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Trade Liberalization & Industrail Growth in Pakistan

Thesis Info

Author

Durrani Muhammad Asad Zaman

Department

Deptt. of Economics, QAU.

Program

MSc

Institute

Quaid-i-Azam University

Institute Type

Public

City

Islamabad

Province

Islamabad

Country

Pakistan

Thesis Completing Year

2007

Thesis Completion Status

Completed

Page

29

Subject

Economics

Language

English

Other

Call No: DISS/M.Sc ECO/510

Added

2021-02-17 19:49:13

Modified

2023-01-06 19:20:37

ARI ID

1676715826196

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جنہاں باغاں نوں چھڈ گئے مالی

جنہاں باغاں نوں چھڈ گئے مالی
شاخاں نیں کُرمائیاں ہویاں
قول نبھاون توں نہیں ہٹ دے
قسماں جنھاں چائیاں ہویاں
بندے رناں پچھے لگ گئے
بھائیاں وچ جدائیاں ہویاں
بھکھ تے دکھ نہیں چھپ دے ہر گز
زردیاں منہ تے چھائیاں ہویاں
جتھے حسن تے جوبن ہووے
اوتھے بے وفائیاں ہویاں
مولی دھانے مہنگے ہو گئے
زور دیاں مہنگائیاں ہویاں
حقے وی نیں گھٹ دے جاندے
ایسیاں کج ادائیاں ہویاں

The Islamic Political System: A Solution to the Modern Political Issues in the light of Tafsīr Sirāṭ-al-Jinān

As Islam gives a complete code of life, and it has a permanent political system. Rather to this, just as it has given rules and regulations in other spheres of life. It has also given unchangeable laws regarding politics. But Islam did not present a detailed structure of the government but left it to the Islamic Jurists to elaborate the principles regarding the Islamic political system. No corner of life is outside the limits of Islamic teachings. The Prophet (ﷺ) has provided guidance for every aspect of life through his words and deeds which should be kept in our mind is the guarantee of success and prosperity of religion and the world. In this article we will brief the Islamic political system and solution of modern political issues through the interpretation of the Qur’ānic verses in the light of Tafsīr Sirāṭ-al-Jinān by Muftī Muḥammad Qāsim Qādrī. Keywords: Islamic Political System Modern Political Issues, Tafsīr Ṣirāt-al-Jinān, Muftī Muḥammad Qāsim Qādrī, Shari'ah

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.