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Home > Palynological Studies of Trees and Shrubs of Kaghan Valley Mansehra N. W. F. P. Pakistan

Palynological Studies of Trees and Shrubs of Kaghan Valley Mansehra N. W. F. P. Pakistan

Thesis Info

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Author

Hussain, Manzoor

Program

PhD

Institute

University of the Punjab

City

Lahore

Province

Punjab

Country

Pakistan

Thesis Completing Year

2004

Thesis Completion Status

Completed

Subject

Botany

Language

English

Link

http://prr.hec.gov.pk/jspui/bitstream/123456789/6065/1/3494H.pdf

Added

2021-02-17 19:49:13

Modified

2023-02-17 21:08:06

ARI ID

1676726836450

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۳۔ سمندر کا قان

سمندر کا قانون

سڑک کے ساحلی کنارے پر

چھوٹی مچھلیاں قسمت کی ریڑھی پر ضرورت کے کھلونے سجائے

کنڈی سے لالچ کا چارہ لگائے

قدرِ زر میں اضافے کے گُر آزما رہی ہیں

بڑی مچھلیاں سڑک کے سمندر میں

تیز رو گاڑیوں میں بہتی

ان کو اُچکتی، نگلتی اور روندتی

ہارن کے ڈکار بجاتی ہوئی

بے سمت سفر پر رواں ہیں

سمندر کا یہ قانون اب خشکی پر بھی چل رہا ہے

الٰہی کوئی سونامی۔۔۔۔!

کوئی صر صر۔۔۔۔!

کوئی انقلاب۔۔۔!

جنین کا عصری اور شرعی تناظر میں تحقیقی جائزہ

Allah (SWT) dignified human beings among all the creatures and made these (creatures) all subjugated to men. Allah says in the Holy Qur’ān: (He is such a Lord who has created all the things in the universe for you). The beginning of human generation is traced back to the miraculous birth of Adam (A.S), and Allah entrusted their survival in their physical bodies in the process of fusing the male and female gametes in the womb of mother. And new offspring are born undergoing many developmental stages. The Holy Qur’ān has mentioned all the stages of the human being like: its creation started from dust, then from seamen, then a clot, then from a flesh (Al- Qur’ān, 22: 5). The same are described by modern medical sciences. The medical sciences also describes it in details that how a “fetus” is created and the process which it passes through. This article discusses how the “Fetus” is described in Islamic Sources, modern medical sciences and what are the similarities between these two?

Nonlinear Wave Propagation in Photonic Band Gap Materials

This research work is concerned with the nonlinear wave propagation in photonic band gap (PBG) materials. Photonic band gap materials are artificial periodic structures that exhibit bands and gaps for the propagation of light in certain frequency ranges depending on the periodicity of the structure. Nonlinear PBG materials can be defined as the periodic structures that have the ability to control light with light and produce a structural enhancement of nonlinear effects. The optical properties of such materials can show dramatic changes with the changing intensity of light. An interesting manifestation of nonlinear effects in these structures is the formation of gap solitons and the associated phenomenon of optical bistability. Promising applications for such phenomena include optical switches, logic gates, transistors etc. Recent theoretical and experimental studies have suggested the possibility of creating artificial metamaterials that can possess a negative real part of magnetic permeability and/or a negative real part of electric permeability and are known as double and single negative metamaterials (DNG, SNG). The main focus of the present study is to explore the new features of the nonlinear wave propagation due to the inclusion of double negative and single negative metamaterials in PBG structures. The conventional PBG structures are characterized by Bragg gaps whereas in PBG structures containing DNG and SNG metamaterials, mechanisms other than Bragg reflections can produce gaps such as the zero-n and the zero- φ eff gaps. The real advantage of these new gaps is the fact that these are relatively insensitive to the incident angle and disorders in the structures. iiIn the present work we have considered only one-dimensional structures. The transfer matrix approach and the characteristic matrix approaches are mainly used to study the wave propagation through these structures. We have also applied the Kronig-Penney delta function approach in one of our investigations. The electric field profiles for the zero-n gap soliton, zero-φ eff gap soliton and Bragg gap soliton are plotted and a comparison of their characteristics is made. Similarly the optical bistability curves for the one-dimensional structure containing alternate DNG and regular materials and containing SNG materials are also plotted. We have considered normal as well as oblique incidence. The properties of an angular gap in one-dimensional structures containing SNG layers are investigated. We have also investigated some defect structures. The properties of the resulting localized mode are studied. The results of the investigations are summarized at the end.