مولتی متر چیست؟ انتخاب عالی برای تست برق
مولتی متر دستگاه الکترونیکی است که کاربر توسط آن کمیت الکتریکی را اندازه گیری می کند و نتیجه اندازهگیری برروی صفحه نمایش مشاهده می شود. همچنین بستگی دارد صفحه نمایشگر به صورت عقربه ای باشد یا دیجیتال٬ مولتی مترها به دو دسته دیجیتال و آنالوگ تقسیم می شوند.
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نوع آنالوگ٬ داده های اندازه گیری شده را به واسطه یک عقربه برروی صفحه مدرج نمایش می دهد. همچنین دستگاه دیجیتال ٬ دادهها را توسط یک صفحه نمایش LCD به کاربر نمایش می دهد.
باید به یک نکته بسیار مهم در مورد فرآیند اندازهگیری توجه کنید و آن تنظیم رنج اندازه گیری هست. در دستگاه مولتی متر٬ چنین کاری توسط یک سلکتور که برروی این دستگاه قرار گرفته است انجام می شود.
کارهایی که با استفاده از دستگاه مولتی متر می توان انجام داد اندازه گیری ولتاژ ، جریان ، مقاومت ، تست دیود٬ تست اتصال و تست ترانزیستور است.
انواع دستگاه مولتی متر و پر کابردترین آن
دستگاه هایی همانند مولتی متر در انواع و اقسام در مدل و کاربردهای متفاوت ساخته شده اند. از جمله بهترین دستگاه مولتی متر دیجیتال از نظر برخی متخصصین برقکار می توان موارد زیر را نام برد:
مولتی متر با قابلیت اتصال به کامپیوتر
مولتی متر دیجیتال با قابلیت خازن سنج
مولتی متر دیجیتال با قابلیت دیتالاگر
مولتی متر با قابلیت RMS واقعی
مهم ترین ویژگی های مولتی متر حرفهای و پیشرفته
دستگاه های مولتی متر دیجیتال و آنالوگ دارای یکسری خصیصه و ویژگی های هستند که برقکاران برحسب نیازشان انتخاب و برای تست برق و آنالیز آن از آنها استفاده می کنند. از مهم ترین مزیت دستگاه اندازه گیری مولتی متر می توان به دقت بالا٬ پایداری دقت در دراز مدت٬ پهنای باند وسیع اندازه گیری٬ امپدانس ورودی بالا (مقاومت ورودی)٬ قابلیت اتصال به کامپیوتر جهت ذخیره اطلاعات و قابلیت دیتالاگر جهت تبت داده ها اشاره کرد.
تمام متخصصین حرفه ای برق که تجربه ی کار با مولتی متر دارند٬ نام برند تایوانی آپا را بعنوان برند برتر می شناسند. شرکت آپا با تولید بهترین دستگاه ها از انواع مولتی متر٬ آمپرمتر، حرارت سنج٬ میگر و پاور آنالایزر در پیشرفته ترین کشورهای دنیا جایگاه برتری را پیدا کرده است.
دستگاه میگر و چگونگی عملکرد آن چیست؟
این دستگاه در سال 1889 ساخته شده و در سال های 1920 محبوبیت خاصی پیدا کرده است. از آنجا که برای رسیدن به یک دستگاه الکترونیکی باکیفیت نیاز است که چندین و چندبار تست شود تا به نتیجه دلخواه برسد و به بازار عرضه شود. شرکت های سازنده ی میگر هم از سال های اولیه ساخت تا به الان با برطرف کردن ایرادات و مشکلات نسخه های قبلی٬ دستگاه های باکیفیت بالایی را ساخته اند.
![دستگاه 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کاربرد دستگاه میگر برای اندازه گیری مقاومت عایقی با اعمال ولتاژ در محدوده 100 ولت تا 10000 ولت می باشد. تستر عایق یا مگا اهم متر قادر به اندازه گیری مقادیر بالای مقاومت عایقی در حد گیگا و یا حتی ترا اهم میباشد. اندازه گیری این کمیت در تست عایقی کابلها، تست کلیدها و سوئیچ ها، موتورهای الکتریکی، ترانسفورماتورها و... بسیار حائز اهمیت است.
همچنین میگرها در دو نوع پیشرفته و حرفه ای در بازار وجود دارد. هرکدام دارای یکسری ویژگی های خاص هستند. از جمله مزایای میگرهای حرفه ای دقت بالا٬ پایداری دقت در دراز مدت٬ قابلیت اندازه گیری مقدار ( DAR و PI) و قابلیت اتصال به کامپیوتر جهت ذخیره نمودن و بررسی مجدد آن است.
کاربردهای اصلی و مهم دستگاه میگر
یکی از مهترین کاربرد دستگاه میگر٬ اندازه گیری مقاومت عایقی در تابلوهای برق٬ انواع تجهیزات برقی٬ انواع ترانسفور ماتورها٬ موتور ها و کابل ها می باشد.
دومین کاربرد که بسیاری از متخصصین برق برای تست و عیب یابی از آن استفاده می کنند.
برای بازبینی و تست های نظارتی کیفی تجهیزات از آن استفاده می شود.
نتیجه گیری معرفی دستگاه مولتی متر و میگر
حتما تا اینجای مقاله متوجه شده اید که هرکدام از این دستگاه (مولتی متر و میگر) چه کاربردهایی در صنعت برق دارند. افرادی که با برق سر و کار دارند برحسب نیاز یعنی اندازه گیری برق از دستگاه مولتی متر و تست مقاومت عایق از دستگاه میگر استفاده می کنند. پیشنهاد می کنیم به فروشگاه اینترنتی پارس الکترونیک برای مقایسه محصولات حتما سر بزنید.