الخلاصة
ة ө تخدام عدس ө ي باس ө اذف الكترون ө میم ق ө وب لتص ө تخدام الحاس ө ة باس ө ة نظری ө تم في ھذا البحث اجراء دراس
مغمورة ثنائیة الاقطاب لحالة التكبیر المحدد مع الاخذ بنظر الاعتبار تاثیرات شحنة الفراغ على تصمیم القاذف.
ن ө وري م ө د المح ө تم التوصل لاختیار الشكل المناسب لاقطاب ھذه العدسة من خلال دراسة توزیع الجھ
ة ө ل معادل ө ن ح ө وم (Finite element methode) ةө ر المتناھی ө ة العناص ө تخدام طریق ө حل معادلة بوزان و

The individual average income is considered one of the most used criteria for the distinguishing between the developed and the developing countries, for this reason the efforts of economic development has been construed on increasing the average national income, the investment expenditures is considered one of the basic foundations for economic development operation which lead to the expanding the prodection power of the economy, and increasing the level of national income in an averages greaten than the primary expenditures due to the work and interaction between the multiplier and the accelerator. But the ability of the economic sectors in the generation of national income as a result of the primary expenditures is different fr

The estimation of the parameters of Two Parameters Gamma Distribution in case of missing data has been made by using two important methods: the Maximum Likelihood Method and the Shrinkage Method. The former one consists of three methods to solve the MLE non-linear equation by which the estimators of the maximum likelihood can be obtained: Newton-Raphson, Thom and Sinha methods. Thom and Sinha methods are developed by the researcher to be suitable in case of missing data. Furthermore, the Bowman, Shenton and Lam Method, which depends on the Three Parameters Gamma Distribution to get the maximum likelihood estimators, has been developed. A comparison has been made between the methods in the experimental aspect to find the best meth

استخلاص المعالم من السطوح الطبوغرافية هي إنشاء صورة نقطية تمثل ارتفاعات سطح الأرض
بالاعتماد على نموذج الارتفاع الرقمي الذي يعتبر الأساس الذي يعتمد عليه تحليل السطوح الطبوغرافية .
إن نماذج الارتفاعات الرقمية تستنبط بشكل رئيسي بتطبيق النماذج المجسمة ( زوج من الصور) المتوفرة من
المسح التصويري وبيانات التحسس النائي أو من الخرائط الطبوغرافية وهنا تم استخدام نموذج ارتفاع رقمي
مستخلص من الخرائط الطبوغراف

The no parity problem causes determining is the most interesting case by doctors and researchers in this filed, because it helps them to pre-discovering of it, from this point the important of this paper is came, which tries to determine the priority causes and its fluency, thus it helps doctors and researchers to determine the problem and it’s fluency of increase or decrease the active sperm which fluencies of peregrinating. We use the censored regression (Tobit) model to analyze the data that contains 150 observations may by useful to whom it concern.         

Considering the magnitude of its economic, social and political impact, unemployment represents a crucial challenge confronting the majority of the countries of the world. The problem of the study was the high rates of unemployment in Sudan and the inability of economic growth rates to keep pace with the steady increases in unemployment rates during the study period. This study aimed to identify the economic and social variables influencing unemployment rate in Sudan, in addition to measuring the impact of these variables over the period (1981-2015). Data were collected from databases of the World Bank and Atlas of the World's data .The study hypothesized the presence of statistically significant and direct relationship between u

أن المساهمة الأساسية لهذا البحث هي وصف كيفية تحليل الأنظمة الخدمية المعقدة ذات خصائص الطابور الموجودة في مستشفى بغداد التعليمي العام باستخدام تقنيات شبكية وهي تقنية أسلوب (Q – GERT ) وهي اختصار من الكلمات : Queuing theory _ Graphical Evaluation and Review Technique أي أسلوب التقييم والمراجعة البياني حيث سوف يتم معرفة حركة انسيابية المرضى داخل النظام وبعد استخدام هذا المدخل سيتم تمثيل النظام على هيئة مخطط شبكي احتمالي وتحل

The present work determination astronomical ephemeris for satellites (determination position and velocity of satellite and orbital elements) in elliptical orbit where orbital elements in perigee point were known, therefore kepler's equation for elliptical orbit was solved by using Newton-Rephson method for numerical approximation.For the hyperbola orbit which represent orbit of shuttle (discovery join) far rang where solve kepler equation for hyperbola by use the same method pervious and then determination the coordinates of position and velocity for satellite or shuttle and the required programs are designing