تطبيق بيان معاني المفردات في تعليم الدروس الدينية باللغة العربية لطلاب الصف العاشر بمعهد دار الإستقامة للبنين باراباي كالمنتان الجنوبي

يماني, تطبيق بيان معاني المفردات في تعليم الدروس الدينية باللغة العربية لطلاب الصف العاشر بمعهد دار الإستقامة للبنين باراباي كالمنتان الجنوبية, الرسالة العلمية, قسم تعليم اللغة العربية, كلية التربية, المرشدة الأولى: فروفيسور الدكتور الحاج أحمد فهمي عارف.الماجستير المرشدة الثانية: الدكتوراندا مارياني\ud \ud كانت المشكلة التي تبحث في هذا البحث هي تطبيق بيان معاني المفردات في تعليم الدروس الدينية باللغة العربية لطلاب الصف العاشر بمعهد دار الإستقامة للبنين باراباي كالمنتان الجنوبية والعوامل التي تؤثره.\ud أما الأهداف التي سيصل إليها البحث هي المعرفة الواضحة عن تطبيق بيان معاني المفردات في تعليم الدروس الدينية باللغة العربية لطلاب الصف العاشر بمعهد دار الإستقامة للبنين باراباي كالمنتان الجنوبية والعوامل التي تؤثره.\ud الذاتي الذي صدر عنهم البحث فهم معلم درس الفقه ومعلم درس التوحيد, ومعلم درس أصول الفقه, وكل تلاميذ الصف العاشر بمعهد دار الإستقامة للبنين باراباي كالمنتان الجنوبية في السنة الدراسية ٢٠10\٢٠11 وعددهم 42 تلميذا. أما موضوع لهذا البحث هو تطبيق بيان معاني المفردات في تعليم الدروس الدينية باللغة العربية لطلاب الصف العاشر بمعهد دار الإستقامة للبنين باراباي كالمنتان الجنوبية.\ud في هذا البحث, الطريقة المستعملة لجمع البيانات هي الملاحظة, والاستبيان, والمقابلة الشخصية, والتوثيق. و الطريقة لمعالجة البيانات تكسب بجمع البيانات ثم تنويع البيانات, ثم التصنيف والتفسير. أما طريقة تحليل البيانات تكسب بالطريقة التصوير.\ud نتائج هذا البحث هو كما يلي: (1) تعليم الفقه العربي والتوحيد وأصول الفقه في الصف العاشر بالمدرسة العالية معهد دار الإستقامة للبنين باراباي يطبق بطريقة المباشرة لأن التعليم كله باللغة العربية.(۲) العوامل التي تؤثر علي تطبيق تعليم الدروس الدينية باللغة العربية بالمدرسة العالية معهد دار الإستقامة للبنين باراباي: رغبة الطالب تعتبر جيدة جدا, عاملة المعلم تعتبر جيدة, وعاملة الأجهزة والبيئة تعتبر بجيدة جدا

Relativistic J-matrix method

The relativistic version of the J-matrix method for a scattering problem on the potential vanishing faster than the Coulomb one is formulated. As in the non-relativistic case it leads to a finite algebraic eigenvalue problem. The derived expression for the tangent of phase shift is simply related to the non-relativistic case formula and gives the latter as a limit case. It is due to the fact that the used basis set satisfies the ``kinetic balance condition''.Comment: 21 pages, RevTeX, accepted for publication in Phys. Rev.

Antiphase Stripe Order as the Origin of Electron Pockets Observed in 1/8-Hole-Doped Cuprates

Recent quantum oscillation measurements on underdoped cuprates are shown to be consistent with the predictions of a mean field theory of the 1/8 magnetic antiphase stripe order proposed to occur in high-$T_c$ cuprates. In particular, for intermediate values of the stripe order parameter, the magneto-transport is found to be dominated by an electron pocket

Solid phase properties and crystallization in simple model systems

We review theoretical and simulational approaches to the description of equilibrium bulk crystal and interface properties as well as to the nonequilibrium processes of homogeneous and heterogeneous crystal nucleation for the simple model systems of hard spheres and Lennard-Jones particles. For the equilibrium properties of bulk and interfaces, density functional theories employing fundamental measure functionals prove to be a precise and versatile tool, as exemplified with a closer analysis of the hard sphere crystalliquid interface. A detailed understanding of the dynamic process of nucleation in these model systems nevertheless still relies on simulational approaches. We review bulk nucleation and nucleation at structured walls and examine in closer detail the influence of walls with variable strength on nucleation in the Lennard-Jones fluid. We find that a planar crystalline substrate induces the growth of a crystalline film for a large range of lattice spacings and interaction potentials. Only a strongly incommensurate substrate and a very weakly attractive substrate potential lead to crystal growth with a non-zero contact angle

Density of States Extracted from Modified Recursion Relations

We evaluate the density of states (DOS) associated with tridiagonal symmetric Hamiltonian matrices and study the effect of perturbation on one of its entries. Analysis is carried out by studying the resulting three-term recursion relation and the corresponding orthogonal polynomials of the first and second kind. We found closed form expressions for the new DOS in terms of the original one when perturbation affects a single diagonal or off-diagonal site or a combination of both. The projected DOS is also calculated numerically and its relation to the average DOS is explored both analytically and numerically.Comment: 15 pages including 8 figures (one in color

OPTIMIZATION OF NUMBER MACHINE, RETIREMENT AGE OF MACHINE, AND NUMBER OF MAINTENANCE SET CREW ON PRINTING MACHINE GOSS UNIVERSAL USING LIFE CYCLE COST METHOD AND MONTE CARLO SIMULATION (CASE STUDY: PT PIKIRAN RAKYAT)

Nowadays the growth of technology was increased fast, but newspapers industry in Indonesia still alive though there were many media used the internet. PT Pikiran Rakyat is the one of newspaper’s company that still alive since 1966 with high quantity production each day. In order to fulfill that high demand, it required the print machine that can always in the good performance. If that machine was failed, it will disrupt the activity of newspaper production which will impact to unstable demand fulfillment. Print machine GOSS Universal had high investment and high maintenance cost in 2015 that reached up to Rp800,000,000.00 each month, that condition is not expected by the company. So that it required optimum cost calculation. In addition, it required conducting calculation the optimum amount of machine number, retirement age of machine, and amount of maintenance set crew to reduce the cost. This research using the LCC model that is an approach to total cost incurred from start to finish considering various variables because in this method the calculation of the maintenance cost, operating cost, shortage cost, population cost and purchasing cost, as well as using Monte Carlo simulation to perform optimization and sensitivity test. Based on the Life Cycle Cost calculation, the minimum LCC is Rp15,396,556,923.19. In that LCC it obtained optimum of number machine is 4 units, optimum retirement age of machine is 7 years, and the optimum amount of maintenance set crew is 1 team. Based on Monte Carlo Simulation, the minimum LCC is Rp15,397,100,001.74 with the optimum of number machine is 4 units, the optimum retirement age of machine is 7 years, and the optimum amount of maintenance set crew is 1 team. Based on Monte Carlo simulation additional 1 new machine the optimum LCC is Rp17,861,646,442.35 with the optimum of number machine is 5, optimum retirement age of machine is 7 years, and the optimum amount of maintenance set crew is 1 team. Keywords: Maintenance Cost, Life Cycle Cost, Monte Carlo Simulatio