![پاورپوینت-آموزش-تصویری-نرم-افزار-pspice](http://farfile.ir/HPicturer.ashx?img=lg_47e13_731194.jpg&w=150&h=150&path=~/content/productpic/)
پاورپوینت آموزش تصویری نرم افزار Pspice
فرمت فایل دانلودی: .rarفرمت فایل اصلی: pps
تعداد صفحات: 1000
حجم فایل: 15630 کیلوبایت
قیمت: 8000 تومان
توضیحات:
مجموعه آموزش کامل نرم افزار PSpice، بصورت تصویری و کاملاً عملی، شامل 13 عدد فایل پاورپوینت همراه با تمرین و نکات کاربری.
PSpice یک نرم افزار شبیهسازی برای مدارات آنالوگ، دیجیتال و ترکیب آن دو یعنی دیجیتال و آنالوگ است که قابلیت اجرا بر روی کامپیوترهای شخصی را دارد. با کمک PSpice ما می توانیم رفتار مدار مورد نظر خود را مانند تقویتکنندههای صوتی و ماوراء صوت منابع تغذیه خطی و سوئیچینگ مدارات مخابراتی مثل اسیلاتورها، میکسرها، مدولاتورها و...خطوط انتقال قدرت مدارات ابزار دقیق مثل مبدلهای جریان به ولتاز، ولتاژ به جریان، ولتاژ به فرکانس، پلهای اندازهگیری و ... مدارات کنترل دما، فشار، سرعت، مکان و .... مدل کرده و سپس با شبیه سازی مدار پاسخ آنها را در شرایط خواسته شده مورد ارزیابی قرار دهیم.
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)
مجموعه آموزش کامل نرم افزار PSpice، بصورت تصویری و کاملاً عملی، شامل 13 عدد فایل پاورپوینت همراه با تمرین و نکات کاربری.
PSpice یک نرم افزار شبیهسازی برای مدارات آنالوگ، دیجیتال و ترکیب آن دو یعنی دیجیتال و آنالوگ است که قابلیت اجرا بر روی کامپیوترهای شخصی را دارد. با کمک PSpice ما می توانیم رفتار مدار مورد نظر خود را مانند تقویتکنندههای صوتی و ماوراء صوت منابع تغذیه خطی و سوئیچینگ مدارات مخابراتی مثل اسیلاتورها، میکسرها، مدولاتورها و...خطوط انتقال قدرت مدارات ابزار دقیق مثل مبدلهای جریان به ولتاز، ولتاژ به جریان، ولتاژ به فرکانس، پلهای اندازهگیری و ... مدارات کنترل دما، فشار، سرعت، مکان و .... مدل کرده و سپس با شبیه سازی مدار پاسخ آنها را در شرایط خواسته شده مورد ارزیابی قرار دهیم.
این آموزش به صورت کامل و عملی می باشد.
فهرست کلی مباحث مطرح شده در فایل ها:
فصل اول : ایجاد طرحواره در محیط Schematic
فصل دوم: ورودی ها و منابع
فصل سوم: تحلیل DC و حساسیت
فصل چهارم: تحلیل گذار
فصل پنجم: تحلیل فرکانسی
فصل ششم: تحلیل جاروب DC
فصل هفتم: تحلیل پارامتریک
فصل هشتم: مدارات دیجیتال
فصل نهم: مدل سازی عناصر نیمه هادی و آنالوگ
فصل دهم: تحلیل مونت کارلو در بدترین حساسیت
فصل یازدهم: همگرایی و خطاهای ناشی از پله های زمانی بسیار کوچک
فصل اول : ایجاد طرحواره در محیط Schematic
فصل دوم: ورودی ها و منابع
فصل سوم: تحلیل DC و حساسیت
فصل چهارم: تحلیل گذار
فصل پنجم: تحلیل فرکانسی
فصل ششم: تحلیل جاروب DC
فصل هفتم: تحلیل پارامتریک
فصل هشتم: مدارات دیجیتال
فصل نهم: مدل سازی عناصر نیمه هادی و آنالوگ
فصل دهم: تحلیل مونت کارلو در بدترین حساسیت
فصل یازدهم: همگرایی و خطاهای ناشی از پله های زمانی بسیار کوچک