Erratum to: Generalized Solution for 1-D Non-Newtonian Flow in a Porous Domain due to an Instantaneous Mass Injection

Vittorio Di Federico; Valentina Ciriello

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Erratum to: Generalized Solution for 1-D Non-Newtonian Flow in a Porous Domain due to an Instantaneous Mass Injection

机译：勘误到：由于瞬时质量注入，在多孔域中的一维非牛顿流的广义解

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来源
《Transport in Porous Media》 |2013年第3期|431-433|共3页
作者
Vittorio Di Federico; Valentina Ciriello;
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Dipartimento di Ingegneria Civile Chimica Ambientale e dei Materiali (DICAM) Università di Bologna">(1);

Dipartimento di Ingegneria Civile Chimica Ambientale e dei Materiali (DICAM) Università di Bologna">(1);

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正文语种 eng
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1. Generalized Solution for 1-D Non-Newtonian Flow in a Porous Domain due to an Instantaneous Mass Injection [J] . Vittorio Di Federico, Valentina Ciriello Transport in Porous Media . 2012,第1期

机译：瞬时质量注入在多孔域中的一维非牛顿流的广义解
2. Erratum to: Generalized Solution for 1-D Non-Newtonian Flow in a Porous Domain due to anInstantaneous Mass Injection [J] . Vittorio Di Federico, Valentina Ciriello Transport in Porous Media . 2013,第3期

机译：勘误至：由于瞬时注入而导致的多孔区域中一维非牛顿流的广义解
3. An analytic solution of micropolar flow in a porous channel with mass injection using homotopy analysis method [J] . Hany Hassan, Mohammad Mehdi Rashidi International journal of numerical methods for heat & fluid flow . 2014,第2期

机译：均质分析法分析质子注入多孔通道中的微极流动
4. Double-Diffusive Convection for a Non-Newtonian Fluid Flow Past a Permeable Surface Embedded in a Porous Medium with Uniform Heat and Mass Fluxes [C] . ALI J. CHAMKHA American Conference on Applied Mathematics . 2008

机译：用于非牛顿流体流过嵌入多孔介质中的渗透表面的双扩散对流，其具有均匀的热量和质量通量
5. Newtonian and non-Newtonian flows into deformable porous materials [D] . Siddique, Javed Iqbal 2009

机译：牛顿和非牛顿流进入可变形的多孔材料
6. Heat Source/Sink in a Magneto-Hydrodynamic Non-Newtonian Fluid Flow in a Porous Medium: Dual Solutions [O] . Tasawar Hayat, Muhammad Awais, Amna Imtiaz -1

机译：多孔介质中磁流体非牛顿流体流动中的热源/散热器：双重解决方案
7. Research Slightly double fuzzy continuous functions via $e$-open sets P. Periyasamy 1 , A. Vadivel 2 *, G. Saravanakumar 3 and V. Chandrasekar 4 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:570-575 DOI: 10.26637/MJM0S20/0109 Full Article PDF PDF size (1,412.53 KB) Research An $O(n)$-time algorithm to compute minimum $k$-hop connected dominating set of interval graphs Sambhu Charan Barman 1 *, Madhumangal Pal 2 and Sukumar Mondal 3 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:576-580 DOI: 10.26637/MJM0S20/0110 Full Article PDF PDF size (1,420.88 KB) Research Solution of fractional integro-differential equations by Bernstein polynomials J.A. Nanware 1 * Parameshwari M. Goud 2 * and T.L. Holambe 3 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:581-586 DOI: 10.26637/MJM0S20/0111 Full Article PDF PDF size (1,489.44 KB) Research Bases and metric dimension of composition product of some graph families P.V. Shamsudheen 1 * and A.T. Shahida 2 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:587-589 DOI: 10.26637/MJM0S20/0112 Full Article PDF PDF size (1,542.84 KB) Research New exact solutions for general Boussinesq equation Subin P. Joseph 1 * Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:590-593 DOI: 10.26637/MJM0S20/0113 Full Article PDF PDF size (1,373.03 KB) Research Mathematical model on MHD oscillatory flow through a porous medium under the influence of heat and mass transfer M. Chitra 1 * and V. Kavitha 2 Malaya Journal of Matematik : Special Issue, Issue 1, 2020, Pages:594-600 DOI: 10.26637/MJM0S20/0114 Full Article PDF PDF size (1,463.96 KB) Research Three dimensional exact solutions for Newtonian and non-Newtonian fluid flows [O] . Subin P. Joseph 2020

机译：通过$ e $ -pen套装p. periyasamy 1，A.Vadivel 2 *，G.Saravanakumar 3和V.Chandrasekar 4 Matematik杂志的研究：特刊，第1,2020页，页面：570- 575 DOI：10.26637 / MJM0S20 / 0109 全文PDF PDF尺寸（1,412.53 kB）研究$ O（n）$ - 时间算法计算最低$ k $ -hop连接的占间隔图形图Sambhu Charan Barman 1 *，Madhumangal Pal 2和Sukumar Mondal 3 Matematik杂志：特别发行，第1,2020页，页数：576-580 DOI：10.26637 / MJM0S20 / 0110 全文PDF PDF尺寸（1,420.88 kB）伯恩斯坦多项式J.A的分数积分微分方程的研究解决方案。 nanware 1 * parameshwari m. goud 2 *和t.l. Holambe 3马来亚Matematik：特别问题，第1,2020页，页数：581-586 DOI：10.26637 / MJM0S20 / 0111 全文PDF PDF大小（1,489.44 kB）一些图形家庭组合物产品的研究基础和公制维度P.V。 Shamsudheen 1 *和A.T. Shahida 2 Malaya Matematik：特别问题，第1,2020页，页数：587-589 DOI：10.26637 / MJM0S20 / 0112 全文PDF PDF尺寸（1,542.84 kB）研究新的Boussinesq方程式Subin P.Joseph 1 * Matematik杂志的新精确解决方案：特别问题，第1,2020页，第590-593 Doi：10.26637 / MJM0S20 / 0113 全文PDF PDF尺寸（1,373.03 kB）通过热量和传质的影响M.Chitra 1 *和V.Kavitha 2 Matematik杂志的多孔介质研究MHD振荡流量的数学模型，M.Chitra 1 *和V.Kavitha 2 Matematik：特别问题，第1,2020页，页面： 594-600 DOI：10.26637 / MJM0S20 / 0114 全文PDF PDF大小（1,463.96 kB）研究牛顿和非牛顿流体流动的三维精确解决方案

Erratum to: Generalized Solution for 1-D Non-Newtonian Flow in a Porous Domain due to an Instantaneous Mass Injection

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