Search or add a thesis

Advanced Search (Beta)
Loading...
Loading...
Loading...
Loading...
Loading...
Loading...
Loading...

عارف عباسی

عارفؔ عباسی
عارف عباسی بھی اﷲ کو پیارے ہوگئے، وہ اس دور کے ممتاز غزل گو اور جگر کے طرز کے کامیاب مقلد تھے، انہوں نے اپنی ظاہری وضع و قطع بھی انہی کی جیسی بنالی تھی، ان کا مکان اعظم گڑھ سے متصل ضلع ملبا میں تھا اس لئے اعظم گڑھ میں اُن کے پرانے تعلقات تھے اور یہاں برابر اُن کی آمدورفت رہتی تھی پہلے جب اعظم گڑھ آنا ہوتا تھا تو دارالمصنفین ضرور آتے تھے، اور اپنے تازہ کلام سے محظوظ کرتے تھے، مگر ادھر کچھ دنوں سے اس وضعداری میں فرق آگیا تھا، عرصہ تک اُن کی غزلیں معارف میں چھپتی رہیں، اُن کے تعزل میں بڑی لطافت و پاکیزگی تھی ابتدا میں راجہ صاحب نانپارہ کے لڑکوں کے اتالیق رہے تھے، اس لئے درباری آداب اور علم مجلس کے بڑے ماہر تھے، اُن کی عمر ساٹھ باسٹھ سال کی رہی ہوگی، ادھر کچھ دنوں سے کچھ قلبی شکایت ہوگئی تھی، اسی نے مرض الموت کی شکل اختیار کرلی، اﷲ تعالیٰ ان کی مغفرت فرمائے۔ (شاہ معین الدین ندوی،نومبر ۱۹۷۱ء)

Effectiveness of Digital Health Services: Challenges and Constraints for Society

This article discusses the effectiveness of digital health services by looking at the challenges and obstacles for society. One form of public services implemented by the government for the community is meeting the need for quality public services and having an orientation to the effectiveness of services to the community that are needed. In the health sector itself, advances in information technology have greatly supported health services. This online system is of high quality to be implemented because the public and members of the medical system can receive and provide detailed and fast information with the help of computerized technology. Information technology has reached various fields of life including the health sector to help the efficiency and effectiveness of health services. Information technology that is properly implemented can support the management process to be effective and efficient. The corona pandemic is changing people's habits in visiting and consulting doctors at hospitals. However, digital-based health services have not been effectively accepted by the public from various service units. They still need improvements in terms of connectivity, content and clarity of regulations.

Analysis of Unsteady Natural Convective Radiating Gas Flow

Due to diversity in nature, fluids are present everywhere in universe. We go through air, a form of fluid. We use water in our everyday life, which is much important fluid for the perpetuity of living organism. We use fluid in the form of gases for breathing and for different activities of everyday life. The whole universe is covered with the invisible layers of gas. A gas flows through conduction, convections and radiations. The flow of such gaseous materials attracted different researchers of mathematical society. The main theme of this Thesis is the investigation of the behavior of thermal diffusion in the radiating flow of gases. Flow is studied in an open ended channel, which is stationary and having uniform temperature. Fluid is gradually moving under the effect of temperature. We used Laplace transform for the solutions of non dimensional fractional governing equations of radiating flow. Moreover Caputo time fractional derivative have been used for the dealing of temporal derivative. Closed form analytical solutions for Velocity field and thermal expansions are expressed as Robotnov function, Wright and Hartley function. The effects of factional order parameter α, Prandtl number Pr, Grashof number Gr, Radiative parameter R are examined by the graphical interpretations. It is observed that small value of time t has a role activator at the fluid velocity for increasing values of factional order parameter α. Where, large value of time ’t’ inhibits the flow of fluid for increasing values of factional order parameter α. Large values decreases velocity but the effect of large value of time with increasing value of Prandtal is not significant. Increased in value of radiating parameter R decrease the speed of gas and finally Grashof number Gr has direct relation with velocity. The fractional differential equation for temperature distribution operated by Laplace transform. The partial differential equation of velocity is solved numerically with nanoparticle namely copper with the water as based fluid by using Stehfests algorithm. The effects of fractional order derivative and physical parameters are graphically investigated.
Author