التلمیحات القرآنیۃ في کلام الشاعر الصوفي بلھے شاہ

This article deals with analytical studies of ‘’Kulliyat-e-Bullehy Shah تایلک ہاش ےھلب’’one of the most important Poetry book of Bullehy Shah Wich has been set up by Dr. Faqir Muhammad by Punjab Literature Academy and Published y from Lahore in 1960. In it, I have presented a short life sketch of Baba Bullehy Shah, who is recognized as the poet of Punjabi and poet of Islam. Baba Bullehy Shah is a world renowned personality. His poetry opens new horizons of knowledge for us. Especially it created ripples in the Arab world. He is included in great Islamic poets. He was conceiver of Sufiism in Punjab and proselytizer of Islam, Qura’n and Hadith are the obvious imprints on his poetry. He had great love for Qura’n. I intended to introduce it to the readers, particularly the Allusions )تاحیملت(used in this work. The real and literal meanings of such Allusions have been elaborated in it. I also have highlighted the Quranic Allusions used by Bullehy Shah in this work. And also analyzing them. In this paper it has been picked this aspect in his poetry that how much his poetry was in flounced by Islamic in junction.

Orthogonal and Non Orthogonal Stagnation Point Flows

In this dissertation, the orthogonal and non orthogonal stagnation point flows for different types of fluids have been investigated. We analyze the heat and mass transfer effects on magnetohydrodynamics (MHD) orthogonal stagnation point flow in viscoelastic fluid with Cattaneo-Christov heat flux model. Furthermore MHD orthogonal stagnation point flow of Williamson fluid over a stretching cylinder with variable thermal conductivity and homogeneous/heterogeneous reaction is studied. The MHD oblique stagnation point flow of nanofluid over a convective stretching surface has also been presented. To model the system of partial differential equations, different emerging laws of Physics are used. To convert the system of partial differential equations into the ordinary differential equations, some suitable transformations named as the similarity transformations are utilized. Further, the system of ordinary differential equations is tackled by the classical shooting method to obtain the numerical solution of the proposed problems. Tables are constructed and graphs are plotted to observe the trend of those parameters for which the significant effects are observed. To validate the numerical solution, the MATLAB built-in function bvp4c is also implemented. An excellent agreement is observed in the results obtained by two different ways i. e. shooting method and built-in function bvp4c. A comparison with the previously available literature in limiting cases is also performed to strengthen the reliability of the code. It is analyzed that in case of the non orthogonal stagnation point flows for the Newtonian fluid, the point of zero skin friction along the wall undergoes a shift in the position with the variations in the magnetic parameter, angle of incidence and sretching ratio parameter.