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International Journal of Modern Engineering Research (IJMER)
                           www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645

3d Heat Transfer Analysis and Numerical Modeling of LENSTM Process
   for One End Stepped Cylindrical Wall by Using Stainless Steel 304

                                         Chirag P. Patel1, Prof. R. I. Patel2
           1,2
                 ( Department Of Mechanical Engineering, Government Engineering College, Dahod/ GTU, India


Abstract : Laser Engineered Net Shaping (LENS™) is a
rapid-manufacturing process that involves complex thermal,
mechanical, and metallurgical interactions. Due to process
input parameter such as laser power , laser scanning velocity
and feed rate, the effect on solidification of component to be
produced must be understand. The finite element method
(FEM) may be used to accurately model this process and
solidification behavior by varying parameters. In this study
the commercial FEM code ANSYS is used to predict the                Figure 1 : Schematic Of LENSTM Deposition Process
thermal histories, residual stresses, total deformation
generated in One end stepped cylindrical wall and substrate      The laser/nozzle assembly then ascends in the Z-direction
of stainless steel 304. The computational results are            so that the next layer can be added. This process is repeated
compared with experimental measurements for validation.          for consecutive layers, until completion of the 3-D
                                                                 component [2]. This feature is illustrated schematically in
                                                                 Figure1.
Keywords: Laser engineering net shaping, FEM, Residual
stresses, Total deformation, One end stepped Cylindrical
                                                                               II.     Literature Review
                                                                           Keicher et al.[5] evaluated the effects of process
wall, Element birth and death technique
                                                                 parameters on multi-layer deposition of laser-melted
                                                                 powder Inconel® 625 in a process similar to both laser
                      I.     Introduction                                              TM
          Laser Engineered Net Shaping (LENS™) is a rapid        cladding and LENS . The group initially examined various
manufacturing technology developed by Sandia National            parameters, including laser irradiance, stage translation
Laboratories (SNL) that combines features of powder              speed, powder flow rate, powder particle size, and the size
injection and laser welding toward component fabrication.        of each Z-directional increment between layers and their
Several aspects of LENS™ are similar to those of single-         effect on heat affected zone (HAZ) size generated during
step laser cladding. However, whereas laser cladding is          the build. The HAZ was defined in this study as the melted
primarily used to bond metallic coatings to the surfaces of      region below the surface of the substrate and was examined
parts that have already been produced with traditional           post-build via metallographic analysis. Khalen and Kar[10]
methods[1], LENS™ involves the complete fabrication of           performed an investigation into the effects of a several
three-dimensional, solid metallic components through layer       parameters on the resulting yield strength of AISI 304
                                                                                                                             TM
by layer deposition of melted powder metal. In this process,     stainless steel thin plates in process identical to LENS
a laser beam is directed onto the surface of a metallic          termed laser-aided direct rapid manufacturing (LADRM).
substrate to create a molten pool. Powder metal is then          This team sought to generate a range of input parameter
propelled by an inert gas, such as argon or nitrogen through     values within which components with acceptable
converging nozzles into the molten pool.                         mechanical properties could be deposited. Their approach
          Depending upon the alignment of the nozzle focal       involved using the Buckingham П-Theorem to express the
point with respect to that of laser, then powder is then         process variables associated with heat transfer and powder
melted either mid-stream or as it enters the pool. As the        mass flux in terms of 14 dimensionless parameters.
laser source moves away, the molten material then quickly        Rangaswamy et al.[11,12] sought to experimentally measure
                                                                                               TM
cools by conduction through the substrate, leaving a             residual stresses in LENS         deposits using the neutron
solidified deposit. The substrate is located on a 3 or 5-axis    diffraction method, the details of which are discussed in
stage capable of translating in the X and Y-directions.          next Section The measurements were performed on
Initially, a 3-D CAD model is created to represent the           LENS™-produced rectangular plates of AISI 316. The
geometry of a desired component. The CAD model is then           neutron data was collected at several points methodically
converted to a faceted geometry composed of multiple             distributed within the geometry of the samples, to provide a
slices used to direct the movement of the X-Y stage where        map of the stress distribution then calculated the axial
each slice represents a single layer of deposition. During the   components of residual stress through Hooke’s law. Each
build, the powder-nozzle/laser/stage system first traces a 2-    stress component was then plotted against position within
D outline of the cross section represented by each slice I       the plate, first, along the height (Z direction) on the sample
the X-Y plane and then proceeds to fill this area with an        vertical centerline, and next, along the width (Y-direction)
operator-specified rastering pattern.                            on the plate horizontal centre line. Wang and Felicelli[15]
                                                                 next performed a parametric study similar to that done by
                                                                 Hofmeister et al.[8] to determine if the same trends in

                                                   www.ijmer.com                                                1736 | P a g e
International Journal of Modern Engineering Research (IJMER)
                       www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645
cooling rates and thermal gradients were observable for          thermal      expansions of the deposited and substrate
different laser power. He repeated the previous simulation       materials, accurate stress calculations would also require
using five power intensity values, revealing that the            accurate prediction of the temperature fields created during
temperature gradient at the edge of the molten pool              the build. Labudovic et al.[18] to predict residual stresses in a
                                                                                              TM
increases substantially with laser power, while the cooling      process identical to LENS termed the direct laser metal
                                 [16]
rate decreases. Neela and De          to study the effects of    powder deposition process. A 3-D coupled model was
translation speed and laser power on the resulting               implemented through the FE package ANSYS® for the
temperature profiles using the general purpose FE package,       deposition of a 50 mm x 20 mm x 10 mm thin plate of
ABAQUS® 6.6.           The researchers used an element           MONEL 400 onto a substrate of AISI 1006. The deposition
Activation/deactivation similar to those previously to model     was modelled with an ANSYS® element activation option
the deposition of a thin plate of AISI 316 with temperature-     similar to those already presented. Energy input density
dependent thermal conductivity and specific heat according       was modelled as a moving Gaussian distribution through the
to a liner, and quadratic relation, respectively. Deus and       ANSYS® Parametric Design Language subroutine. The
Mazumder[17] attempted to predict the residual stresses          constitutive model was a temperature-dependent visco-
resulting from a laser cladding deposition of C95600 copper      plastic model, in which viscous effects were neglected by
alloy onto an AA333 aluminium alloy substrate. Since             ignoring it the associated term in the equation of state.
residual stresses would be generated by the heterogeneous

                                                 III.     CAD MODEL




                                 Figure 2 : Cad model for one end stepped cylindrical wall

                                                                   both simulations (thermal and structural ) are the same.
                                                                   As shown in Figure 4, a total of 88919 nodes, and
                                                                   44321 elements are generated to           accomplish this
                                                                   simulation.


        Figure 3 : Dimension for one end stepped
                     cylindrical wall

The cylindrical wall model is created in the cylindrical           Figure 4: Meshing model for one end stepped cylindrical
coordinate system. x and y coordinates are defined as the                                   wall
radial and angular directions, respectively, while the z
coordinate is defined in the vertical direction. A model for
                                                                         V.     THERMAL STRESS ANALYSIS
LENS process is built. As shown in Figure 3, Substrate : 50
                                                                   The first iteration in the solution procedure solves the
x 50 x 10 mm. The example under consideration
                                                                   system of equations at an assumed starting temperature
cylindrical wall upper cylinder has outer diameter 27.50
                                                                   (298 K), and the subsequent iterations use temperatures
mm, inner diameter 22.50 mm and thickness 5 mm. the
                                                                   from previous iterations to           calculate the thermal
lower cylinder has outer diameter 30 mm, inner diameter 20
                                                                   conductivity and specific heat matrices. The first born
mm and thickness 10 mm. the total height H=18 mm. The
                                                                   element is positioned onto the substrate with a set of initial
20 layers in the cylindrical wall height here each layer is
                                                                   and boundary conditions. For the subsequent elements, the
assumed of equal 0.9 mm height .
                                                                   model uses there results from the previous step as the
                                                                   initial condition for the birth of each new set of elements.
      IV.      FINITE ELEMENT MODEL                                This process is repeated for all the birthing events until the
The general purpose FE package ANSYS is used for both              geometry is completed. After the structure has been built
the thermal and stress analyses performed sequentially             up the iterative process continues for some time required
with an appropriate combination of elements. The main              for the deposit to reach room temperature (the cooling
features of the 3D model are the moving heat input, the            sequence). Once the thermal simulation is done, the data
element birth-and-death technique, the heat loss, the              regarding the temperature distribution in the buildup
temperature-dependent material        properties, and the          structure during the process is stored to a database. That
application of ANSYS parametric design language (APDL)             data is used in the next step (structural analysis) as the only
to model the moving heat source and adaptive boundary              load that is applied as the body force. The structural
conditions. The element types used in the thermal and              simulation consists of the same steps during the building
structural analyses are SOLID70 and SOLID45,                       and cooling sequences as in the case of the thermal
respectively. Both of them are the 8-noded brick elements          simulation. So, the temperature distribution scheme from
that are compatible and can be automatically converted to          some specific load step in the thermal analysis is applied to
each other during the solution process. The meshes used for        the corresponding load step in the structural analysis. It is

                                                   www.ijmer.com                                                  1737 | P a g e
International Journal of Modern Engineering Research (IJMER)
                       www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645
necessary to define the boundary conditions in the structural   mm.and the side of substrate has minimum value of total
analysis to prevent a rigid body motion. Also, the intention    deformation between 0.0052402 to 0.00050218 mm. The all
is to allow substrate bending and reduce the influence of the   surface of lower cylinder and all surface of substrate has
rigid substrate on the stress development in the buildup as     normal stress of value between 153.54 and -53.541 Mpa.
much as it possible. For these reasons, displacement of the     and maximum value of normal stress is 774.71 Mpa at
substrate side surface, perpendicular to the wall depositing    contacting area of substrate and first layer of cylinder. As
direction, is assumed to be zero.                               shown in figure 7 the top surface lower cylinder has
                                                                maximum deformation of value between 0.086938 to
        VI.     RESULT AND DISCUSSION                           0.080775 mm. and the bottom surface has intermediate
Since the cylindrical wall doesn’t have free edges, the         deformation of value between 0.056124 to 0.049961 mm.
temperature distribution is different the higher average        the top and all sides of substrate has minimum value of
temperature is present along the circular path. Also at the     total deformation between 0.0068224 to 0.00065973 mm.
start-end point of each layer, the laser beam dwells for        The all surface of lower cylinder and all surface of
some      short time during the z-direction incremental         substrate has normal stress of value between 74.086 to -
movement. At that time , the heat input per distance moved      137.53 Mpa. and maximum value of normal stress is 708.93
along the wall length is increased, and the molten pool         Mpa at contacting area of substrate and first layer of
penetrates deeper into the previous deposit. Consequently       cylinder. As shown in figure 8 the top surface upper
the temperature is higher. As shown in figure 5 the inside      cylinder has maximum deformation of value between
surface lower cylinder has least deformation of value           0.090096 to 0.097008 mm. and the top and bottom surface
between 0.04075 to 0.034934mm.and the outer surface has         of lower cylinder has intermediate deformation of value
maximum deformation of value between 0.052383 to                between 0.07627 to 0.034795 mm. The top and all sides of
0.046566 mm. The all surface of lower cylinder and top of       substrate has minimum value of total deformation between
substrate has normal stress of value between 0.12365 to -       0.014058 to 0.00023262 mm. The all surface of upper and
0.076904 Mpa. and the side surface of substrate has normal      lower cylinder and all surface of substrate has normal
stress of value between -1.8819 to -2.0824 Mpa.                 stress of value between 49.817 to -169.59 Mpa. and
As shown in figure 6 the top surface lower cylinder has         maximum value of normal stress is 708.03 Mpa at
maximum deformation of value between 0.077006 to                contacting area of substrate and first layer of cylinder.
0.068877mm.and the bottom surface has intermediate
deformation of value between 0.033668 to 0.02893




           Figure 5 : Total deformation and Normal stress(σ z) for 5 layers one end stepped cylindrical wall




Figure 6 : Total deformation and Normal stress(σz) for 10 layers one end stepped cylindrical wall




Figure 7 : Total deformation and Normal stress(σ z) for 15 layers one end stepped cylindrical wall




Figure 8 : Total deformation and Normal stress(σ z) for 20 layers one end stepped cylindrical wall




                                                 www.ijmer.com                                               1738 | P a g e
International Journal of Modern Engineering Research (IJMER)
                                                      www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645
                                         0.10
                                                Main Effects Plot for Total deformation(mm)                                  VII.      CONCLUSION
                                                                                                               The total deformation at the layers 5, 10, 15, 20 indicate
                                         0.09

           Total deformation(mm)
                                                                                                               that the pre-defined location is heated up when the laser
                                         0.08
                                                                                                               beam passes over, and the negative peaks indicate that the
                                         0.07                                                                  pre-defined location cools down after the laser beam passes
                                         0.06
                                                                                                               by, from the initial layer to subsequent layer depositions. At
                                                                                                               the first layer, the cooling rate decreases when the
                                         0.05
                                                5              10
                                                                    No. ofLayer
                                                                                  15          20               subsequent layers are deposited. After the third layer is
                                                                                                               deposited, the first layer still receives a maximum cooling
Figure 9: Graphical representation of total deformation
                                                                                                               rate. The maximum cooling rate for each pass decreases as
                     for all layers
                                                                                                               more layers are deposited, which is due to the integrated
                                                Main Effects Plot for Normal stress (σz)Mpa
                                                                                                               heat of the substrate and previous layers. The maximum
                                         800                                                                   residual stress is obtained at the bottom of cylinder and
                                         700
                                                                                                               contacting area of substrate and first cylindrical layer. The
                                         600
                 Normal stress(σz) Mpa




                                         500
                                                                                                               inner surface is tensile and the outer surface is compressive
                                         400                                                                   in terms of stress distribution and this distribution of
                                         300

                                         200
                                                                                                               stresses causes the bending effect across the thickness
                                         100
                                                                                                               direction. The distribution of residual stress in cylindrical
                                           0                                                                   wall is uniform. There is no immediate crack observed
                                                5              10                 15          20
                                                                    No. ofLayer                                maximum residual stress accumulated at the substrate
 Figure 10: Graphical representation of Normal stress                                                          center region. The stress in a cylindrical wall is seen to have
                  (σz) for all layers                                                                          maximum value at the top, with this value increasing with
                                                                                                               an increase in the number of layers in a wall, reaching a
As shown in figure 9 the cylindrical wall doesn’t have free                                                    value of -298 Mpa at the top of a 20-layer wall.
edges, the total deformation is different for 5, 10, 15, 20
layers. That difference means that the higher average                                                                  VIII.        ACKNOWLEDGEMENTS
deformation is present along the circular path which cause                                                     I would like to express my deep sense of gratitude and
the higher deformation. Also at the start-end point of each                                                    respect to my guide Prof. R.I.Patel sir for his excellent
layer, the laser beam dwells for some short time during the                                                    guidance, suggestions and constructive criticism. I consider
z-direction incremental movement. At that time, the heat                                                       myself extremely lucky to be able to work under the
input per distance moved along the wall length is increased,                                                   guidance of such a dynamic personality. I am also thankful
and the molten pool penetrates deeper into the previous                                                        to A.H.Makwana sir for his co-operation throughout the
deposit. Consequently the total deformation is higher, but it                                                  semester.
is s till lower than at the free edges because of the larger
volume of the heat sink. Generally speaking, the one-                                                                                 REFERENCES
directional deposited wall has stress values slightly higher                                                   [1]    Vilar, R. J. Laser Cladding. Laser Appl. Vol 11. No
than the cylindrical deposited wall which is expected                                                                 2. 1999. Pp. 64-79.
according to lower temperature differences during                                                              [2]    Atwood, C., Griffith, M., Harwell, D., Reckaway, D.,
deposition. Also, the high localized stress above the tensile                                                         Ensz, M., Keicher, D., Schlienger, M., Romero, M.,
strength observed at the corners. Because of the deposition                                                           Oliver, M., Jeanette, F., Smugeresky, J. Laser Spray
strategy, the stress close to the free edges is not symmetric.                                                        Fabrication for Net-Shape Rapid Product Realization
The tensile stress is higher at the ending free edge. Some                                                            LDRD. Sandia Report.1999.
differences of the stress distribution between the cylindrical                                                 [3]    Sandia National Laboratories website.
deposited walls can be observed at the free edges. Since,                                                      [4]    Griffith, M., Ensz, M., Puskar, J., Robino, C.,
there is no laser beam reverse in the one-direction                                                                   Brooks, J., Philliber, J., Smurgeresky, J., Hofmeister,
deposition strategy, the compressive stress in the z -                                                                W. Understanding the microstructures and properties
direction has lower values. The lower residual stress is                                                              of components fabricated by laser engineered net
expected more in the cylindrical wall, which is proved by                                                             shaping(LENS). Mat. Res. Soc. Symp. Proc. Vol
the analysis. The maximum residual stress is obtained at the                                                          625. Warrendale, PA. 2000. Pp. 9-21.
bottom of the cylinder and the value is lower than the                                                         [5]    Keicher, D. Jellison, J., Schanwald, L., Romero, J.
material yield strength. The stress distribution along at the                                                         Towards a reliable laser spray powder deposition
inner surface is uniform except at the free end and the                                                               system through process characterization. 27th Int.
bottom of the cylinder where the stress behaviour is                                                                  Tech. Conf. Soc. Adv. Mat. Pro. Eng. Alburquerque,
complex. If this result is compared with the stress                                                                   NM. 1995. Pp. 1009-1018.
distribution along the same line at the outer surf ace, that is                                                [6]    Hofmeister, W., Wert, M., Smurgeresky, J.,
also uniform, it is obvious that the axial stress σz and hoop                                                         Philliber, J., Griffith M., Ensz, M. Investigating
stress σ y at the inner surface is tensile while the stress at                                                        solidification with the laser-engineering net shaping
the outer surface is compressive. The radial stress σx across                                                         (LENS™) process. JOM-e.
the thickness of the wall change s the sign too, but it is                                                     [7]    Hofmeister, W., Griffith, M., Ensz, M.,
much lower than the axial and hoop stress. As shown in                                                                Smurgeresky, J. Solidification in direct metal
figure 10 distribution of the stress causes a bending effect                                                          deposition by LENS processing. JOM. Vol.53. No 9.
across the wall thickness.                                                                                            2001. Pp. 30-34.

                                                                                                   www.ijmer.com                                              1739 | P a g e
International Journal of Modern Engineering Research (IJMER)
                      www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645
[8]    Hofmeister, W., MacCalum, D., Knorovsky, G.              [13] Riqing, Y., Smugeresky, J., Zheng, B., Zhou, Y.,
       Video monitoring and control of the LENS process.               Lavernia, E. Numerical modeling of the thermal
       American Welding Society 9th International                      behavior during the LENS® process. Mat. Sci. Eng.
       Conference of Computer Technology in Welding.                   A. Vol 428. 2006. Pp. 47-53.
       Detroit, MI. 1998. Pp. 187–196.                          [14] Lindgren, L.-E. Finite element modeling and
[9]    Smugeresky, J., Keicher, D., Romero, J., Griffith,              simulation of welding part : increased complexity.
       M., Harwell, L. Laser engineered net shaping                    Journal of Thermal Stresses. Vol 24. 2001. Pp. 195-
       (LENSTM) process: optimization of surface finish                231.
       and microstructural properties Proc. of the World        [15] Wang, L., Felicelli, S. Analysis of thermal
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       Materials. Princeton, NJ. 1997. Part 21.                        A. Vol 435-436. 2006. Pp. 625-631.
[10]   Kahlen, F.-J., Kar, A. J. Tensile strengths for laser-   [16] Neela, V., De, A. Numerical modeling of LENS™
       fabricated parts and similarity parameters for rapid            process using special element features.2007 Abaqus
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       2001. Pp. 38-44.                                         [17] Deus, A., Mazumder, J. Two-dimensional thermo-
[11]   Rangaswamy, P., Holden, T., Rogge, R., Griffith, L.             mechanical finite element model for laser cladding.
       J. Residual stresses in components formed by the                Proc. ICALEO. Duley, W., Shibata, K., Poprawe, R.,
       laser-engineered net shaping (LENS®) process.                   eds. Orlando, FL. Laser Institute of America. 1996.
       Strain Analysis. Vol 38. No 6. 2003. Pp. 519-528.               Pp. B/174-B/183.
[12]   Rangaswamy, P. Griffith, M., Prime, M., Holden, T.,      [18] Labudovic, M., Hu, D., Kovacevic, R. A three
       Rogge, R., Edwards, J., Sebring, R. Residual stresses           dimensional model for direct laser metal powder
       in LENS® components using neutron diffraction and               deposition and rapid prototyping.J. Mat. Sci. Vol 38.
       contour method.Mat. Sci. Eng. A. Vol 399. 2005. Pp.             2003. Pp. 35-49.
       72-83.




                                                 www.ijmer.com                                               1740 | P a g e

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Aa02417361740

  • 1. International Journal of Modern Engineering Research (IJMER) www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645 3d Heat Transfer Analysis and Numerical Modeling of LENSTM Process for One End Stepped Cylindrical Wall by Using Stainless Steel 304 Chirag P. Patel1, Prof. R. I. Patel2 1,2 ( Department Of Mechanical Engineering, Government Engineering College, Dahod/ GTU, India Abstract : Laser Engineered Net Shaping (LENS™) is a rapid-manufacturing process that involves complex thermal, mechanical, and metallurgical interactions. Due to process input parameter such as laser power , laser scanning velocity and feed rate, the effect on solidification of component to be produced must be understand. The finite element method (FEM) may be used to accurately model this process and solidification behavior by varying parameters. In this study the commercial FEM code ANSYS is used to predict the Figure 1 : Schematic Of LENSTM Deposition Process thermal histories, residual stresses, total deformation generated in One end stepped cylindrical wall and substrate The laser/nozzle assembly then ascends in the Z-direction of stainless steel 304. The computational results are so that the next layer can be added. This process is repeated compared with experimental measurements for validation. for consecutive layers, until completion of the 3-D component [2]. This feature is illustrated schematically in Figure1. Keywords: Laser engineering net shaping, FEM, Residual stresses, Total deformation, One end stepped Cylindrical II. Literature Review Keicher et al.[5] evaluated the effects of process wall, Element birth and death technique parameters on multi-layer deposition of laser-melted powder Inconel® 625 in a process similar to both laser I. Introduction TM Laser Engineered Net Shaping (LENS™) is a rapid cladding and LENS . The group initially examined various manufacturing technology developed by Sandia National parameters, including laser irradiance, stage translation Laboratories (SNL) that combines features of powder speed, powder flow rate, powder particle size, and the size injection and laser welding toward component fabrication. of each Z-directional increment between layers and their Several aspects of LENS™ are similar to those of single- effect on heat affected zone (HAZ) size generated during step laser cladding. However, whereas laser cladding is the build. The HAZ was defined in this study as the melted primarily used to bond metallic coatings to the surfaces of region below the surface of the substrate and was examined parts that have already been produced with traditional post-build via metallographic analysis. Khalen and Kar[10] methods[1], LENS™ involves the complete fabrication of performed an investigation into the effects of a several three-dimensional, solid metallic components through layer parameters on the resulting yield strength of AISI 304 TM by layer deposition of melted powder metal. In this process, stainless steel thin plates in process identical to LENS a laser beam is directed onto the surface of a metallic termed laser-aided direct rapid manufacturing (LADRM). substrate to create a molten pool. Powder metal is then This team sought to generate a range of input parameter propelled by an inert gas, such as argon or nitrogen through values within which components with acceptable converging nozzles into the molten pool. mechanical properties could be deposited. Their approach Depending upon the alignment of the nozzle focal involved using the Buckingham П-Theorem to express the point with respect to that of laser, then powder is then process variables associated with heat transfer and powder melted either mid-stream or as it enters the pool. As the mass flux in terms of 14 dimensionless parameters. laser source moves away, the molten material then quickly Rangaswamy et al.[11,12] sought to experimentally measure TM cools by conduction through the substrate, leaving a residual stresses in LENS deposits using the neutron solidified deposit. The substrate is located on a 3 or 5-axis diffraction method, the details of which are discussed in stage capable of translating in the X and Y-directions. next Section The measurements were performed on Initially, a 3-D CAD model is created to represent the LENS™-produced rectangular plates of AISI 316. The geometry of a desired component. The CAD model is then neutron data was collected at several points methodically converted to a faceted geometry composed of multiple distributed within the geometry of the samples, to provide a slices used to direct the movement of the X-Y stage where map of the stress distribution then calculated the axial each slice represents a single layer of deposition. During the components of residual stress through Hooke’s law. Each build, the powder-nozzle/laser/stage system first traces a 2- stress component was then plotted against position within D outline of the cross section represented by each slice I the plate, first, along the height (Z direction) on the sample the X-Y plane and then proceeds to fill this area with an vertical centerline, and next, along the width (Y-direction) operator-specified rastering pattern. on the plate horizontal centre line. Wang and Felicelli[15] next performed a parametric study similar to that done by Hofmeister et al.[8] to determine if the same trends in www.ijmer.com 1736 | P a g e
  • 2. International Journal of Modern Engineering Research (IJMER) www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645 cooling rates and thermal gradients were observable for thermal expansions of the deposited and substrate different laser power. He repeated the previous simulation materials, accurate stress calculations would also require using five power intensity values, revealing that the accurate prediction of the temperature fields created during temperature gradient at the edge of the molten pool the build. Labudovic et al.[18] to predict residual stresses in a TM increases substantially with laser power, while the cooling process identical to LENS termed the direct laser metal [16] rate decreases. Neela and De to study the effects of powder deposition process. A 3-D coupled model was translation speed and laser power on the resulting implemented through the FE package ANSYS® for the temperature profiles using the general purpose FE package, deposition of a 50 mm x 20 mm x 10 mm thin plate of ABAQUS® 6.6. The researchers used an element MONEL 400 onto a substrate of AISI 1006. The deposition Activation/deactivation similar to those previously to model was modelled with an ANSYS® element activation option the deposition of a thin plate of AISI 316 with temperature- similar to those already presented. Energy input density dependent thermal conductivity and specific heat according was modelled as a moving Gaussian distribution through the to a liner, and quadratic relation, respectively. Deus and ANSYS® Parametric Design Language subroutine. The Mazumder[17] attempted to predict the residual stresses constitutive model was a temperature-dependent visco- resulting from a laser cladding deposition of C95600 copper plastic model, in which viscous effects were neglected by alloy onto an AA333 aluminium alloy substrate. Since ignoring it the associated term in the equation of state. residual stresses would be generated by the heterogeneous III. CAD MODEL Figure 2 : Cad model for one end stepped cylindrical wall both simulations (thermal and structural ) are the same. As shown in Figure 4, a total of 88919 nodes, and 44321 elements are generated to accomplish this simulation. Figure 3 : Dimension for one end stepped cylindrical wall The cylindrical wall model is created in the cylindrical Figure 4: Meshing model for one end stepped cylindrical coordinate system. x and y coordinates are defined as the wall radial and angular directions, respectively, while the z coordinate is defined in the vertical direction. A model for V. THERMAL STRESS ANALYSIS LENS process is built. As shown in Figure 3, Substrate : 50 The first iteration in the solution procedure solves the x 50 x 10 mm. The example under consideration system of equations at an assumed starting temperature cylindrical wall upper cylinder has outer diameter 27.50 (298 K), and the subsequent iterations use temperatures mm, inner diameter 22.50 mm and thickness 5 mm. the from previous iterations to calculate the thermal lower cylinder has outer diameter 30 mm, inner diameter 20 conductivity and specific heat matrices. The first born mm and thickness 10 mm. the total height H=18 mm. The element is positioned onto the substrate with a set of initial 20 layers in the cylindrical wall height here each layer is and boundary conditions. For the subsequent elements, the assumed of equal 0.9 mm height . model uses there results from the previous step as the initial condition for the birth of each new set of elements. IV. FINITE ELEMENT MODEL This process is repeated for all the birthing events until the The general purpose FE package ANSYS is used for both geometry is completed. After the structure has been built the thermal and stress analyses performed sequentially up the iterative process continues for some time required with an appropriate combination of elements. The main for the deposit to reach room temperature (the cooling features of the 3D model are the moving heat input, the sequence). Once the thermal simulation is done, the data element birth-and-death technique, the heat loss, the regarding the temperature distribution in the buildup temperature-dependent material properties, and the structure during the process is stored to a database. That application of ANSYS parametric design language (APDL) data is used in the next step (structural analysis) as the only to model the moving heat source and adaptive boundary load that is applied as the body force. The structural conditions. The element types used in the thermal and simulation consists of the same steps during the building structural analyses are SOLID70 and SOLID45, and cooling sequences as in the case of the thermal respectively. Both of them are the 8-noded brick elements simulation. So, the temperature distribution scheme from that are compatible and can be automatically converted to some specific load step in the thermal analysis is applied to each other during the solution process. The meshes used for the corresponding load step in the structural analysis. It is www.ijmer.com 1737 | P a g e
  • 3. International Journal of Modern Engineering Research (IJMER) www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645 necessary to define the boundary conditions in the structural mm.and the side of substrate has minimum value of total analysis to prevent a rigid body motion. Also, the intention deformation between 0.0052402 to 0.00050218 mm. The all is to allow substrate bending and reduce the influence of the surface of lower cylinder and all surface of substrate has rigid substrate on the stress development in the buildup as normal stress of value between 153.54 and -53.541 Mpa. much as it possible. For these reasons, displacement of the and maximum value of normal stress is 774.71 Mpa at substrate side surface, perpendicular to the wall depositing contacting area of substrate and first layer of cylinder. As direction, is assumed to be zero. shown in figure 7 the top surface lower cylinder has maximum deformation of value between 0.086938 to VI. RESULT AND DISCUSSION 0.080775 mm. and the bottom surface has intermediate Since the cylindrical wall doesn’t have free edges, the deformation of value between 0.056124 to 0.049961 mm. temperature distribution is different the higher average the top and all sides of substrate has minimum value of temperature is present along the circular path. Also at the total deformation between 0.0068224 to 0.00065973 mm. start-end point of each layer, the laser beam dwells for The all surface of lower cylinder and all surface of some short time during the z-direction incremental substrate has normal stress of value between 74.086 to - movement. At that time , the heat input per distance moved 137.53 Mpa. and maximum value of normal stress is 708.93 along the wall length is increased, and the molten pool Mpa at contacting area of substrate and first layer of penetrates deeper into the previous deposit. Consequently cylinder. As shown in figure 8 the top surface upper the temperature is higher. As shown in figure 5 the inside cylinder has maximum deformation of value between surface lower cylinder has least deformation of value 0.090096 to 0.097008 mm. and the top and bottom surface between 0.04075 to 0.034934mm.and the outer surface has of lower cylinder has intermediate deformation of value maximum deformation of value between 0.052383 to between 0.07627 to 0.034795 mm. The top and all sides of 0.046566 mm. The all surface of lower cylinder and top of substrate has minimum value of total deformation between substrate has normal stress of value between 0.12365 to - 0.014058 to 0.00023262 mm. The all surface of upper and 0.076904 Mpa. and the side surface of substrate has normal lower cylinder and all surface of substrate has normal stress of value between -1.8819 to -2.0824 Mpa. stress of value between 49.817 to -169.59 Mpa. and As shown in figure 6 the top surface lower cylinder has maximum value of normal stress is 708.03 Mpa at maximum deformation of value between 0.077006 to contacting area of substrate and first layer of cylinder. 0.068877mm.and the bottom surface has intermediate deformation of value between 0.033668 to 0.02893 Figure 5 : Total deformation and Normal stress(σ z) for 5 layers one end stepped cylindrical wall Figure 6 : Total deformation and Normal stress(σz) for 10 layers one end stepped cylindrical wall Figure 7 : Total deformation and Normal stress(σ z) for 15 layers one end stepped cylindrical wall Figure 8 : Total deformation and Normal stress(σ z) for 20 layers one end stepped cylindrical wall www.ijmer.com 1738 | P a g e
  • 4. International Journal of Modern Engineering Research (IJMER) www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645 0.10 Main Effects Plot for Total deformation(mm) VII. CONCLUSION The total deformation at the layers 5, 10, 15, 20 indicate 0.09 Total deformation(mm) that the pre-defined location is heated up when the laser 0.08 beam passes over, and the negative peaks indicate that the 0.07 pre-defined location cools down after the laser beam passes 0.06 by, from the initial layer to subsequent layer depositions. At the first layer, the cooling rate decreases when the 0.05 5 10 No. ofLayer 15 20 subsequent layers are deposited. After the third layer is deposited, the first layer still receives a maximum cooling Figure 9: Graphical representation of total deformation rate. The maximum cooling rate for each pass decreases as for all layers more layers are deposited, which is due to the integrated Main Effects Plot for Normal stress (σz)Mpa heat of the substrate and previous layers. The maximum 800 residual stress is obtained at the bottom of cylinder and 700 contacting area of substrate and first cylindrical layer. The 600 Normal stress(σz) Mpa 500 inner surface is tensile and the outer surface is compressive 400 in terms of stress distribution and this distribution of 300 200 stresses causes the bending effect across the thickness 100 direction. The distribution of residual stress in cylindrical 0 wall is uniform. There is no immediate crack observed 5 10 15 20 No. ofLayer maximum residual stress accumulated at the substrate Figure 10: Graphical representation of Normal stress center region. The stress in a cylindrical wall is seen to have (σz) for all layers maximum value at the top, with this value increasing with an increase in the number of layers in a wall, reaching a As shown in figure 9 the cylindrical wall doesn’t have free value of -298 Mpa at the top of a 20-layer wall. edges, the total deformation is different for 5, 10, 15, 20 layers. That difference means that the higher average VIII. ACKNOWLEDGEMENTS deformation is present along the circular path which cause I would like to express my deep sense of gratitude and the higher deformation. Also at the start-end point of each respect to my guide Prof. R.I.Patel sir for his excellent layer, the laser beam dwells for some short time during the guidance, suggestions and constructive criticism. I consider z-direction incremental movement. At that time, the heat myself extremely lucky to be able to work under the input per distance moved along the wall length is increased, guidance of such a dynamic personality. I am also thankful and the molten pool penetrates deeper into the previous to A.H.Makwana sir for his co-operation throughout the deposit. Consequently the total deformation is higher, but it semester. is s till lower than at the free edges because of the larger volume of the heat sink. Generally speaking, the one- REFERENCES directional deposited wall has stress values slightly higher [1] Vilar, R. J. Laser Cladding. Laser Appl. Vol 11. No than the cylindrical deposited wall which is expected 2. 1999. Pp. 64-79. according to lower temperature differences during [2] Atwood, C., Griffith, M., Harwell, D., Reckaway, D., deposition. Also, the high localized stress above the tensile Ensz, M., Keicher, D., Schlienger, M., Romero, M., strength observed at the corners. Because of the deposition Oliver, M., Jeanette, F., Smugeresky, J. Laser Spray strategy, the stress close to the free edges is not symmetric. Fabrication for Net-Shape Rapid Product Realization The tensile stress is higher at the ending free edge. Some LDRD. Sandia Report.1999. differences of the stress distribution between the cylindrical [3] Sandia National Laboratories website. deposited walls can be observed at the free edges. Since, [4] Griffith, M., Ensz, M., Puskar, J., Robino, C., there is no laser beam reverse in the one-direction Brooks, J., Philliber, J., Smurgeresky, J., Hofmeister, deposition strategy, the compressive stress in the z - W. Understanding the microstructures and properties direction has lower values. The lower residual stress is of components fabricated by laser engineered net expected more in the cylindrical wall, which is proved by shaping(LENS). Mat. Res. Soc. Symp. Proc. Vol the analysis. The maximum residual stress is obtained at the 625. Warrendale, PA. 2000. Pp. 9-21. bottom of the cylinder and the value is lower than the [5] Keicher, D. Jellison, J., Schanwald, L., Romero, J. material yield strength. The stress distribution along at the Towards a reliable laser spray powder deposition inner surface is uniform except at the free end and the system through process characterization. 27th Int. bottom of the cylinder where the stress behaviour is Tech. Conf. Soc. Adv. Mat. Pro. Eng. Alburquerque, complex. If this result is compared with the stress NM. 1995. Pp. 1009-1018. distribution along the same line at the outer surf ace, that is [6] Hofmeister, W., Wert, M., Smurgeresky, J., also uniform, it is obvious that the axial stress σz and hoop Philliber, J., Griffith M., Ensz, M. Investigating stress σ y at the inner surface is tensile while the stress at solidification with the laser-engineering net shaping the outer surface is compressive. The radial stress σx across (LENS™) process. JOM-e. the thickness of the wall change s the sign too, but it is [7] Hofmeister, W., Griffith, M., Ensz, M., much lower than the axial and hoop stress. As shown in Smurgeresky, J. Solidification in direct metal figure 10 distribution of the stress causes a bending effect deposition by LENS processing. JOM. Vol.53. No 9. across the wall thickness. 2001. Pp. 30-34. www.ijmer.com 1739 | P a g e
  • 5. International Journal of Modern Engineering Research (IJMER) www.ijmer.com Vol.2, Issue.2, Mar-Apr 2012 pp-1736-1740 ISSN: 2249-6645 [8] Hofmeister, W., MacCalum, D., Knorovsky, G. [13] Riqing, Y., Smugeresky, J., Zheng, B., Zhou, Y., Video monitoring and control of the LENS process. Lavernia, E. Numerical modeling of the thermal American Welding Society 9th International behavior during the LENS® process. Mat. Sci. Eng. Conference of Computer Technology in Welding. A. Vol 428. 2006. Pp. 47-53. Detroit, MI. 1998. Pp. 187–196. [14] Lindgren, L.-E. Finite element modeling and [9] Smugeresky, J., Keicher, D., Romero, J., Griffith, simulation of welding part : increased complexity. M., Harwell, L. Laser engineered net shaping Journal of Thermal Stresses. Vol 24. 2001. Pp. 195- (LENSTM) process: optimization of surface finish 231. and microstructural properties Proc. of the World [15] Wang, L., Felicelli, S. Analysis of thermal Congress on Powder Metallurgy and Particulate phenomena in LENS™ deposition. Mater. Sci. Eng. Materials. Princeton, NJ. 1997. Part 21. A. Vol 435-436. 2006. Pp. 625-631. [10] Kahlen, F.-J., Kar, A. J. Tensile strengths for laser- [16] Neela, V., De, A. Numerical modeling of LENS™ fabricated parts and similarity parameters for rapid process using special element features.2007 Abaqus manufacturing. Manuf. Sci. Eng. Vol 123. No 1. India Regional Users’ Meeting. 2007. 2001. Pp. 38-44. [17] Deus, A., Mazumder, J. Two-dimensional thermo- [11] Rangaswamy, P., Holden, T., Rogge, R., Griffith, L. mechanical finite element model for laser cladding. J. Residual stresses in components formed by the Proc. ICALEO. Duley, W., Shibata, K., Poprawe, R., laser-engineered net shaping (LENS®) process. eds. Orlando, FL. Laser Institute of America. 1996. Strain Analysis. Vol 38. No 6. 2003. Pp. 519-528. Pp. B/174-B/183. [12] Rangaswamy, P. Griffith, M., Prime, M., Holden, T., [18] Labudovic, M., Hu, D., Kovacevic, R. A three Rogge, R., Edwards, J., Sebring, R. Residual stresses dimensional model for direct laser metal powder in LENS® components using neutron diffraction and deposition and rapid prototyping.J. Mat. Sci. Vol 38. contour method.Mat. Sci. Eng. A. Vol 399. 2005. Pp. 2003. Pp. 35-49. 72-83. www.ijmer.com 1740 | P a g e