جیہدی یاد توں جان لکائی ہوئی اے
اوہو یاد ہر ویلے ای آئی ہوئی اے
دکھ گھل دے سارے ول ساڈے
پنڈ دکھاں دی مہُرے ای چائی ہوئی اے
دکھ درد دا نہیں احساس کردے
یاری بے درداں نال لائی ہوئی اے
جان جندڑی روح تے دوس کوئی نہیں
ہر شے ای ایتھے پرائی ہوئی اے
تیری یاد وچ وقت جو گزر جاوے
اٹھے پہر دی ایہو کمائی ہوئی اے
چور چوہدری جگ نوں مت دیندے
عقل مند دی جگ ہنسائی ہوئی اے
موڑ پرت مہار ہن ول ساڈے
سنیا ہے بہار وی آئی ہوئی اے
Iqbāl is known as a revolutionary poet, and Islamic intellectual, a religious reformer, pioneer of Islamic awareness and a great leader of the Muslims of the sub-continent. He was introduced to the Arab world during the early part of 20th century and became popular after the translations of his work into Arabic. Scholars, thinkers, writers, and politicians of Arabia were very much influenced by his literary works. A number of books were written on him. Other scholars and Muslim thinkers study his works with keen interest even in the modern times. Iqbāl was paid rich tributes by Arab writers and thinkers for his unique wealth of literary works. In this article we present the views of Arabian writers about his literary status.
Fractional curl operator has been utilized to derive the fractional dual solutions for different planar boundaries. Perfect electric conductor (PEC), impedance, and perfect electromagnetic conductor (PEMC) planar boundaries have been investigated and the behavior of fractional dual solutions is studied with respect to the fractional parameter. The knowledge of fractional dual solutions has been extended by studying the fractional parallel plate waveguides, fractional transmission lines and the fractional rectangular waveguides. Fractional parallel plate waveguides with PEC, impedance, and PEMC walls as original problems have been studied for the field distribution inside the guide region and transverse impedance of the guide walls. The investigations have also been given for the fractional parallel plate chiro waveguides. Fractional transmission lines of symmetric and non-symmetric nature have been analyzed for their intermediate behavior and the impedance matching condition has been derived in terms of the fractional parameter. The fractional rectangular impedance waveguide has also been investigated. The fractional dual solutions and impedance have been compared with the reference results which have been found in good agreement for limiting values of the fractional parameter.