اُن ؐ کا ہے پیغام آفاقی اور مخاطب سب انسان
یہ پیغام سکوں ہے دل کا اور دماغ کا اطمینان
جس کا جی چاہے آ بیٹھے ، رُوح و چشم کی بھوک مٹے
اُنؐ کی سخاوت افلاکی ہے ساری زمین ہے دستر خوان
اللہ اللہ کیسے تھے اصحابؓ کہ جب بھی ملتے تھے
اک دُوجے سے پوچھتے رہتے کیسا آپ کا ہے ایمان
جنگ میں بوڑھے ، عورتیں ، بچے ، کھیت تلک محفوظ رہیں
اپنے ماننے والوں کو تھا پیارے نبیؐ کا یہ فرمان
دھیان مدینے کا جب ہو تو رُوح بھی بھیگنے لگتی ہے
اک سرشاری چھا جاتی ہے ، جیسے اُترا ہو نروان
ربّ چاہے تو پھر حاضر ہوں روضۂ اقدس پر ہم بھی
لب پہ سلام کے نغمے ہوں اور ہاتھ میں نعتوں کا دیوان
نامِ خدا پر ملک بنا تھا ، نامِ خدا پر قائم ہے
گنبدِ خضرا دیکھ رہا ہے خاص نظر سے پاکستان
The Qur’an is the most-read book in the world. Revealed by Allah Almighty to Prophet Muhammad, and revered by Muslims as being Allah’s Final Scripture and Testament, its words have been lovingly recited, memorized and implemented by Muslims of every nationality ever since. The Quran is also the only holy book that can be memorized in its entirety by people of all ages and intellectual abilities – including non-Arabic speakers – which Muslims consider to be one of its miracles. The Holy Quran is the source guide; the purpose of Similitude in Qur’an is to get a lesson. In each instance there is knowledge to mankind, it possesses a particular utility. Allah ta’aala has invited to all mankind to consider the Quran, as in the Holy Quran” Do they not then think deeply in the Qur'an, or are their hearts locked up (from understanding it)?”. This article explains deeply about the Importance of Similitude of Qur’an.
Using relativistic Vlasov-Maxwell equations, a general expression for the conductivity tensor is derived in spherical polar coordinates. Modes of ultra relativistic electron plasma embedded in a strong magnetic field are investigated for perpendicular propagation. For this purpose, an ultra-relativistic Maxwellian distribution function is employed to derive different modes for strong magnetic field limit. In particular, the dispersion relations for the ordinary mode and the extraordinary mode (O-mode and X- mode) are obtained. Graphs of these dispersion relations and of the imaginary part of the frequency are drawn for some arbitrary values of the parameters. It is observed that the damping rate increases gradually, reaches some maximum point and then decreases for larger wavenumbers. Further, increasing the strength of the magnetic field lowers the maximum value of the damping rate. Bernstein mode for a relativistic degenerate electron plasma is also investigated. By employing Fermi-Dirac distribution function a generalized dispersion relation for the Bernstein mode is obtained. Two cases i.e., non-relativistic and ultra-relativistic are discussed. The dispersion relations obtained are graphically presented for some specific values of the parameters depicting how the propagation characteristics of Bernstein waves as well as the Upper Hybrid oscillations are modified with the increase in plasma number density.