Numerical Analysis of Carbon Fibre Reinforced Aircraft Win

download Numerical Analysis of Carbon Fibre Reinforced Aircraft Win

of 4

Transcript of Numerical Analysis of Carbon Fibre Reinforced Aircraft Win

  • 7/28/2019 Numerical Analysis of Carbon Fibre Reinforced Aircraft Win

    1/4

    648International Journal of Earth Sciences and Engineering

    ISSN 0974-5904, Volume 04, No 06 SPL, October 2011, pp 648-651

    #020410343 Copyright 2011 CAFET-INNOVA TECHNICAL SOCIETY. All rights reserved

    Numerical Analysis of Carbon Fibre Reinforced Aircraft WingSanya Maria Gomez

    M.Tech Student, Structural Engineering, M A College of Engineering, Kothamangalam 686 666, [email protected]

    Alice MathaiProfessor, Civil Engineering Department, M A College of Engineering, Kothamangalam 686 666

    ABSTRACT: Hypersonic Aircraft is used to transport satellites or humans to space. Wing of a hypersonic aircraft is one

    of the crucial components which determine the performance of the aircraft. The main group of materials used in aircraftconstruction has been wood, steel, Aluminium alloys and more recently, titanium alloys and fibre reinforced composites.

    Several factors influence the selection of material of which strength allied to lightness is the most important. Composite

    materials are well known for their excellent combination of high structural stiffness and low weight. Composite materialconsists of glass (GFRP) or carbon (CFRP) set in a matrix of plastic or epoxy resin, which is mechanically or chemically

    protective. CFRP is seen to have a modulus twice & strength three times that of Aluminium alloy, the conventional

    material used in aircraft construction. In the present work the aircraft wing components like ribs, spars and panels areanalysed considering both isotropic and composite materials. Since each laminate in the composite material can have

    distinct fibre orientations which may vary from the adjoining laminates, the optimum ply orientation is also obtained as a

    result of the parametric study conducted using ANSYS finite element package by varying the orientation sequence in the

    composite. From the studies conducted regarding the weight reduction, it is estimated that replacement of Al. alloy by

    CFRP results in 34.82% saving in the total structural weight of the aircraft wing.

    KEY WORDS: Hypersonic Wing, Static Analysis, CFRP, Ply Orientation, Finite Element Model.

    INTRODUCTION

    As an aircraft moves through the air, the air moleculesnear the aircraft are disturbed and move around the

    aircraft. How the air re-acts to the aircraft depends uponthe ratio of the speed of the aircraft to the speed of sound

    through the air [20]. Because of the importance of this

    speed ratio, aerodynamicists have designated it with a

    special parameter called the Mach number. Mach

    Number was named after the Austrian physicist Ernst

    Mach. Mach 1 is the speed of sound, which isapproximately 760 miles per hour at sea level. An airplane

    flying less than Mach 1 is travelling at subsonic speeds,

    faster than Mach 1 would be supersonic speeds and Mach2 would be twice the speed of sound [22]. For aircraft

    speeds which are much greater than the speed of sound,

    the aircraft is called hypersonic.Weight reduction is highly desirable for aircraft vehicles

    since light vehicles have improved range, fuel savings,

    and increased payload. Aircraft structures are typified byarrangements of thin, load bearing skins, frames and

    stiffeners, fabricated from lightweight, high strength

    materials of which aluminium alloys are the most widely

    used examples. The increased complexities in the flight

    regime and loading conditions led to the search of acompetitive material for wing structures. Carbon fiber

    reinforced polymer-[CFRP] has over the past two decades

    become an increasingly notable material used in structuralengineering applications. Much of the fuselage of the new

    Boeing 787 Dreamliner and Airbus A350 XWB will be

    composed of CFRP, making the aircraft lighter than acomparable aluminum fuselage, with the added benefit ofless maintenance, superior fatigue resistance and high fuel

    efficiency. Due to the high ratio of strength to weight,

    CFRP is widely used in micro air vehicles (MAVs).FRPs are commonly used in the aerospace, automotive,

    marine, and construction industries [18]. Manufacturers of

    not only commercial airplanes but also military planes and

    helicopters have developed various usage of compositematerial. In every case, objectives of using composite

    material have been to reduce weight of planes and to havehighly performing flying machines. Composite material

    also has contributed to those secondary objectives assaving of assembling manpower.

    Typical speeds for hypersonic aircraft are greater than

    3000 mph and Mach number M > 5. Thus, it will beexperiencing the flight environment of an upper stage in

    launch vehicle during its ascend phase and the flight

    conditions of an aircraft during its descend phase. Sincelift and drag depend on the square of the velocity,

    hypersonic aircraft do not require a large wing area.

    CONFIGURATION OF HYPERSONIC AIRCRAFT

    WING

    The wing of hypersonic aircraft considered in the presentstudy is double delta in plan form. The cross section of

    wing is reflex aerofoil. The sweep back angle of wing is

    45 degree. The wing has two control surfaces at the tailingedge. The wing has a root chord of 2085 mm and tip

    chord of 290 mm. [10]. The various structural components

    of a hypersonic aircraft wing structure considered are:

    1. Panels Top and bottom skin2. Spars - Front and Rear spar3. Ribs Root rib, Rib 1, rib 2 and Tip ribThe air loads act directly on the wing cover, whichtransmits the loads to the ribs. The ribs transmit the loads

    to the spar webs and distribute the load between them in

    proportion to the web stiffness. The use of several sparspermit a reduction in rib stresses and also provides a bettersupport for the span wise bending.

    Ribs are used to hold the panel to contour shape. The rib

    also has another major purpose, to transfer or distributethe loads. The ribs provide stability to spars and panels.

    The primary function of the wing skin is to form an

    impermeable surface for supporting the aerodynamic

    pressure distribution from which the lifting capability ofthe wing is derived.

  • 7/28/2019 Numerical Analysis of Carbon Fibre Reinforced Aircraft Win

    2/4

    649Numerical Analysis of Carbon Fibre Reinforced Aircraft Wing

    International Journal of Earth Sciences and EngineeringISSN 0974-5904, Volume 04, No 06 SPL, October 2011, pp 648-651

    Structural LayoutThe front spar of aircraft wing is placed about 15% of the

    wing chord and inclined to 45 to fuselage longitudinal

    axis to facilitate mounting of leading edge and providespace for accommodating landing gear. The rear spar of

    aircraft wing is placed about 68% of wing chord to

    facilitate mounting of control surfaces. The rear spar is

    oriented normal to the fuselage axis for better loadtransfer. Four ribs are connected to the spars to form the

    structural frame. The ribs are placed at the root (root rib),

    wing strake to basic wing junction (rib-1), inner and outerelevon mounting bracket junction (rib-2) and wing tip (tip

    rib). The root rib is placed at the wing root, close to the

    fuselage side. The skin of the wing is made in two parts

    and placed over the spars and ribs at top and bottom.The primary objective is to develop a light vehicle that

    can safely complete the required flights in its specified life

    and to accomplish this at minimum cost. Compositematerials consist of strong fibres such as glass or carbon

    set in a matrix of plastic or epoxy resin, which is

    mechanically and chemically protective. The

    incorporation of carbon fibre reinforced polymers

    (CFRP), a composite laminate material for the wingpanels effectively reduces the weight of the panels thereby

    reducing the total weight of the wing. Weight reduction

    and lower production costs are important goals for aircraftstructural engineers and researchers. In recent years, the

    use of advanced composite structures has increased to

    realize these goals.

    Wing Model

    The model consists of a hypersonic aircraft wing. Thevarious structural components are top and bottom panels,

    four ribs (root rib, tip rib and two intermediate ribs) and

    front and rear spars. To study the effects of composite

    laminate (CFRP) when compared to the conventional

    material (Al. alloy) on wing structures, the panels weremodeled as orthotropic CFRP laminates and the remaining

    components were modeled as isotropic material.

    The material properties of isotropic and orthotropicmaterials are as given in table 1.

    Table 1 Material Properties of Al. Alloy and CFRP

    Material Property Al. Alloy(2014-T6)

    CFRP (M55j/914prepreg)

    Mod. of Elasticity 70 GPa 270 Gpa

    Mass Density 2700 kg/m3

    1760 kg/m3

    Poissons Ratio 0.3 0.365

    Tensile Strength 0.380 GPa 1.8 GPa

    Shear Strength 0.260 GPa 0.092 GPa

    ANSYS is a general purpose finite element modelingpackage for numerically solving a wide variety of

    problems. The wing model was first created in CATIAand the analysis was carried out using ANSYS software.

    Composite materials can be modeled in ANSYS using

    specialized elements called layered elements - Shell 99element. The element has six degrees of freedom at each

    node: translations in the nodal x, y and z directions and

    rotations about the nodal x, y and z axes. The Shell 63-

    Elastic Shell element was used to model the intermediate

    components of the wing. The section details of the wing

    components are given in table 2.

    Table 2 Section Details of Wing Components

    Structural Component Section Detail

    PanelTop and bottom skin

    2mm

    Root rib Flanges 5mm

    Root rib-Web 3mm

    Rib1,Rib2 & tip rib

    Flanges & web3mm

    Front spar-Flanges & web

    Rear spar-Flanges & web

    5mm

    7.5mm

    The primary load on the wing is the aerodynamic

    pressure. The finite element mesh of the wing model is

    shown in Fig 1

    Fig. 1 Finite element mesh of the wing model

    The wing model with the elements and boundary

    conditions given are shown in Fig. 2. The boundarycondition was given as fixed at the root rib where the

    wing attaches to the fuselage.

    Fig. 2 Wing model with the elements and boundary

    conditions

  • 7/28/2019 Numerical Analysis of Carbon Fibre Reinforced Aircraft Win

    3/4

    650 Sanya Maria Gome, Alice Mathai

    International Journal of Earth Sciences and EngineeringISSN 0974-5904, Volume 04, No 06 SPL, October 2011, pp 648-651

    The combined wing was then analyzed using the ANSYS

    software to obtain the Von Mises stresses and

    displacements at the nodal points. Max. values of stresses

    and displacements of individual components are given in

    table 3

    Table 3 Maximum values of stresses and displacements

    Wing Component Von-Mises

    Stress (N/mm2)

    Displacement

    (mm)

    Root Rib 195.51 3.37

    Rib 1 13.17 0.15

    Rib 2 14.43 0.09

    Tip Rib 99.02 0.57

    Front Spar 52.18 1.22

    Rear Spar 72.31 5.57

    The wing has the configuration of a double delta wing.

    The hypersonic aircraft will be boosted to hypersonic

    speeds using Solid motor booster and then it separates and

    descends using aerodynamic control. Thus, it will be

    experiencing the flight environment of an upper stage in

    launch vehicle during its ascend phase and the flight

    conditions of an aircraft during its descend phase. Thus

    the hypersonic aircraft has to survive extreme hot

    environment during its flight regime in descend phase.

    Therefore, its external surface consisting of the top and

    bottom panels are made with carbon fiber reinforced

    polymer (CFRP) which has very low coefficient of

    thermal expansion. Each laminate can have distinct fiber

    orientations which may vary from the adjoining laminates.

    The present study focuses on the effect of the ply

    orientation on the strength of the panels. The CFRPmaterial was modeled using the finite element software

    ANSYS. The CFRP material was modeled using shell 99

    element. In this study the top and bottom panels of the

    aircraft wing were modeled as CFRP material consisting

    of 20 plies each. The thickness of each ply was taken as

    0.1mm. In order to study the effect of ply orientation the

    following layup sequences were selected [02/902/+/-

    /902/02] ns. The angle was varied from 0 degree to 90

    degree at intervals of 15 degrees each. The ply sequences

    selected for this study are given below in table 4.

    Table 4 Ply sequences selected for this studyPly Sequences

    [02/902/+0/-0/902/02] ns

    [02/902/+15/-15/902/02] ns

    [02/902/+30/-30/902/02] ns

    [02/902/+45/-45/902/02] ns

    [02/902/+60/-60/902/02] ns

    [02/902/+75/-75/902/02] ns

    [02/902/+90/-90/902/02] ns

    The resultant Von Mises Stresses and displacements for

    the panels corresponding to the ply orientations were

    studied. The Von Mises stress for ply layout sequence -

    [02/902/+45/-45/902/02] ns is shown in fig.3

    Fig. 3 Von Mises stress for [02/902/+45/-45/902/02] nsThe resultant Von Mises Stresses and displacements for

    the bottom panel corresponding to the ply orientations areas given below in table 5.

    Table 5 Maximum values of stresses and displacements

    for different ply orientations

    Ply LayoutSequence

    Von-MisesStress (N/mm

    2)

    Displacement(mm)

    [02/902/+0/-0/902/02] ns

    209.55 9.57

    [02/902/+15/-15/902/02] ns

    188.02 6.75

    [02/902/+30/-

    30/902/02] ns216.39 6.86

    [02/902/+45/-45/902/02] ns

    136.07 3.89

    [02/902/+60/-60/902/02] ns

    186.38 5.54

    [02/902/+75/-75/902/02] ns

    196.05 5.72

    [02/902/+90/-90/902/02] ns

    251.19 9.92

    Von-Mises stresses and displacements obtained for the

    various ply layout sequences were studied.

    RESULTS AND DISCUSSION

    The static analysis of the aircraft wing was carried out inANSYS Software. From the static analysis the stresses

    and displacements were found out. The maximum value

    of the Von-Mises stress was found to be for the root ribhaving a value of 195.51 N/mm2. The maximum

    displacement was found to be for the rear spar. The largest

    magnitude of displacement was obtained at the free end ofthe combined wing. The total weight of the aircraft wing

    made of the conventional material was seen to be 972kg

    while that replaced with CFRP weighed only 633.6kg.

    Hence the replacement of Aluminium alloy by CFRP

    reduces the total weight of the aircraft wing by 34.82%thereby reducing the total weight of the aircraft

    tremendously. From the parametric study conducted by

  • 7/28/2019 Numerical Analysis of Carbon Fibre Reinforced Aircraft Win

    4/4

    651Numerical Analysis of Carbon Fibre Reinforced Aircraft Wing

    International Journal of Earth Sciences and EngineeringISSN 0974-5904, Volume 04, No 06 SPL, October 2011, pp 648-651

    varying the ply orientations the Von Mises stress value forthe ply sequence [02/902/+45/-45/902/02] ns has the least

    value of 136.07N/mm2. The displacement in the bottom

    plate corresponding to the ply sequence [02/902/+45/-45/902/02] ns has the least value, which proves that this

    ply sequence is seen to have better performance under the

    pressure loads given.

    CONCLUSIONSWing of a hypersonic aircraft was considered for

    structural analysis using finite element method. From the

    static analysis the resultant stresses and displacementswere obtained. A study was also conducted to verify the

    suitability of carbon fiber reinforced polymer (CFRP) to

    be used as the structural material replacing the

    conventional material used in aircraft structures aluminium alloy. In the parametric study conducted the

    panels of the aircraft wing were modeled as CFRP

    material consisting of 20 plies. The thickness of each plywas taken as 0.1mm and the following layup sequences

    were selected [02/902/+/-/902/02] ns = [0/0/90/90/+/-

    /90/90/0/0] ns. The angle was varied from 0 to 90 at

    intervals of 15 each. The following conclusions can be

    drawn from the studies conducted.1. The Von Mises stress distribution in the case of wing

    is less towards the wings leading and trailing edges and

    decreases towards the wing tip.2. The variation in fiber orientation at the same skin

    thickness will produce the variation in the Von Mises

    stress (increase or decrease).

    4. Maximum values of Von-Mises stress was observed atthe support position of the combined wing.

    5. The largest magnitude of displacement was obtained atthe free end of the combined wing.

    6. The replacement of Aluminium alloy by CFRP reduces

    the total weight of the aircraft wing by 34.82%.

    7. The parametric study shows that, in the bottom plate the

    stress pattern for [02/902/+45/-45/902/02] ns seems to havea more uniform distribution when compared to the other

    ply sequences studied.

    8. The Von Mises stress value for the ply sequence[02/902/+45/-45/902/02] ns is seen to have the least value

    of 136.07N/mm2. The displacement corresponding to the

    ply sequence [02/902/+45/-45/902/02] ns is seen to have the

    least value, which proves that this ply sequence is seen tohave better performance. Thus it is desirable to adopt the

    ply sequence [02/902/+45/-45/902/02] ns for composite

    aircraft wings in comparison with the other ply sequencesconsidered in the present study.

    REFERENCES

    [1] Application of Topology Optimization andManufacturing Simulations - A new trend in design ofAircraft components Proceedings of the International

    Multi Conference of Engineers and Computer Scientists2008 Vol II.IMECS 2008, 19-21 March, 2008, Hong

    Kong.

    [2] A. Y., Abaid, Study and Determination of the StressRegions in Aircraft Wings, M.Sc. Thesis, MilitaryCollege of Engineering, Baghdad, 2001.

    [3] Aerodynamics, Aeronautics and Flight Mechanics, Mc-Graw Hill Publication. 1990.

    [4] Aircraft Structures for engineering students, T. H. G.Megson, Butterworth-Heinemann. An imprint of Elsevier

    Science, 1999.

    [5] Asha Joseph, Structural Optimisation of HypersonicAircraft Wing, December 2007.

    [6] C. Soutis, Fibre Reinforced Composites in aircraftconstruction, Progress in Aerospace Sciences 41(2005)143-151.

    [7] Che Jing ,1, Tang Shuo 2. Research on integratedoptimization design of hypersonic cruise vehicle.Journalof Aerospace Science and Technology 12 (2008) 567572.

    [8] Christoph J. Mack, Peter J. Schmid Direct numericalstudy of hypersonic flow about a swept parabolic body.

    Journal of Computers & Fluids 39 (2010) 19321943.[9] Dr. Adrian Rispler,Hawker de Havilland et. al. Royal

    Melbourne Institute of Technology RMIT, Optimizationof an Aircraft Control Surface, Cooperative Research

    Centre for Advanced Composite Structures (CRC-ACS).[10]Fundamentals of Aerodynamics, John. D. Anderson, Jr.,

    Mc-Graw Hill Publication. 1982.

    [11]Hakeem S. A., Optimization Of Composite Wing Skins,10th national seminar on AERO SPACE STRUCTURES

    theme- Structural Optimization, Allied Publishers Ltd.2005.

    [12]J. R., Vinson, Optimum Design of CompositeHoneycomb Sandwich Panels Subjected to UnaixialCompression, University of Delaware, AIAA Journal,

    Vol. 24, No. 10, October 1986, p. 1690.

    [13]Ke-shi Zhang, Zhong-hua Han, Wei-ji Li, and Wen-pingSong Coupled Aerodynamic/Structural Optimization of aSubsonic Transport Wing Using a Surrogate Model.

    Journal of Aircraft Vol. 45, No. 6, NovemberDecember

    2008.

    [14]Lars Krog , Application of Topology, Sizing and shapeOptimization methods to optimal Design of Aircraft

    Components, AIAA Journal Vol 30, N0.8, 1993, pp 98-

    105.

    [15]Mahmood M Shokreih et. al. Wing instability of a fullcomposite aircraft, Journal of Composite Structures, 54(2001) 335-340.

    [16]N. G. R., Iyengar, and S. P., Joshi, Optimal Design ofAntisymmetric Laminated Composite Plates, Journal ofAircraft, Vol. 23, No. 5, May 1986.

    [17]NASA Aerospace Researchhttp://www.nasa.gov/audience/forstudents/index.html

    [18]Niu, Michael Chun-Yung, Airframe Structural Design,Honglong Conmilit press Ltd., 1988.

    [19]P. J., Rohl, D. N., Marris, and D. P., Schrage, CombinedAerodynamic and Structural Optimization of a High-

    Speed Civil Transport Wing, School of AerospaceEngineering, American Institute of Aeronautic and

    Astronautic, Inc., 1995.

    [20]Shijun Guo, Aeroelastic optimization of an aerobaticaircraft wing structure, Journal of Aerospace Science andTechnology, 11 (2007) 396404.

    [21][21]Tsai S W and Wu E M A general theory of strengthfor anisotropic materials, Journal of Composite Materials,

    Vol 5 (1971) 58-80.

    [22][22]Yuichiro Aoki et. al, Fatigue test on lightweightcomposite wing structure, International Journal of

    Fatigue 28(2006) 1109-1115.