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Impact of capital Talk show creating political awareness among youth:a case study of Peshawar

Thesis Info

Author

Muhammad Waqar

Supervisor

Asghar Ali Shah

Department

Department of Media and Communication Studies

Program

MS

Institute

International Islamic University

Institute Type

Public

City

Islamabad

Province

Islamabad

Country

Pakistan

Thesis Completing Year

2014

Thesis Completion Status

Completed

Page

80

Subject

Media and Communication Studies

Language

English

Other

MS 302.23 MUI

Added

2021-02-17 19:49:13

Modified

2023-01-06 19:20:37

ARI ID

1676722411252

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پہلی گل

پہلی گل
پاکستان ایئر فورس دی ملازمت دے دور ان رسالپور اکیڈمی دے وچ جس ویلے میں ایم۔اے پنجابی کیتا تے دل وچ ہک کرلاٹ پے گئی۔کیوں کہ پنجابی ادب بندے نوں ورثے وچ ملیا سی۔والد صاحب حافظ قرآن تے درویش منش آدمی سن۔تے پنجابی دیاں کتاباں ،ہیر وارث شاہ،سسی پنوں،یوسف زلیخا،مولوی غلام رسول،کافیاں بُلھے شاہ،کافیاں شاہ حسین،سی حرفی سلطان باہو تے بوٹے گجراتی دیاں سی حرفیاں،تے دائم اقبال دائم دی کتاب سیف الملوک وغیرہ پہلے ہی گھر وچ مو جود سن۔ایس واسطے زیادہ تر سی حرفیاںتے بارہ ماہ ۱۹۹۴ئ،۱۹۹۵ء وچ ای لکھے گئے۔
وقت گزر دار ہیا تے ۲۰۱۸ء وچ بندے نیں ایم۔فل اردو کیتا تے اردو ،پنجابی وچ لکھن دا شوق پیدا ہویا۔بقول وارث شاہ:
’’بجھی عشق دی اگ نوں وا لگی،سماں آیا ای شوق جگاونے دا ‘‘
پنجابی غزلاں زیادہ تر ۲۰۱۸ تے ۲۰۱۹ وچ لکھیا ں گئیاں۔کتاب دا ناں’’دکھاں دی پنڈ ‘‘میرے اپنے ذہن دی پیداوار اے۔دنیاں دُکھّاں تے مصیبتاں دا گھر اے۔دنیا تے بھانویں کوئی جیڈا وی سکھی ہووے ،کوئی نہ کوئیدکھ ہر اک نوں ضرور ہوندا اے۔سیانے آکھدے نیں’’دکھاں توں بعد ای سکھ ملدے نیں‘‘۔جے دھپ ہے تے چھاں ہے،جے رات ہے تے دن ہے،جے ہنیرا ہے تے چانن ہے۔پھل بڑے نازک تے خوشبوواں دیون والے ہوندے نیں پر کنڈیاں توں خالی نہیں ۔ایس واسطے سکھاں دا صواد وی دکھاں توں بعد ہی اوندا اے۔
’’یار میرا جے دکھ وچ راضی، میں سکھ نوں چلھے پاواں‘‘
جے بندے نوں کوئی وی دکھ نہ ہووے تے وقتِ نزع تاں گیا ہی کدائیں نہیں۔
ساڈے با بے آدم نوں رب نے جنت وچوں کڈھ کے تے زمین تے چا سٹیا۔گویا جنت وچوں نکل کے ہک قسم دے دوزخ وچ آ گئے،تے نال ہی’’دکھاں دی پنڈ ‘‘سر تے آ گئی۔اﷲ پاک نے اپنے ساریاں پیاریاں پیغمبراں نوں دکھ دے کے آزمایا۔وصل دیاں لذتاں وی ہجر فراق...

مسلم عائلی قوانین آرڈیننس ۱۹۶۱ء کی دفعہ ۴ (یتیم پوتے وغیرہ کی میراث) : اسلامی احکام کی روشنی میں تحقیقی جائزہ

Issues of inheritance have been thoroughly maintained in the Holy Quran and Sunnah. As per these injunctions, the principle of AL’Aqrab fal’aqrab “the closest in kin” is to be observed. According to these principles, grandchildren, even though orphaned, have no right to inherit grandfather in the presence of direct children. On the other hand, section 4 of Muslim Family Laws, 1961 grants a share to orphaned grandchildren from the inheritance of his grandfather. Whereas, as per the constitution, no law can be enacted which is repugnant to the injunctions of the Holy Quran and Sunnah, now, whether the above mentioned section is in conformity with the injunctions of the Holy Quran and Sunnah or not is to be treated properly. If not, so from which perspective, it is repugnant to the Islamic Injunctions? These questions have been analysed critically in this paper and finally it has been concluded that section 4 of Muslim Family Laws Ordinance, 1961 contrasts with the injunctions as laid down in the Holy Quran and Sunnah.

Numerical Study of a Few Problems for Steady and Incompressible Flows of Micropolar Fluids

The present research work is the numerical study of some problems in micropolar fluids flow. The micropolar fluids are viscous fluids having five additional coefficients of viscosity as compared to usual Newtonian fluids. In the micropolar fluid theory, in addition to the usual classical field of velocity, there are two supplementary field variables, the micro-rotation ν (or spin) and the gyration parameter j which have been introduced to elucidate the kinematics of micro-motions. A micropolar fluid contains rotating micro-constituents that cause the fluid to exhibit non-Newtonian behavior. Micropolar fluid model has been found useful in the study of flows of exotic lubricants, colloidal suspensions, polymeric fluids, liquid crystals, additive suspensions, body fluids, turbulent shear flows and flows in capillaries and micro channels. The study investigates the numerical solution of a few problems for steady, laminar and incompressible flow of both the micropolar fluids and Newtonian fluids. The body couples are neglected in case of micropolar fluids flow. The similarity transformations have been used to reduce the governing partial differential equations of motion in to ordinary differential equations. The resulting boundary value problems have been solved by using appropriate numerical techniques. The central differences are applied to these differential equations. The difference equations thus obtained are solved by using Successive Over Relaxation (SOR) method and Simpson’s (1/3) rule. The numerical results have been shown both in tabular as well as in graphical forms. To obtain accuracy of the present numerical results, the computation has been carried out on three different grid sizes. The purpose of this study is to present the numerical solution of different types of flow problems in micropolar fluids as well as in computational fluid dynamics by using appropriate numerical techniques which are straightforward, easy to program and economical. It has been concluded that our numerical scheme works well to solve various flow problems of Newtonian and micropolar fluids. Moreover, the present results of both Newtonian and micropolar fluids are calculated up to six decimal place. The corresponding results of Newtonian fluids for each problem considered have been obtained and presented for comparison purposes.