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            <front>

                <journal-meta>
                                    <journal-id></journal-id>
            <journal-title-group>
                                                                                    <journal-title>Journal of Thermal Engineering</journal-title>
            </journal-title-group>
                                        <issn pub-type="epub">2148-7847</issn>
                                                                                            <publisher>
                    <publisher-name>Yildiz Technical University</publisher-name>
                </publisher>
                    </journal-meta>
                <article-meta>
                                        <article-id/>
                                                                <article-categories>
                                            <subj-group  xml:lang="en">
                                                            <subject>Fluid Mechanics and Thermal Engineering (Other)</subject>
                                                    </subj-group>
                                            <subj-group  xml:lang="tr">
                                                            <subject>Akışkan Mekaniği ve Termal Mühendislik (Diğer)</subject>
                                                    </subj-group>
                                    </article-categories>
                                                                                                                                                        <title-group>
                                                                                                                        <article-title>Heat and mass transfer analysis of unsteady MHD Carreu nanofluid flow over a stretched surface in a porous medium with Stefan blowing condition</article-title>
                                                                                                    </title-group>
            
                                                    <contrib-group content-type="authors">
                                                                        <contrib contrib-type="author">
                                                                    <contrib-id contrib-id-type="orcid">
                                        https://orcid.org/0009-0006-4507-6916</contrib-id>
                                                                <name>
                                    <surname>Geetha</surname>
                                    <given-names>R.</given-names>
                                </name>
                                                                    <aff>Department of Mathematics, Kalasalingam Academy of Research and Education (Deemed to be University), School of Advanced Sciences, Tamil Nadu, 626126, India</aff>
                                                            </contrib>
                                                    <contrib contrib-type="author">
                                                                    <contrib-id contrib-id-type="orcid">
                                        https://orcid.org/0000-0002-6048-9069</contrib-id>
                                                                <name>
                                    <surname>Reddappa</surname>
                                    <given-names>B.</given-names>
                                </name>
                                                                    <aff>Department of Mathematics, Kalasalingam Academy of Research and Education (Deemed to be University), School of Advanced Sciences, Tamil Nadu, 626126, India</aff>
                                                            </contrib>
                                                    <contrib contrib-type="author">
                                                                    <contrib-id contrib-id-type="orcid">
                                        https://orcid.org/0000-0001-5473-004X</contrib-id>
                                                                <name>
                                    <surname>Sumithra</surname>
                                    <given-names>A.</given-names>
                                </name>
                                                                    <aff>Department of Mathematics, Kalasalingam Academy of Research and Education (Deemed to be University), School of Advanced Sciences, Tamil Nadu, 626126, India</aff>
                                                            </contrib>
                                                    <contrib contrib-type="author">
                                                                    <contrib-id contrib-id-type="orcid">
                                        https://orcid.org/0000-0001-8391-098X</contrib-id>
                                                                <name>
                                    <surname>Rushi Kumar</surname>
                                    <given-names>B.</given-names>
                                </name>
                                                                    <aff>Department of Mathematics, Vellore Institute of Technology, School of Advanced Sciences, Tamil Nadu, 632014, India</aff>
                                                            </contrib>
                                                    <contrib contrib-type="author">
                                                                    <contrib-id contrib-id-type="orcid">
                                        https://orcid.org/0000-0002-1776-5064</contrib-id>
                                                                <name>
                                    <surname>Prabhakar Reddy</surname>
                                    <given-names>B.</given-names>
                                </name>
                                                                    <aff>Department of Mathematics and Statistics, The University of Dodoma, Dodoma, 41218, Tanzania</aff>
                                                            </contrib>
                                                                                </contrib-group>
                        
                                        <pub-date pub-type="pub" iso-8601-date="20250516">
                    <day>05</day>
                    <month>16</month>
                    <year>2025</year>
                </pub-date>
                                        <volume>11</volume>
                                        <issue>3</issue>
                                        <fpage>765</fpage>
                                        <lpage>779</lpage>
                        
                        <history>
                                    <date date-type="received" iso-8601-date="20240401">
                        <day>04</day>
                        <month>01</month>
                        <year>2024</year>
                    </date>
                                                    <date date-type="accepted" iso-8601-date="20240707">
                        <day>07</day>
                        <month>07</month>
                        <year>2024</year>
                    </date>
                            </history>
                                        <permissions>
                    <copyright-statement>Copyright © 2015, Journal of Thermal Engineering</copyright-statement>
                    <copyright-year>2015</copyright-year>
                    <copyright-holder>Journal of Thermal Engineering</copyright-holder>
                </permissions>
            
                                                                                                <abstract><p>This study delves into the magneto-hydrodynamic (MHD) flow of a non-Newtonian nanofluid over an unstable stretched surface, focusing on the effects of suction and Stefan blowing. Employing innovative approaches, such as modeling the nanofluid as a two-phase system and using the Carreau fluid model for non-Newtonian behavior, the research generates a numerical solution for heat and mass transfer analysis of unsteady MHD Carreau nanofluid flow in a porous medium under Stefan blowing conditions. By applying similarity transformations, the Carreau fluid flow equations are converted into dimensionless non-linear ordinary differential equations, which are then solved using MATLAB›s bvp4c function. The study meticulously examines the influence of various dimensionless parameters on mass transfer, temperature, concentration, friction factor, and dimensionless velocity, with results presented through comprehensive graphs and tables. Key findings indicate that both temperature and fluid velocity increase with higher Stefan blowing/suction parameters, while temperature decreases with rising fluid velocity and Weissenberg number. These insights are crucial for enhancing the performance and longevity of critical machinery, such as bearings, sliding components, and engines. The study highlights Stefan blowing›s potential to boost heat transfer efficiency by reducing thermal resistance and improving the heat transfer coefficient. The synergistic effects of Carreau nanofluid and Stefan blowing offer promising applications in cooling systems, thermal management tools, and lubrication within the oil and gas industry. The findings advance thermal management technologies and provide a new perspective on engineering applications across various sectors. The range of some physical parameters which are used in this study are: The power-law index (0</p></abstract>
                                                            
            
                                                            <kwd-group>
                                                    <kwd>Carreau Nanofluid</kwd>
                                                    <kwd>  Heat Transfer</kwd>
                                                    <kwd>  MHD</kwd>
                                                    <kwd>  Porous Medium</kwd>
                                                    <kwd>  Stefan Blowing</kwd>
                                                    <kwd>  Unsteady Flow</kwd>
                                            </kwd-group>
                            
                                                                                                                        </article-meta>
    </front>
    <back>
                            <ref-list>
                                    <ref id="ref1">
                        <label>1</label>
                        <mixed-citation publication-type="journal">[1]	Sreeremya TS, Krishnan A, Mohamed P, Hareesh U, Ghosh S. Synthesis and characterization of cerium oxide based nanofluids: an efficient coolant in heat transport applications. Chem Eng J 2014;255:282–289. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref2">
                        <label>2</label>
                        <mixed-citation publication-type="journal">[2]	Zarifi E, Jahanfarnia G, Veysi F. Sub-channel analysis of nanofluids application to VVER-1000 reactor. Chem Eng Res 2013;91:625–632. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref3">
                        <label>3</label>
                        <mixed-citation publication-type="journal">[3]	Su F, Deng Y, Ma H. Numerical analysis of ammonia bubble absorption in a binary nanofluid. Chem Eng Comm 2015;202:500–507. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref4">
                        <label>4</label>
                        <mixed-citation publication-type="journal">[4]	Tripathi D, Bég OA. Mathematical modeling of peristaltic pumping of nano-fluids. In: Basu SK, Kumar N. Modelling and Simulation of Diffusive Processes. Berlin/Heidelberg: Springer; 2014. pp. 69–95. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref5">
                        <label>5</label>
                        <mixed-citation publication-type="journal">[5]	Khan SA, Nie Y, Ali B. Multiple slip effects on MHD unsteady viscoelastic nano-fluid flow over a permeable stretching sheet with radiation using the finite element method. SN Appl Sci 2020;2:1–14. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref6">
                        <label>6</label>
                        <mixed-citation publication-type="journal">[6]	Liu L. Aggregation of silica nanoparticles in an aqueous suspension. AIChE J 2015;61:2136–46. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref7">
                        <label>7</label>
                        <mixed-citation publication-type="journal">[7]	Ali B, Hussain S, Naqvi SIR, Habib D, Abdal S. Aligned magnetic and bio-convection effects on tangent hyperbolic nanofluid flow across faster/slower stretching wedge with activation energy: Finite element simulation. Int J Appl Comp Math 2020;7:1–20. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref8">
                        <label>8</label>
                        <mixed-citation publication-type="journal">[8]	Ali B, Rasool G, Hussain S, Baleanu D, Bano S. Finite element study of magnetohydrodynamics (MHD) and activation energy in Darcy–Forchheimer rotating flow of Casson Carreau nanofluid. Processes (MDPI) 2020;8:1185. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref9">
                        <label>9</label>
                        <mixed-citation publication-type="journal">[9]	Masuda H, Ebata A, Teramae K, Hishinuma N, Ebata Y. Alteration of thermal conductivity and viscosity of liquid by dispersing ultra-fine particles (dispersion of-Al2O3, SiO2 and TiO2 ultra-fine particles). Netsu Bussei 1993;7:227–233. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref10">
                        <label>10</label>
                        <mixed-citation publication-type="journal">[10]	Choi S. Enhancing thermal conductivity of fluids with the nanoparticle. In: Development and Applications of Non-Newtonian Flow. ASME Fluids Eng Div 1995;231:99–105.</mixed-citation>
                    </ref>
                                    <ref id="ref11">
                        <label>11</label>
                        <mixed-citation publication-type="journal">[11]	Buongiorno J. Convective transport in nanofluids. J Heat Transf 2006;128:240–250. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref12">
                        <label>12</label>
                        <mixed-citation publication-type="journal">[12]	Eastman JA, Phillpot S, Choi S, Keblinski P. Thermal transport in nanofluids. Annu Rev Mater Res 2004;34:219–246. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref13">
                        <label>13</label>
                        <mixed-citation publication-type="journal">[13]	Khairul M, Shah K, Doroodchi E, Azizian R, Moghtaderi B. Effects of surfactant on stability and thermo-physical properties of metal oxide nanofluids. Int J Heat Mass Transf 2016;98:778–787. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref14">
                        <label>14</label>
                        <mixed-citation publication-type="journal">[14]	Ali B, Nie Y, Hussain S, Habib D, Abdal S. Insight into the dynamics of fluid conveying tiny particles over a rotating surface subject to Cattaneo–Christov heat transfer, Coriolis force, and Arrhenius activation energy. Comp Math Appl 2021;93:130–143. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref15">
                        <label>15</label>
                        <mixed-citation publication-type="journal">[15]	Bagherzadeh SA, Jalali E, Sarafraz MM, Akbari OA, Karimipour A, Goodarzi M, Bach QV. Effects of magnetic field on micro cross jet injection of dispersed nanoparticles in a microchannel. Int J Numer Methods Heat Fluid Flow 2019;30:2683–2704. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref16">
                        <label>16</label>
                        <mixed-citation publication-type="journal">[16]	Khan ZH, Khan WA, Pop I. Triple diffusive free convection along a horizontal plate in porous media saturated by a nanofluid with convective boundary condition. Int Comm Heat Mass Transf 2013;66:603–612. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref17">
                        <label>17</label>
                        <mixed-citation publication-type="journal">[17]	Krishna MV, Reddy GS. MHD forced convective flow of non-Newtonian fluid through stumpy permeable porous medium. Mater Today Proc 2018;5:175–183. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref18">
                        <label>18</label>
                        <mixed-citation publication-type="journal">[18]	Hayat T, Qasim M, Mesloub S. MHD flow and heat transfer over permeable stretching sheet with slip conditions. Int J Numer Methods Fluids 2011;66:963–975. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref19">
                        <label>19</label>
                        <mixed-citation publication-type="journal">[19]	Reddappa B, Geetha R. Effects of second order chemical reaction on MHD forced convection Cu, Ag, and Fe3O4 nanoparticles of Jeffrey Nanofluid over a moving plate in a porous medium in the presence of heat source/sink. J Integr Sci Technol 2023;12:1–10. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref20">
                        <label>20</label>
                        <mixed-citation publication-type="journal">[20]	Reddappa B, Sudheer Babu M, Sreenadh S. Magneto-hydrodynamic (MHD) Jeffrey Nanofluid Flow over an Exponentially Stretching Sheet through a Porous Medium. AIP Conf Proc 2023;2649:1–16. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref21">
                        <label>21</label>
                        <mixed-citation publication-type="journal">[21]	Ravikumar S, Ijaz Khan M, Reddappa B. The effects of diffusion on the mechanism of peristaltic flow at slip boundaries when internal Joule heating is present. Heat Transf 2023;52:1–28. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref22">
                        <label>22</label>
                        <mixed-citation publication-type="journal">[22]	Sudheer Babu M, Reddappa B, Ajmath KA. Chemical Reaction Effects on MHD Heat and Mass Transfer of a Jeffrey Fluid Flow with Viscous Dissipation and Joule Heating Through a Porous Stretching Sheet. ARPN J Eng Appl Sci 2023;18:102–112. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref23">
                        <label>23</label>
                        <mixed-citation publication-type="journal">[23]	Reddappa B, Sudheer Babu M, Sreenadh S, Durgaprasad P. The flow of non-Newtonian fluid in an inclined channel through variable permeability. Heat Transf 2023;52:3058–3073. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref24">
                        <label>24</label>
                        <mixed-citation publication-type="journal">[24]	Reddappa B, Sudheer Babu M, Sreenadh S. MHD free convection and the effects of second order chemical reactions and double stratification jeffrey flow through porous medium over an exponentially stretching sheet. ARPN J Eng Appl Sci 2022;17:1047–1059.</mixed-citation>
                    </ref>
                                    <ref id="ref25">
                        <label>25</label>
                        <mixed-citation publication-type="journal">[25]	Ali N, Hayat T. Peristaltic motion of a Carreau fluid in an asymmetric channel. Appl Math Comp 2007;193:535–552. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref26">
                        <label>26</label>
                        <mixed-citation publication-type="journal">[26]	Ali ME. The effect of lateral mass flux on the natural convection boundary layers induced by a heated vertical plate embedded in a saturated porous medium with internal heat generation. Int J Therm Sci 2007;46:157–163. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref27">
                        <label>27</label>
                        <mixed-citation publication-type="journal">[27]	Hiemenz K. Die Grenzschicht an einem in den gleichformigen Flussigkeitsstrom eingetauchten geraden Kreiszylinder. Dingler&#039;s Polytech J 1911;326:321–324.</mixed-citation>
                    </ref>
                                    <ref id="ref28">
                        <label>28</label>
                        <mixed-citation publication-type="journal">[28]	Abel S, Prasad KV, Mahaboob A. Buoyancy force and thermal radiation effects in MHD boundary layer visco-elastic fluid flow over continuously moving stretching surface. Int J Therm Sci 2005;44:465–476. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref29">
                        <label>29</label>
                        <mixed-citation publication-type="journal">[29]	Olajuwon BI. Convection heat and mass transfer in a hydromagnetic Carreau fluid past a vertical porous plate in presence of thermal radiation and thermal diffusion. Therm Sci 2011;15:241–252. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref30">
                        <label>30</label>
                        <mixed-citation publication-type="journal">[30]	Hayat T, Saleem N, Ali N. Effect of induced magnetic field on peristaltic transport of Carreau fluid. Comm Nonlinear Sci Numer Simul 2010;15:2407–2423. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref31">
                        <label>31</label>
                        <mixed-citation publication-type="journal">[31]	Akbar NS, Nadeem S, Haq RU, Shiwei Y. MHD stagnation point flow of Carreau fluid toward a permeable shrinking sheet: Dual solutions. Ain Shams Eng J 2014;5:1233–1239. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref32">
                        <label>32</label>
                        <mixed-citation publication-type="journal">[32]	Suneetha S, Gangadhar K. Thermal radiation effect on MHD stagnation point flow of a Carreau fluid with convective boundary condition. Open Sci J Math Appl 2015;3:121–127.</mixed-citation>
                    </ref>
                                    <ref id="ref33">
                        <label>33</label>
                        <mixed-citation publication-type="journal">[33]	Abou-Zeid MY. Numerical treatment of heat and mass transfer of MHD flow of Carreau fluid with diffusion and chemical reaction through a Non-Darcy porous medium. Open Math J 2009;2:22–35. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref34">
                        <label>34</label>
                        <mixed-citation publication-type="journal">[34]	Akbar NS, Nadeem S, Khan ZH. Numerical simulation of peristaltic flow of a Carreau nanofluid in an asymmetric channel. Alex Eng J 2014;53:191–197. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref35">
                        <label>35</label>
                        <mixed-citation publication-type="journal">[35]	Akbar NS, Nadeem S. Combined effects of heat and chemical reactions on the peristaltic flow of carreau fluid model in a diverging tube. Int J Non-Linear Mech 2011;67:1818–1832. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref36">
                        <label>36</label>
                        <mixed-citation publication-type="journal">[36]	Nandeppanavar MM, Vajravelu K, SubhasAbel M, Siddalingappa MN. MHD flow and heat transfer over a stretching surface with variable thermal conductivity and partial slip. Meccanica 2013;48:1451–1464. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref37">
                        <label>37</label>
                        <mixed-citation publication-type="journal">[37]	Chaim TC. Heat transfer in a fluid with variable thermal conductivity over a linearly stretching sheet. Acta Mech 1998;129:63–72. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref38">
                        <label>38</label>
                        <mixed-citation publication-type="journal">[38]	Cortell R. Viscous flow and heat transfer over a nonlinearly stretching sheet. Appl Math Comp 2007;184:864–873. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref39">
                        <label>39</label>
                        <mixed-citation publication-type="journal">[39]	Vyas P, Ranjan A. Dissipative MHD boundary-layer flow in a porous medium over a sheet stretching nonlinearly in the presence of radiation. Appl Math Sci 2010;4:3133–3142.</mixed-citation>
                    </ref>
                                    <ref id="ref40">
                        <label>40</label>
                        <mixed-citation publication-type="journal">[40]	Ali ME. On thermal boundary layer on a power-law stretched surface with suction or injection. Int J Heat Fluid Flow 1995;16:280–290. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref41">
                        <label>41</label>
                        <mixed-citation publication-type="journal">[41]	Sheikholeslami M, Barzegar Gerdroodbary M, Shafee A, Tlili I. Hybrid nanoparticles dispersion into water inside a porous wavy tank involving magnetic force. J Therm Anal Calorim 2020;141:1993–1999. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref42">
                        <label>42</label>
                        <mixed-citation publication-type="journal">[42]	Manh TD, Bahramkhoo M, Barzegar Gerdroodbary M, Nam ND, Tlili I. Investigation of nanomaterial flow through non-parallel plates. J Therm Anal Calorim 2021;143:3867–3875. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref43">
                        <label>43</label>
                        <mixed-citation publication-type="journal">[43]	Manh TD, Abazari AM, Barzegar Gerdroodbary M, Nam ND, Moradi R, Babazadeh H. Computational simulation of variable magnetic force on heat characteristics of backward-facing step flow. J Therm Anal Calorim 2021;144:1585–1596. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref44">
                        <label>44</label>
                        <mixed-citation publication-type="journal">[44]	Barzegar Gerdroodbary M. Application of neural network on heat transfer enhancement of magnetohydrodynamic nanofluid. Heat Transfer. 2019;49:197–212. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref45">
                        <label>45</label>
                        <mixed-citation publication-type="journal">[45]	Man Y, Barzegar Gerdroodbary M. Influence of Lorentz forces on forced convection of nanofluid in a porous enclosure. J Porous Media 2024;27:15–25. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref46">
                        <label>46</label>
                        <mixed-citation publication-type="journal">[46]	Tlili I, Moradi R, Barzegar Gerdroodbary M. Transient nanofluid squeezing cooling process using aluminum oxide nanoparticle. Int J Modern Phys C 2019;30:1950078. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref47">
                        <label>47</label>
                        <mixed-citation publication-type="journal">[47]	Ghosh S, Mukhopadhyay S. MHD slip flow and heat transfer of Casson nanofluid over an exponentially stretching permeable sheet. Int J Automot Mech Eng 2014;14:4785–4804. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref48">
                        <label>48</label>
                        <mixed-citation publication-type="journal">[48]	Dey S, Mukhopadhyay S, Begum M. Stefan flow of nanofluid and heat transport over a plate in company of Thompson and Troian slip and uniform shear flow. Force Mech 2022;9:100129. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref49">
                        <label>49</label>
                        <mixed-citation publication-type="journal">[49]	Grubka LJ, Bobba KM. Heat transfer characteristics of a continuous, stretching surface with variable temperature. Heat Transf J 1985;107:248–250. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref50">
                        <label>50</label>
                        <mixed-citation publication-type="journal">[50]	Konai S, Maiti H, Mukhopadhyay S. Influences of Stefan blowing on unsteady flow of Casson nanofluid past a stretching surface. Forces Mech 2023;12:100227. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref51">
                        <label>51</label>
                        <mixed-citation publication-type="journal">[51]	Oyelakin IS, Mondal S, Sibanda P. Unsteady Casson nanofluid flow over a stretching sheet with thermal radiation, convective and slip boundary conditions. Alex Eng J 2016;55:1025–1035. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref52">
                        <label>52</label>
                        <mixed-citation publication-type="journal">[52]	Sharidan S, Mahmood T, Pop I. Similarity solutions for the unsteady boundary layer flow and heat transfer due to a stretching sheet. Int J Appl Mech Eng 2006;11:647–654.</mixed-citation>
                    </ref>
                                    <ref id="ref53">
                        <label>53</label>
                        <mixed-citation publication-type="journal">[53]	Mukhopadhyay S, De PR, Bhattacharyya K, Layek GC. Casson fluid flow over an unsteady stretching surface. Ain Shams Eng J 2013;4:933–938. [CrossRef]</mixed-citation>
                    </ref>
                                    <ref id="ref54">
                        <label>54</label>
                        <mixed-citation publication-type="journal">[54]	Konai S, Maiti H, Mukhopadhyay S. Influences of Stefan blowing on unsteady flow of Casson nanofluid past a stretching surface. Forces Mech 2023;12:100227. [CrossRef]</mixed-citation>
                    </ref>
                            </ref-list>
                    </back>
    </article>
