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Mathematical Models for Peristaltic Motion in a Channel

Thesis Info

Author

Maryiam Javed

Department

Department of Mathematics, QAU

Program

PhD

Institute

Quaid-i-Azam University

Institute Type

Public

City

Islamabad

Province

Islamabad

Country

Pakistan

Thesis Completing Year

2012

Thesis Completion Status

Completed

Page

172

Subject

Mathematics

Language

English

Other

Call No: DISS/Ph.D.MATH/908

Added

2021-02-17 19:49:13

Modified

2023-01-06 19:20:37

ARI ID

1676716936776

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مرزامحمد. رفیع سودا کے اشعار میں سائنسی شعور

مرزا محمد رفیع سودا کے اشعار میں سائنسی شعور

سجاد نقوی،سیالکوٹ

اردو شاعری کی سرفرازی ، دل کشش رنگا رنگی اور پر کشش خیال بندی میں اٹھارویں صدی کے شعرا کا کردار نا قابل فراموش ہے۔اس دور کے شعرا کرام نے اردو نظم کی تمام اصناف میں طبع آزمائی کر کے اردو شاعری کو زینت بخشی اور زبان و بیان کو پختگی کے زیور سے آراستہ کیا۔اسی دور کے ایک عظیم الشان ،قادر الکلام اور ملک الشعرا،استاد مرزا محمد رفیع سودا کا اسم گرامی شعری افق پر اظہر من الشمس ہے۔اردو شاعری کی کلاسیکل روایت ذکر سودا کے بغیر ادھوری اور بے ذائقہ ہے۔میر تقی میر اور خواجہ درد آپ کے معاصرین میں شامل ہیں۔لیکن ان دونوں شاعروں میں مرزا سودا اپنا ایک الگ مقام و مرتبہ رکھتے ہیں۔کچھ ناقدین میر اور سودا کے کلام کے درمیان مقابلے کی زد میں میر کو سودا پر ترجیح دے کر جانبدارانہ رویہ اختیار کرتے ہیں۔جبکہ سودا تمام شعرا سے ہٹ کر اپنے شعری میدان میں پرکھے جائیں تو نہ صرف شعریات پر پورا اترتے دکھائی دیتے ہیں بل کہ وہ اردو کلاسیکل روایت کے مایہ ناز شاعر گردانے جاتے ہیں۔

مرزا رفیع سودا ،خان آرزو کے صحبت نشین تھے اور ان کے مشورے پر فارسی سے اردو شاعری کی جانب راغب ہوئے اور یکتائے زمانہ کہلائے۔آپ نے اردو نظم کی قریباً تمام رائج اصناف مثلاً غزل ، قصیدہ ، مرثیہ ،رباعیات، قطعات، مثنوی، ہجو گوئی وغیرہ پر طبع آزمائی کی۔چوں کہ آپ قصیدے کا فطری ذوق اور رجحان رکھتے تھے اس لیے اردو شاعری میں بہ طور قصیدہ نگار آپ کو مقبولیت دوام حاصل ہے۔

آپ نے اردو قصیدے کو ایک نیا آہنگ عطا کیا۔آپ کے قصائد میں معنی آفرینی ،پرواز تخیل ،بہاریہ ،رندانہ و مستانہ تشبیب...

الأصول الجامعة بين كبرى الفرق الإسلامية

The Muslim nation shows great diversity in many ways: Ethnical, lingual, tribal, racial, colour, cultural, etc. Nevertheless, such differences have never been supposed to impede their way to their unity. The Muslim nation has far more reasons and mutual foundations to be united. But unfortunately, the Muslim history witnesses squabbles and skirmishes between different sects of this otherwise one Ummah. These disputes led us to the recesses of ignorance and intolerance, which in turn left us lagging behind the world and advancement, and now, we are called the third world, which is not an honour any way. We need to work on the similarities between different sects of the Muslim nation and let them learn how to live together keeping their differences. So that they may get united. All the Muslims sects fundamentally believe in the same set of beliefs, practices, and rituals. The differences in these areas are the differences of diversity and extensions, not of contradiction. This diversity is the beauty of deliberation and discussion, hence a reason for knowledge to grow, it should not be a matter of contentions. We need to highlight the mutual common grounds of Islamic beliefs and religiosity among the sects to unite this nation. We need to teach how to tolerate and respect each other with difference of opinions. We should encourage constructive dialogues between the Muslims sects and let them understand point of views of each other and thus remove the misconception about; each other. We should curb the contentious and discordant voices and build up an atmosphere where a healthy, tolerant and heterogeneous society may emerge and pave the way to Muslim unity and thence to success in this life and the life to come after death. In this perspective, the author of his present study explores to find the teachings and guidance of Islam. This is the theme of the present study.

Computer Simulation of Deformation Behaviour of Metals at Low Temperature

Reviewing the previous theories and models developed for dislocation/dislocations interactions, the relation for the creep rate is modified for low temperatures suggesting that the behaviour of stress relaxation rate is logarithmic in nature. A self-consistent stress relaxation model is discovered for the accurate measurement of activation energy in relaxation rate processes. A single barrier stochastic model of low temperature creep is developed defining dynamic recovery processes; shape of the dislocation is obtained by force balance equation, then using computer model the average dislocation velocity is cal¬ culated showing that it never becomes zero. A new force balance equation is used. The dislocations move by forming bulge, and unzipping tendency increases as the strength of the barrier increases contradict Foreman and Makin model (68); the average velocity of dislocations increases with the increase in the size of the array, but for small size the average velocity for each array will be different except where it is constant. Also the dislocations after covering a short distance reach a steady state velocity due to coupling effect between strong and weak barriers. Similarly the dislocation jump approaches an average or steady state velocity after travelling two or three times the insert distances. The deformation on slip plane is contro¬ lled by the rate of motion of the pileup nearly equal to velocity of sound.