فهرست کتاب:![](data:image/jpeg;base64,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بخش اول: مدارهای مقاومتی
فصل اول: تعاریف و واحدها
فصل دوم: قوانین تجربی و مدارهی ساده
فصل سوم: چند تکنیک مفید تحلیل مدار
بخش دوم: مدارهای گذرا
فصل چهارم: سلف و خازن
فصل پنجم: مدارهای RL و RC بدون منبع
فصل ششم: اعمال تابع تحریک پله واحد
فصل هفتم: مدار RLC
فصل هشتم: تابع تحریک سینوسی
فصل نهم: مفهوم فیزور
فصل دهم: پاسخ حالت پایدار سینوسی
ادامه مطلب
درباره :
برچسب ها : حالت پایدار سینوسی , مفهوم فیزور , تابع تحریک سینوسی , مدار RLC , تابع تحریک پله واحد , مدارهای گذرا ,
بازدید : 528
[ سه شنبه 19 تیر 1403 ] [ 12:13 ]
[ نویسنده :
اشکان کریوند ] |
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