Differential Equations Course

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Basic course of 4 hours free

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Practical activities

Online and lifelong course

What will I learn?

ናይ ፍልልያዊ ቀመር ሓይልኻ ኣብዚ ንሞያዊ ስነ-ቁጽሪ ተመሃሮ ተባሂሉ ዝተዳለወ ትምህርቲ ተጠቐም። ከም ላፕላስ ትራንስፎርምስን (Laplace transforms) ኣተሓሕዛ ረቛሒታት (integrating factors) ዝኣመሰሉ ኣንፈታት ተንትኖ (analytical methods) ተወርዩ፣ ሕጊ ኒውተን ብዛዕባ ምዝሕሓል (Newton's Law of Cooling) ዳህስሱ፣ ከምኡ'ውን ኣሰራርሓ ኣምሳያ (modeling) ቴክኒክስን ምምሳልን (simulation techniques) ተ опачсኡ። ኣብ ምምሕልላል ዋዒን (heat transfer) ተርሞዳይናሚክስን (thermodynamics) ተፈጻሚ ክእለት ረኸቡ፣ ከምኡ'ውን ሩንገ-ኩታን (Runge-Kutta) ሜተድን (Euler's Method) ኧውለር ሜተድን (Euler's Method) ዝኣመሰሉ ሜላታት ቁጽሪ ተጠቒምካ ነቶም ዝተወሳሰቡ ቀመራት ክትፍትንን ክትፈትሕን ትኽእል። ብጽፉፍን ብተግባርን ዝተሰነየ ትምህርቲ ተጠቒምካ ክእለትካ ኣዕቢ።

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Learning outcomes

Strengthen the development of the practical skills listed below

ላፕላስ ትራንስፎርምስ ምልላይ: ነቶም ዝተወሳሰቡ ፍልልያዊ ቀመራት ብውጽኢታዊ መንገዲ ፍታሕ።

ሕጊ ኒውተን ምትግባር: ኣብ ሜዳታት መሃንድስና መሰረታዊ ኣሰራርሓ ምዝሕሓል ተጠቐም።

ኣምሳያ ስነ-ቁጽሪ ምምዕባል: ንናይ ሓቂ ጸገማት መምስያ (simulations) ፍጠርን ተንትንን።

ምምሕልላል ዋዒ ምስትውዓል: መሰረታዊ ኣሰራርሓ ምምሕልላል ዋዒ (conduction), ኮንቨክሽን (convection) ራድየሽን (radiation) ተገንዘብ።

ሜላታት ቁጽሪ ምትግባር: ኧውለርን (Euler's) ሩንገ-ኩታን (Runge-Kutta) ንዝተረጋገጸ ፍታሕ ተጠቐም።