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مقترح تصميم منهج جغرافي في ضوء التعليم عن بعد وتدريسه للمعلمين في الكلية التربوية المفتوحه في العراق لتجويد العملية التعليمية الجامعية مستقبلا
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     لقد إزدادت التطورات العلمية والتكنولوجية ولاسيما المعلوماتية زيادة في العلوم والحقائق والنظريات والإكتشافات بصورة مذهلة، وكذلك زيادة فروع في العلم والمعرفة ففي كل يوم نشهد قيام فروع أو تخصص معرفي جديد، إضافة إلى تفجر المعرفة التي ساهمت في بناء قنوات الفروع والتخصصات العلمية القديمة والجديدة (عبد الغفور 2001 ص8).

     فالثورة في مجال العلم والمعرفة والمعلومات والإتصالات جعلت العالم أكثر إندماجاً من خلال حركة الأفراد ورأس المال والسلع والمعلومات والخدمات وإنتقال المفاهيم والأذواق والمفردات الخاصة والعامة بين الثقافات المختلفة والحضارات الأخرى. فهي بلاشك ستكون الطاقة المولدة والمحركة في القرن الحادي والعشرين في كل سياقاته الإقتصادية والسياسية والإجتماعية والثقافية والتربوية فالثورة العلمية والمعلوماتية في عالم الكمبيوتر الذي أخذ يزداد في السرعة الكفاءة والتخصص ويتحول من المغناطيس إلى الضوء ومن الضوئي إلى الرقمي ومن الثبات إلى المتحرك ومن الجامد إلى الناعم في المادة إلى الخلية العضوية وبذلك ساهم في تحويل البيانات المعلوماتية والمعارف إلى سلع وخدمات موزعة تدر أرباحاً تفوق كل القطاعات الإنتاجية الأخرى إذ تحولت تكنولوجيا المعلوماتية إلى أهم مصدر من مصادر الثروة من القوى الإجتماعية والسياسية والثقافية الكاسحة في العالم .

     وفي الضوء ما تقدم قابل هذه الثورة العلمية والتكنولوجية زيادة في سكان العالم بسبب التحسين والتطوير في الطب والرعاية الصحية وأرتفاع المستوى المعيشة أنظر إلى الرسم البياني الذي يمثل الزيادة في نسبة سكان العالم .

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Publication Date
Thu Feb 01 2018
Journal Name
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This paper aims to study the fractional differential systems arising in warm plasma, which exhibits traveling wave-type solutions. Time-fractional Korteweg-De Vries (KdV) and time-fractional Kawahara equations are used to analyze cold collision-free plasma, which exhibits magnet-acoustic waves and shock wave formation respectively. The decomposition method is used to solve the proposed equations. Also, the convergence and uniqueness of the obtained solution are discussed. To illuminate the effectiveness of the presented method, the solutions of these equations are obtained and compared with the exact solution. Furthermore, solutions are obtained for different values of time-fractional order and represented graphically.

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