کمک برای رسم plot در متلب

alfa_a_h

عضو جدید
سلام دوستان
بنده میخواستم جریان سیال اطراف استوانه با سیرکولاسیون (Doublets and the Flow around a Rotating Cylinder ) رو با متلب مدل کنم
و ابتدا تابع های پتانسیل و تابع جریان رو محاسبه کردم :

http://www.www.www.iran-eng.ir/image/png;base64,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***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789.jpg
که a : شعاع سیلندر
U : سرعت اولیه سیال
اگر کسی لطف کنه و با متلب ای تابع مختلط z رو رسم کنه متشکر میشم.
برای رسم مقادیر a , U , k رو برابر یک بگذارید.

پیشاپیش سپاس گزارم.
 
بالا