![طرحهای آب و برق چهار استان فردا افتتاح میشود طرحهای آب و برق چهار استان فردا افتتاح میشود](/files/fa/news/1403/4/9/153068_856.jpg)
مشکلات عمدهای که برای ما رخ خواهد داد در شبیهسازی سیستمهای قدرت زیادشدن زمان شبیهسازی و به تبع آن زیادشدن حجم شبیهسازی شما میباشد که همین مشکل ممکن هست ساعتهای زیادی را ممکن است برای اجراکردن یک شبیهسازی وقت تلف شود.
سرویس آموزش و آزمون برق نیوز: مشکلات عمدهای که برای ما رخ خواهد داد در شبیهسازی سیستمهای قدرت زیادشدن زمان شبیهسازی و به تبع آن زیادشدن حجم شبیهسازی شما میباشد که همین مشکل ممکن هست ساعتهای زیادی را ممکن است برای اجراکردن یک شبیهسازی وقت تلف شود.
این موضوع به چند عامل بستگی دارد یکی sampleهای شما هست یا میزان زمان اندازهگیری شما یا تعداد اندازهگیری شما این موضوع رو میتونین با لیمیت کردن scopeهای خودتان یکی از روشهایی که میتواند کاهش بدهد زمان شبیهسازی شما رو میتوانیند انجام بدهید همچنین یکی از ادواتی که باعث این میشود که خیلی زمان شبیهسازی شما بهشدت افزایش پیدا کنه استفاده از ادواتی مثل ترانسها هست
![](data:image/png;base64,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)
که دارای سلف هستن بهطورکلی اگر سلفها نامتناسب انتخاب بشوند و اگر اون میزان هانری یا اون میزان اندوگتانس ان هارا شما نامتناسب انتخاب کنید یعنی جاهایی که بهاصطلاح باید مدارباز باشد شما اندوگتانس رو کم انتخاب کنید یا جاهایی که اتصال کوتاه باشد اندوکتاننس رو زیاد انتخاب کنید اینها همه عواملی هستند که باعث میشن زمان شبیهسازی شما بهشدت افزایش پیدا کنند این موضوع موضوعی خطرناکی برای شبیهسازی شما هست، چون اگر زمان شبیهسازی شما زیاد شود به طور مثال شما برای ۱۰ ثانیه اجرا کردن روئ شبیهسازی کنین و هر ثانیه شما ممکنه که ۱ ساعت بعضاً به طول بیانجامد برای همین تا میتوانید از در شبیهسازیها ترانسها کمتر استفاده کنید یا اگر این موضوع برای شما قابل کنترل نیست و از چند ترانس استفاده کنید باید سعی کنید از ترانسهای ایدئال استفاده کنید و پارامترهای درونی ترانس رو در نظر نگیرید همچنین تا میتوانیداز self خازن کمتر استفاده بشود یا اینکه سلف خازنها رو به سمت ایده ال کردن یعنی هنگامی که شما میخواهید ریپل خروجی رو کمتر کنید از خازنهای خیلی کمتری استفاده کنید، چون محدودیت سمپل گیری برای سیستمتان اعمال نمیکنید باید همچنین تمهیداتی رو بیاندیشید که باعث کاهش زمان بهاصطلاح شبیهسازی شما انجام میشود
اینرو فقط بهعنوان یک نکته و بهعنوان زیر فصل برای شما یادآوری کنم که زمان شبیهسازی رو بعضاً ما باید به هر نحوی که شده کاهش بدهیم
بهعنوان نمونه به طور مثال یک ترانس سه فاز به یا دو فاز برای شروع از یک ترانس ساده شروع میکنم یک ترانس سادهرو اگر بازکنید میبینید که یک پارامترهای بسیار متنوع و متفاوت رو در خودش داره تبهای پرامترها میبینید که پارامترهای بسیار زیاد را دارد این پرامترها را شما باید به نحوی تنظیم کنید
که دارای سلف هستن بهطورکلی اگر سلفها نامتناسب انتخاب بشوند و اگر اون میزان هانری یا اون میزان اندوگتانس ان هارا شما نامتناسب انتخاب کنید یعنی جاهایی که بهاصطلاح باید مدارباز باشد شما اندوگتانس رو کم انتخاب کنید یا جاهایی که اتصال کوتاه باشد اندوکتاننس رو زیاد انتخاب کنید اینها همه عواملی هستند که باعث میشن زمان شبیهسازی شما بهشدت افزایش پیدا کنند این موضوع موضوعی خطرناکی برای شبیهسازی شما هست، چون اگر زمان شبیهسازی شما زیاد شود به طور مثال شما برای ۱۰ ثانیه اجرا کردن روئ شبیهسازی کنین و هر ثانیه شما ممکنه که ۱ ساعت بعضاً به طول بیانجامد برای همین تا میتوانید از در شبیهسازیها ترانسها کمتر استفاده کنید یا اگر این موضوع برای شما قابل کنترل نیست و از چند ترانس استفاده کنید باید سعی کنید از ترانسهای ایدئال استفاده کنید و پارامترهای درونی ترانس رو در نظر نگیرید همچنین تا میتوانیداز self خازن کمتر استفاده بشود یا اینکه سلف خازنها رو به سمت ایده ال کردن یعنی هنگامی که شما میخواهید ریپل خروجی رو کمتر کنید از خازنهای خیلی کمتری استفاده کنید، چون محدودیت سمپل گیری برای سیستمتان اعمال نمیکنید باید همچنین تمهیداتی رو بیاندیشید که باعث کاهش زمان بهاصطلاح شبیهسازی شما انجام میشود
اینرو فقط بهعنوان یک نکته و بهعنوان زیر فصل برای شما یادآوری کنم که زمان شبیهسازی رو بعضاً ما باید به هر نحوی که شده کاهش بدهیم
بهعنوان نمونه به طور مثال یک ترانس سه فاز به یا دو فاز برای شروع از یک ترانس ساده شروع میکنم یک ترانس سادهرو اگر بازکنید میبینید که یک پارامترهای بسیار متنوع و متفاوت رو در خودش داره تبهای پرامترها میبینید که پارامترهای بسیار زیاد را دارد این پرامترها را شما باید به نحوی تنظیم کنید
که این مقاومت را یا این سلف رو گاها باید زیاد یا کم بکنید تا بتوانیدبعضا کاهش بدهید زمان شبیهسازی این موضوع خیلی دیدهشده و خیلی از دوستان رو بعضاً ازار داده است در شبیهسازی که یکدفعه سیسیتم رو میبندد و میبینید برای اجرا کردن این سیستم احتیاج دارد که یک ساعت دو ساعت وقت بزارید که یکبار شبیهسازی رو انجام بدهد، چون اکثراً شبیهسازی با سعی و خطا همراه میباشد باعث میشود که برای هر بار سعی و خطا کردن یک ساعت وقت بگذارید درصورتیکه اگر پارامترهای ترانس رو عوض کنید پارامترهای لود هاشون رو عوض کنید باعث خواهد شد که زمان شبیهسازی کاهش پیدا کند.
منبع: سیم پاور
لینک کوتاه
از ارسال دیدگاه های نا مرتبط با متن خبر، تکرار نظر دیگران، توهین به سایر کاربران و ارسال متن های طولانی خودداری نمایید.
لطفا نظرات بدون بی احترامی، افترا و توهین به مسئولان، اقلیت ها، قومیت ها و ... باشد و به طور کلی مغایرتی با اصول اخلاقی و قوانین کشور نداشته باشد.
در غیر این صورت، «برق نیوز» مطلب مورد نظر را رد یا بنا به تشخیص خود با ممیزی منتشر خواهد کرد.