الجامعة :جامعة المنصورة |
الكلية :كلية العلوم |
القسم :الفيزياء |
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| 1- بيانات المقرر :- |
| | الرمز الكودى: | Phys615 | | اسم المقرر: | فيزياء المفاعلات النظرية | | الفرقة: | درجة الماجستير فى العلوم / الفيزياء / الفيزياء النظرية | | عنوان البرنامج: | - الماجستير فى الفيزياء النظرية
| | التخصص: | | | عدد الساعات: | نظري: | 2 | فصل: | 0 | عملى: | 0 |
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| 2- أهداف المقرر :- |
| - 1- Introduce the principles of Reactor Physics. 2- Study the transport equation and its solutions. 3- Enable the students to use diffusion equation and its solutions for some simple problems 4- Acquire the students skills to describe various analytical and semi-analytical methods used to predict neutron flux in a reactor. 5- Outline the basic information of the properties of critical systems. 6- Develop the problem of reactor kinetics and control.
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| 3- نواتج التعلم المستهدفة للمقرر :- |
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| 4- محتويات المقرر :- |
| | م | الموضوع | الأسبوع |
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| 1 | • The Neutron Transport Equation: Basic Definitions , Derivation, Transport equation for simple geometries , The Integral form of Transport Equation, Peierls equation, Approximations to Transport Equation, Constant cross-section approximation, Case's method, the spherical harmonics method, The Adjoint Operator, the adjoint transport equation . | 1 | | 2 | • The Neutron Diffusion Equation: Diffusion Equation, Derivation, Initial, boundary and source conditions, Validity of the equation, Diffusion coefficient, Diffusion equation for simple geometries, one speed Diffusion coefficient, Neutron Diffusion in a Non-multiplying Medium, Infinite medium, Finite medium | 2 | | 3 | • Neutron Spectrum in the Energy Region above 1 eV: Neutron Spectrum in an Infinite Assembly, High energy region, Slowing down region, Neutron Spectra in a Finite Assembly, Effect of Inelastic Scattering on Neutron Spectrum | 4 | | 4 | • Energy Spectrum of Thermal Neutrons: Thermal Spectrum in an Infinite Medium, The Maxwellian spectrum, Diffusion heating and cooling, Neutron Spectrum in an Ideal Proton Gas, Solution of Wigner-Wilkins equation for a weak 1/D-type absorber, Spectrum in a Heavy Gas, Integral form of the heavy gas equation, Generalized Heavy Gas Model, The Effective Temperature Model. | 6 |
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| 5- أساليب التعليم والتعلم :- |
| | م | الاسلوب |
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| • Lectures using the normal teaching methods | | • Discussion sessions and class activity | | • Collecting data about scientific subject from internet | | • Problem classes and group tutorial |
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| 6- أساليب التعليم والتعلم للطلاب ذوى القدرات المحدودة :- |
| - The same as normal students, only skeletal disabilities are allowed in the Faculty of Science.
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| 7- تقويم الطلاب :- |
| أ- التوقيت |
| | م | الطريقة | الأسبوع |
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| 1 | Final exam | 11 | | 2 | Report | 9 | | 3 | Quizzes | 6 |
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| ب- توزيع الدرجات |
| | م | الطريقة | الدرجة |
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| 1 | امتحان نصف الترم | 10 | | 2 | امتحان آخر الترم | 100 | | 3 | الامتحان الشفوى | 10 | | 4 | الامتحان العملى | 0 | | 5 | أعمال الترم | 10 | | 6 | طرق أخرى للتقييم | 0 | | المجموع | 100% |
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| 8- قائمة الكتب الدراسية والمراجع |
| | م | العنصر | النوع |
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| 1 | Ashcroft and Mermin, Solid State Physics, 1976, (Textbook) 2- S. Wiggins, Introduction to Applied Nonlinear Dynamical Systems and Chaos (Springer {Verlag}, New York, 1990). 3- F. Verhulst, Nonlinear Di_erential Equations and Dynamical Systems (Springer-Verlag, Berlin, 1996). | كتب ملزمة |
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| 9- مصفوفة المعارف والمهارات المستهدفة من المقرر الدراسي |
| | م | المحتوى | أسبوع الدراسة |
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| • The Neutron Transport Equation: Basic Definitions , Derivation, Transport equation for simple geometries , The Integral form of Transport Equation, Peierls equation, Approximations to Transport Equation, Constant cross-section approximation, Case's method, the spherical harmonics method, The Adjoint Operator, the adjoint transport equation . | 1 | | • The Neutron Diffusion Equation: Diffusion Equation, Derivation, Initial, boundary and source conditions, Validity of the equation, Diffusion coefficient, Diffusion equation for simple geometries, one speed Diffusion coefficient, Neutron Diffusion in a Non-multiplying Medium, Infinite medium, Finite medium | 2 | | • Neutron Spectrum in the Energy Region above 1 eV: Neutron Spectrum in an Infinite Assembly, High energy region, Slowing down region, Neutron Spectra in a Finite Assembly, Effect of Inelastic Scattering on Neutron Spectrum | 4 | | • Energy Spectrum of Thermal Neutrons: Thermal Spectrum in an Infinite Medium, The Maxwellian spectrum, Diffusion heating and cooling, Neutron Spectrum in an Ideal Proton Gas, Solution of Wigner-Wilkins equation for a weak 1/D-type absorber, Spectrum in a Heavy Gas, Integral form of the heavy gas equation, Generalized Heavy Gas Model, The Effective Temperature Model. | 6 |
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| اساتذة المادة: - |
| - محمد صلاح السعيد ابراهيم
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| رئيس مجلس القسم العلمى: - |
| جمعه محمد ابراهيم الدمراوى |
