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Some New Results in the Theory of Non-Newtonian Fluids. Exact Solutions and Energetic Balance

Thesis Info

Access Option

External Link

Author

Amir Mahmood

Department

Department of Mathematics

Program

PhD

Institute

Government College University

Institute Type

Public

City

Lahore

Province

Punjab

Country

Pakistan

Thesis Completing Year

2005

Subject

Mathematics

Language

English

Link

https://library.gcu.edu.pk/Thesis/PhD/Amir17PhD05.pdf  

Other

CD is also available at PG Library

Added

2021-02-17 19:49:13

Modified

2023-01-06 19:20:37

ARI ID

1676711040460

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مبشر سعید

حرمت۔ لفظ زمانے کو بتانے کے لیے
میں تو آیا ہوں یہاں شعر سنانے کے لیے

ایک دریا ہے کہ الٹا ہی بہے جاتا ہے
ایک کشتی کو مصیبت سے بچانے کے لیے

تم انہیں رونق۔ بازار بنا لائے ہو
خواب ہوتے ہیں زمانے سے چھپانے کے لیے

یہ درختوں کی قطاریں، یہ ستاروں کا ہجوم
مجھ کو رکنا ہے یہاں چاند بنانے کے لیے

لوگ تخریب کو تعمیر سمجھ بیٹھے ہیں
بس یہی بات ہی کافی ہے رلانے کے لیے

ہم نے لے دے کے یہی ایک محبت کی ہے
آئے دنیا میں تھے ہم نام کمانے کے لیے

میرے کچھ دوست ، تو ایسے ہیں خدا کی توبہ
بات کرتے ہیں، مگر آگ لگانے کے لیے

دل کے اعصاب پہ چھائے ہوئے اچھے موسم!
تو، تو آیا ہے مجھے چھوڑ کے جانے کے لیے

میرے ہونٹوں پہ ہمیشہ یہ سوال آتا ہے
بستیاں کون بساتا ہے جلانے کے لیے ؟

مجھ سے پوچھو ، کہ شب و روز ترستا ہوں سعید
دل کی حالت کسے اپنے کو سنانے کے لیے

Fazle Haq Khayrabadi: An Extraordinary Personality

This is an account of the life and works of Fazle Haq Khayrabadi, a great but forgotten Indian Muslim religious scholar and thinker of the 19th century is presented. Coming from a family of great distinction, Fazle Haq Khayrabadi was an author, poet and philosopher who expressed himself in Arabic, Persian and Urdu. Especially relevant is the dedication and fervor with which Khayrabadi participated in all stages of the First Indian War of Independence of 1857 [also termed the Great Mutiny], for which he was exiled to the Andaman Islands by the British rulers of India, where he died in 1862. The remarkable personality of Fazle Haq Khayrabadi [17871862] has been forgotten by an ungrateful nation that does not honour its heroes but instead buries them under the debris of history. A great scholar, familiar with the diverse disciplines in the Islamic sciences, and the Imam of the Khayrabadi school of logic and philosophy, he, also a son the great Fazle Imam Khayrabadi, distinguished himself early for his intellectual prowess and strength of genius. Amazingly, such a scholar, devoted to academics, was also a fighter and participant in the War of Independence of 1857, and a member of the revolutionary council that directed its strategy. For this, he suffered imprisonment at the hands of the vengeful British, who sentenced him to hard labour in the distant Andaman Islands – where he died ‘across the black water’.

Robust Smooth Model-Free Control Methodologies for Industrial Applications

Model free control methodologies are popular in industry due to their easy implemen- tation. Minor tuning of controller gains yields satisfactory performance from a dy- namical system. The main drawback of the techniques is their lack of robustness. On the other hand, robust control techniques e.g. sliding mode control require mathemati- cal model of the system and their aggressive control effort is the main barrier in their implementation for mechanical systems. The proposed robust smooth control tech- niques with robust state-disturbance observer in the closed loop are the solution to the problem. The proposed state-disturbance observer is model free and relies on input and output of the system only; consequently it estimates states as well as drift term of the system. The estimated drift term is used to cancel out internal and external distur- bances of the system and this cancellation transforms the system into an nth order in- tegrator system. The observed states are used to design any modern or classical state- space control technique e.g. pole placement, Linear Quadratic Regulator (LQR) or Linear Matrix Inequality (LMI) methods etc. The finite time stability analysis of ro- bust state-disturbance observer is given in noisy and noise free environments. In this thesis, two novel control methodologies i.e. robust smooth real twisting second order sliding mode and robust feedback linearization are also proposed. The finite time sta- bility analysis of the robust smooth real twisting control is proven using Lyapunov method along with homogeneity concepts. The stability analyses of overall closed loop systems are given using separation principle. Simulations as well as experimental results with academic bench mark DC motor validate the ideas. The proposed tech- niques are also compared with robust LMI based polytopic controller on an industrial stabilized platform to verify their usage for industry.