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مبشر سعید

کوئی ملتا ہی نہیں سوختہ پا میری طرح
جس کو معلوم ہو وحشت کا پتا میری طرح
میرے جیون کو اُداسی سے ملانے والا!
دشت میں پھِرتا رہے آبلہ پا میری طرح
میں نے احباب کو آواز لگا کر پوچھا
کوئی رہتا ہے شبِ غم میں سدا، میری طرح؟
اے کئی دن سے مرے ذہن پہ چھائے ہوئے شخص
تو مجھے وصل کے سپنے نہ دکھا میری طرح
رات بھر چاند کو احوال سنانے کے لیے
کیا ٹھہرتی ہے دریچوں میں ہوا، میری طرح؟
زندگی! میری طرف دیکھ کے ایماں سے بتا
ایک بھی شخص کوئی تجھ کو مِلا، میری طرح
تند اور تیز ہواؤں کے علاقے میں سعید
زیست کرتا ہے فقط دل کا دِیا میری طرح

اصلاح معاشرہ اور نسل نو کی ذمہ داری سیرت طیبہ کی روشنی میں

Despite the greenness of youth, it is a moment in a Muslim's life when his belief is likely to be hardened frequently by enticements and temptations. It is the responsibility of young Muslims to triumph over these enticements and protect their Islamic way of life, obey the teachings of Prophet, share Islam with others and study the teachings of the Holy Qur’ān. After the fulfillment of these essential obligations, young Muslims are predictable above all to play a significant role in reformation of society. Within the Muslim circle, it is supposed that youth is the most imperative period of life. Youth as bone of nation plays a vital role. They have the capacity to build nation of towards success in all the fields of life by utilizing the abilities. This is the time in which opinions, habits and beliefs are formed, and it is vital for the time to be spent in individual development. For instance, Muslim youth should dedicate themselves into making and spreading the glimpses of Sīrah in society; by avoiding the temptations of time in loneliners and solitude andwith the opposite sex and of seeking knowledge by following the preaching’s of Prophet Muhammad (r). In this way, Muslim youth will be a spiritually strong enough to serve as a role model for other young people and society as whole. The article manifests the same components in the light of teachings of Holy prophet (r). Consolidating with Qur'anic verses, imminent exegetical literature and sayings of the companions of Prophet Muhammad (r), youth can play an active and positive role in reformation and development of society.

Analytical Solutions for Boundary Layer Flows of Differential Type Fluids

The study of unsteady flow and heat transfer of non-Newtonian fluids over stretching surface is very important and serves a widespread variety of practical applications in industry. In this thesis, a theoretical study is undertaken into fluid flow and heat transfer due to stretching surface for the non-Newtonian second grade fluid. The second grade fluid considered in the current analysis is a subclass of differential type nonlinear fluid. Additionally, second grade liquid is capable to explore the features of normal stress impacts. More specifically, this thesis is concerned with study of the unsteady boundary layer flow and heat transfer characteristics for a second grade liquid over stretching surface and considered different problems of practical interest. The problems include, the forced convective heat transfer over stretching surface assuming different situations including nanolfuid, chemical processes and Cattaneo-Christov heat and mass flux relations. The transformed boundary layer equations are solved analytically by the homotopy analysis method. The analytical solutions have been computed for the velocity, temperature and concentration distributions. The effects of important physical parameters are presented graphically in order to visualize the impact of these parameters. The effects of non-dimensional parameters on the temperature, concentration and local Nusselt are elaborated through graphs and tables. The effect of non-dimensional parameters on the local Nusselt is discussed by using graphs. The obtained results reveal that the temperature profile diminishes for augmented values of the thermal relaxation parameter. In addition to this, it has come to the observation that the liquid temperature is higher for classical Fourier''s law when compared to non- Fourier''s law. It is estimated from the plots that the concentration of the second grade nanoliquid drops as the Brownian motion parameter increases while the reverse trend is detected for the thermophoresis parameter. Moreover, it is perceived from the results that the temperature of the second grade nanoliquid declines as unsteadiness parameter enhances.
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