Young’s Modulus = 110 GPa Equation of bending can be given as follows:- Moment of inertia of blade = ML2/12 = 9108 × 16/12 = 12144 Kg-m2 δ = FL3 3YI = 874806.75 × 43 3 × 12144 x 110x109 = 4.25 × 10-2 mm 4.4 Structural Analysis on ABAQUS Software Design of the propeller blade is ported in ABAQUS software from SOLIDWORKS. In this process following steps are followed:- 1. Material was created by providing input property like density, elasticpropertieslikeYoung’smodulus, poisson’s ratio, plastic properties like plastic strain, Yield stress etc. and the createdmaterial wasNickel, Aluminum Bronze (NAB). 2. Then the created material was assigned to the imported part i.e. propeller blade by assigned material command 3. In assembly mounting the center axis was selected at center of propeller hub. 4. The required result stress, strain and deflection parameter were selected. 5. Then according to the finite analysis method the boundary conditions were applied by keeping all degrees of freedom zero for inner diameter of hub. i.e. fixing the hub at point in a space. 6. After this, design steps are created as follows:- a. Selection of mechanical steps. b. Pressure was selected as input parameter c. Value of pressure is created d. The pressure amplitude is created for 0 to 0 and 1 to 1
  • 6. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 348 e. Then by selecting propeller blade faces the pressure were equally distributed over it. 8. In Post processing the job were created for analysis purpose. First the job was submitted for data check the result were obtained. Fig – 4.5: Mesh Model form Software 5. RESULT AND CONCLUSION Based on above steps from methodology, ABAQUS result were obtained as follows 5.1 Deflection Analysis By “U translation and rotations” in ABAQUS software after providing pressure as input parameter above result is obtained for average deflection of the propeller blade. The value of pressure as an input parameter is considered as 145801.125 N/m2 and thedeflectionobtainedas4.316x10-2 mm. which is close to the calculated value. And the calculated value was approx. 4.25 x 10-2 mm. 5.2 Stress Analysis Fig – 5.2: Stress Analysis on Propeller Blade The shear stress due to sea water on surface area of blade is deforming force per unit area. Byproviding input parameter as pressure above result was obtained where the maximum stress was obtained at root of the blade which is 1.453 x 102 N/mm2 which is under completely safe category. InABAQUS result it is under green zone condition hence the design is safe. 5.3 Von MISES Stress Analysis Fig – 5.3: Von Mises Stress Analysis Von Mises stress also known as equivalent tensile stress beyond which material is said to start yielding that is It starts plastic deformation. Mises stress in important in case of ductility of the material while designing propeller blade stresses must be well below mises stress limit. Fig – 5.1: Deflection Analysis 7. By following above process, for accurate results the mesh is created by keeping the seed size as 0.03 for accurate results. The elements are quadratic tetrahedral elementsof inserted seed size 2221294 quadratic tetrahedral elements are formed. The total numberofnodesare 3174938 formed on propeller design. This was obtained by query tool from the toolbar. This increases the accuracy of result.
  • 7. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 349 In design of propeller blade as per the working pressure condition Mises stress is maximum near root of the blade having value 1.563 x 102 N/mm2. Which is under safe design condition. In ABAQUS design showninabovediagram,entire design is under green zone condition which means design is completely safe Mises stress analysis. 5.4 Stress Analysis Fig – 5.4: Stress Analysis Change in dimension per unit original dimension. Here change in dimension is length hence type of strain is longitudinal. Due to hydrostatic stress of sea water on surface of the blade the length of blade slightlyincreasesdue elastic properties of the NAB. Generally for safe design of the blade strain must be as low as possible. In ABAQUS design the obtained result shows that maximum strain occurs at the root of the blade. The region is shown by pale yellow color which is under complete to moderate safe region. The maximum strain value is 1.159 x 10-3. 6. CONCLUSION AND FUTURE SCOPE 6.1 Conclusion The propeller blades under hydrostatic stressare examined and their results are obtained from ABAQUS software by putting all the values of stresses at the depth of 15 meters from sea level. Following conclusion are obtained from results:- 1. From stress analysis it is concluded that design of blade is under “completely safe” condition. 2. From deflection of blades analysis design is under “completely safe” condition. 3. From Mises Stress analysis design is under “complete to moderately safe” condition. 4. Material selected for propeller blade i.e. NAB is proven to be efficient for the designof hydrostatic stress condition 6.2 Future Scope In this project we have considered hydrostatic stress analysis on propeller blades of ships. This project certainly has some future scopes so as to ensure smooth, hustle free and efficient propeller performance. Some of the future scopes are as follows: 1. Hydrodynamic stress analysis with hydrodynamic lift and drag force consideration. 2. Water turbulence stress analysis. 3. Factor of safety calculation considering miscellaneous stress due to varying aquatic conditions and aquatic bodies. REFERENCES [1] Hussain, N. A., Arshad, M. R., and Mokhtar, R. M., “Underwater Glider Modelling and Analysis for Net Buoyancy, Depth and Pitch Angle Control”, Ocean Engineering Vol. 38, pp: 1782–1791 [2] M. jourdian, visitor and J.L.Armand. “Strength Of Propeller Blades-A Numerical Approach”,IJESC the socity of naval architectsandmarineengineers,,Page20- 1-21-3, May 24-25 [3] Rao, Y. S., and Reddy, B. S., “Harmonic Analysis of Composite Propeller for Marine Applications”, International Journal of Research &Technology(IJERT), Vol.1 Nov-2012 pp: 257-260 [4] Jaya Kishore, B. Siddeswara Rao, P. Kumar Babu, “FEM Analysis on Submarine Propeller Blade for Improved EfficiencybyusingSolidWorksandANSYS-Workbench”, International Journal of EmergingEngineeringResearch and Technology Volume 3, Issue 11,pp. 144-151, November 2015 Mr. Vaibhav Bhapkar B.E Student, Mechanical Engineering Department DRIEMS, Neral, Maharashtra, India Mr. Chaitanya Ambre B.E Student, Mechanical Engineering Department DRIEMS, Neral, Maharashtra, India BIOGRAPHIES
  • 8. International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056 Volume: 09 Issue: 05 | May 2022 www.irjet.net p-ISSN: 2395-0072 © 2022, IRJET | Impact Factor value: 7.529 | ISO 9001:2008 Certified Journal | Page 350 Mr. Prathmesh Devkar B.E Student, Mechanical Engineering Department DRIEMS, Neral, Maharashtra, India Mr. Rohan Bhere B.E Student, Mechanical Engineering Department DRIEMS, Neral, Maharashtra, India