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خاتمہ کلام

قرآن مجید ایک مقدس کتاب ہےقرآن پر ایمان لاناہر مسلمان کے لئے لازم ہے۔جوشخص قرآن پر ایمان نہیں رکھتاوہ مسلمان نہیں ہو سکتا۔قرآن پر ایمان لانے کا مطلب یہ ہے کہ اسے اللّٰہ تعالیٰ کا کلام مانا جائےاور اسے آخری نازل شدہ کتاب تسلیم کیا جائے۔اس کی تعلیمات اور احکامات کو سچ مانتے ہوئےان پر عمل کیا جائے۔جس طرح حضرت محمد صلی اللّٰہ علیہ وسلم کے ذریعے دین اسلام کی تکمیل ہوئی ہےاسی طرح قرآن میں بھی پہلی تمام کتابوں کی بنیادی تعلیمات محفوظ کردی گئی۔قرآن حکیم اپنے اندر بہت سی اعجازی خصوصیات رکھتا ہے اس میں مختلف علوم و فنون ودیعت کر دیئے گئے ہیں۔ اس کا یہ کمال ہے کہ ایک آیت ایک کم پڑھے لکھے انسان کو سادہ نظر آتی ہے مگر ایک عالم کو وہی آیت حقائق و معارف سے لبریز دکھائی دیتی ہے۔اور پھر مزید یہ کہ متعدد علوم کے ماہرین کو وہی آیت اپنے اپنے علم و فن کے لحاظ سے مختلف نظر آتی ہے گویا کہ وہ مختلف علوم کے لحاظ سے بےشمار حکمتوں کا مجموعہ ہوتی ہے جس سے ہر شخص اپنے اپنے ظرف کے مطابق فائدہ حاصل کر سکتا ہے۔ اور یہ صرف خدا کے کلام کی خصوصیت ہو سکتی ہےورنہ انسانی کلام میں اس کی مثال ملنا ناممکن ہے۔قرآن مجید میں انسان کو سمجھانے کے لئے مختلف اسالیب استعمال ہوئے ہیں مثلاً کہیں قصص بیان کئے گئے ہیں تو کہیں امثال، کہیں تبشیر تو کہیں انذار، کہیں بیانیہ تو کہیں استفہامیہ، سوال گفتگو کی بنیاد ہے اسے مختلف مقاصد کے لئے استعمال کیاجاتا ہے ادب میں  استفہام کسی حقیقت سے مخاطب کو آگاہ کرنے مخاطب کو غور و فکر کی دعوت دینے اور اپنی بات کے اثبات کے معنی میں استعمال ہوتا ہے  قرآن مجید میں استفہام کا اسلوب بکثرت استعمال کیا گیا ہے  قرآن نے مخاطب...

زنا کے معاشرتی اثرات اور حد کی تنفیذ کا نبوی منہج: تجزیاتی مطالعہ

Adultery, immorality and sexual misconduct is a major crime, which has been condemned in all previous legislations sent by Allah, ancient nations, the bedouin tribes and in Islamic law. The religion of Islam not only forbids adultery, rather it prohibits going even near the causes leading to it. From medicinal point of view, adultery may cause AIDS, herpes etc. The word “zina” means to have sexual relationship without a marriage contract. Its synonyms in Arabic are: al bigha, al safah, al anat, and al fahisha.  Islam imposes punishment on unmarried people committing adultery. According to Imam al shaf’i, the punishment is one hundred lashes for both man and the woman, and exile for one year. Whereas Imam Abu Hanifa only imposes one hundred lashes. For a married adulterer, the punishment is hundred lashes and death by stoning. Rest of the jurists unanimously agree that they will only be stoned to death. Majority of the scholars agree that if a concubine commits adultery, she will be giving fifty lashes. According to Saeed bin Musayyib, she will be beaten in order to teach her decent manners. In order to impose the punishment of zina on someone, it will be ensured that the adulterer is an adult, the woman should not be from a country who is at war with the Muslims, she is alive and the adultery has taken place in a Muslim country. Among the the repulsive results of adultery are spread of sexually transmitted diseases, increase in number of illegitimate children, lesser percentage of legitimate children and increase in crimes. One of the factors pointing towards the prohibition of zina is that it has been   forbidden since early Islam and a severe punishment has been imposed on it. Of the vices of zina is the mixing up of lineages.  Our society today is flooded with immoral behaviour, which is endangering our “iman” and “yaqeen” and is driving our society towards destruction. This wave of immorality has reached the elite of the society and it is obligatory upon every individual to put his share in stopping it.

Parallel and Perpendicular Propagating Modes and Instabilities in Degenerate and Non-Degenerate Plasmas

In this thesis we focused on the linear analysis of waves and instabilities propagating along and across the ambient magnetic field in the degenerate and non- degenerate plasmas. In the first part of thesis employing Vlasov-Maxwell set of equations; we have investigated the O-mode and whistler mode instability in a degenerate anisotropic magneto plasma environment and compared the results to those reported for classical plasmas. We propose the excitation of a new banded type of instability for the O-mode case, which grows at some particular values of temperature anisotropy and external magnetic field. For the case of whistler wave, we observe instability saturation mechanism similar to the case of classical plasmas. The existence of both O-mode and whistler mode instability has been observed only for some specific range of unstable wave numbers. The possible excitation of such instabilities in solid state plasma has been discussed, particularly for semiconductor and semimetal plasmas. In the second part general dispersion relation for the right hand circularly polarized waves has been derived using non-relativistic spin quantum kinetic theory. Employing the derived dispersion relation, temporal and spatial damping of the right hand circularly polarized waves is studied for both the degenerate and non-degenerate plasma regimes for two different frequency domains: (i) ??||??>>(??+????),(??+??????) and (ii) ??||??≪(??+????),(??+??????). Comparison of the cold and hot plasma regimes shows that the right hand circularly polarized wave with spin-effects exists for larger k-values as compared to the spinless case, before it damps completely. It is also found that the spin-effects can significantly influence the phase and group velocities of the whistler waves in both the degenerate and non-degenerate regimes. The results obtained are also analyzed graphically for some laboratory parameters to demonstrate the physical significance of the present work. In third part the dispersion relations for the weakly magnetized perpendicular propagating modes (O-mode, X-mode, and upper hybrid mode) based on the ultra-relativistic Fermi-Dirac distribution function with chemical potential are derived using the Vlasov–Maxwell model. The results are presented in terms of Polylog functions without making any approximation. It is found that as the ratio ????⁄ is increased, the cutoff points shift downward. A comparison is also performed with the previously derived results for ultra-relativistic Maxwellian distribution. The forth part contains the discussion on the whistler instability in non-degenerate semi-relativistic bi- Maxwellian plasma. The dispersion relations are analyzed analytically along with the graphical representation and the estimates of the growth rate and instability threshold condition are also presented in the limiting cases i.e.ξ±=(??±????)/ ???||???≪1 (resonant case) and ξ± >>1 (non-resonant case). Further for field free case i.e., B0=0, the growth rates for Weibel instability in a semi-relativistic bi-Maxwellian plasma a represented for both the limiting cases.
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