بچه ها کسی یه الگوریتم توپ واسه تحلیل مدارات دیودی خصوصا از نوع زنر دارش بلده یاد بده !!!!!
مثلا تحلیل سوال11 این آزمون
http://s1.picofile.com/file/7474030107/azmoon_electronics.pdf.html
http://www.www.www.iran-eng.ir/image/png;base64,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