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روہی دی سیر

روہی دی سیر
ایہہ روہی من نوں ٹھاردی اے
جیویں صورت سوہنے یار دی اے
دل روہی وچ رہ جاندا اے
جد درشن ایہدا پاندا اے
تک ساون مینہ برساندا اے
ہر پاسے رُت بہار دی اے
کِتے چھیڑ اُوٹھاں دے چردے نیں
کِتے ہرن پئے شوخیاں کردے نیں
ٹوبھے پانی نال بھردے نیں
ایہہ دھرتی چین قرار دی اے
روہی چنن پیر دا میلہ اے
آیا جہلموں پیر روہیلا اے
اوہدے کرم دا آیا ریلا اے
کھلی قسمت ایس بیمار دی اے
ایہہ روہی من نوں بھاندی اے
ایہہ دکھڑے دور ہٹاندی اے
ایہہ سجناں دی یاد دیواندی اے
سجناں نوں روز پکاردی اے
روہی دی روش انوکھی اے
چھک دل نوں پاندی چوکھی اے
روہی دی سیر نہ سوکھی اے
جٹی فیر نہ ہمت ہاردی اے
روہی دیاں جٹیاں بھلیاں نیں
ایہہ جٹیاں پھرن ہکلیاں نیں
ایہہ ددھ مکھناں دیاں پلیاں نیں
کوئی لوڑ ناں ہار سنگار دی اے
روہی دے لوگ رنگیلے نیں
مٹھے بول تے بڑے رسیلے نیں
پئے سوہندے ٹبے ٹیلے نیں
جٹی ہس ہس وقت گزاردی اے
روہی وچ بکریاں چردیاں نیں
مٹیاراں مٹکے بھردیاں نیں
ایہہ خواجہ فریدؒ دی بردیاں نیں
روہی خواجہ سرکارؒ دی اے
روہی وچ چین قرار ملے
اک وار نہیں ، سو وار ملے
اقبالؔ دعا منگ یار ملے
رحمت پئی ٹھاٹھاں ماردی اے

امن کے حوالہ سے اسلام پر کئے جانے والے اعتراضات و شبہات کا جائزہ

In the present age, a great conflict has become the source of clash between Islām and the rest of the world, especially, the western world. The world of Islām is accused of having and breeding the fanatical elements, who help promote terrorism in the world. The Western world and the media leave no opportunity to malign the name of the most peaceful religion of the world. This article illumines that Islām is a peace loving religion and does not approve terrorism. Those elements, involved in disrupting peace are not the true representative of Islām. They make a very minor portion of the Islamic world. The majority of Muslims are peace loving people and they need to be given a due coverage by the media. This research article is an attempt to present a very soft, peaceful and noble image of Islām before the world, especially, the western world. The two main sources of Islām: al-Qur’ān and the sayings of the Prophet of Islām, the prophet Muḥammadﷺ, have been quoted extensively, to prove that the religion and the meanings of the world, ‘Islām’, all reflect peace, fraternity, friendship and altruism. The Western scholars have also been quoted appropriately to support the said premise.

Electromagnetic Wave Scattering from Strip in the Presence of Chiral Medium Using Kobayashi Potential Method

In this study, scattering of electromagnetic plane wave from an impedance strip located at an infinitely extended planar interface has been presented. One half space of the geometry is occupied by free space medium whereas other half space is that of the chiral medium. Assuming that chiral medium is lossless, reciprocal, homogeneous and thickness of the strip is negligibly small, Kobayashi potential method has been used as method for analysis. In order to develop good understanding of the Kobayashi potential method when applied for study of scattering in the presence of chiral medium, simple situations are first considered. As analysis of scattering in an unbounded medium is simpler than that in the presence of interface and perfect electric conducting surface is considered a special case of impedance surface. So, a perfect electric conducting strip placed in an unbounded chiral medium is treated first followed by an impedance strip in unbounded chiral medium. Finally, scattering from perfect electric conducting strip and impedance strip at the planar interface of free space and chiral mediums is investigated. In the problem formulation generic form of scattered fields which satisfy two dimensional Helmholtz ‟ s equation with unknown weighting functions is considered. To satisfy a set of boundary and edge conditions properties of Weber-Schafheitlin integral are applied. In this step, unknown weighting functions are also written in terms of unknown expansion coefficients which are determined by applying the remaining boundary conditions and orthogonal properties of the Jacobi polynomials. Far zone scattered fields are determined by applying the Saddle point method of integration. For different parameters of interests, the monostatic and bistatic scattering widths have been analyzed numerically. The convergence of solution corresponding to the number of expansion coefficients is also examined numerically.
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