![طرحهای صنعت آب و برق استان آذربایجان غربی افتتاح میشود طرحهای صنعت آب و برق استان آذربایجان غربی افتتاح میشود](/files/fa/news/1403/4/14/153323_238.jpg)
گفتگوی برق نیوز با مخترع ایرانی:
این دستگاه به صورت هوشمند و در ابعاد 5×7.5 سانتی متر طراحی شده و فاقد دکمه خاموش و روشن بوده و بصورت مچبند بر روی مچ دست بسته می شود. کاربرد این اختراع ، جلو گیری از برق گرفتگی در خطوط فشار قوی برق و پست های برق 20 تا 400 کیلوولت شهری و نیروگاه هاست. دستگاه قادر به شناسایی ولتاژ از 3 ولت تا 400 کیلوولت می باشد.
به گزارش "برق نیوز" این دستگاه به صورت هوشمند و در ابعاد 5×7.5 سانتی متر طراحی شده و فاقد دکمه خاموش و روشن بوده و بصورت مچبند بر روی مچ دست بسته می شود.
کاربرد این اختراع ، جلو گیری از برق گرفتگی در خطوط فشار قوی برق و پست های برق 20 تا 400 کیلوولت شهری و نیروگاه هاست. در نمونه های موجود، تست فاز بصورت تماسی با سیم برق فشار قوی صورت می گیرد ولی با این اختراع دیگر نیازی به اتصال مستقیم به سیم نمیباشد و دستگاه، تشخیص فاز را از راه دور( با توجه به میزان ولتاژ خطوط) انجام می دهد.
به گفته مهندس میثم عظیمی مخترع دستگاه فازیاب غیرتماسی هوشمند، این دستگاه داری سه کلید وضعیت است. وضعیت اول، وضعیت عمومی است و با قرار گرفتن دستگاه در این حالت دستگاه قادر به شناسایی ولتاژ از 3 ولت به بالا (تا 400 کیلو ولت تست شده) می باشد. البته فاصله شناسایی ولتاژ های بالا بیشتر خواهد بود.
مخترع ایرانی دستگاه فاز یاب افزود: وضعیت دوم، وضعیت نیمه صنعتی است و قرار دادن دستگاه در این حالت باعث می شود تا ولتاژ های پایین مانند 5 ولت تا کمتر از 20 کیلو ولت شناسایی نشوند یا به سختی شناسایی شوند. وضعیت سوم، برای شناسایی ولتاژ های بیشتر از 63 کیلو ولت است.
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)
به گفته وی از آنجایی که این دستگاه هوشمند می باشد به هر دلیلی شما (در هر سه وضعیت) از حد مجازی که برای دستگاه تعریف کرده اید فرا تر روید دستگاه به حالت ویبره کامل و آلارم کامل در آمده و با این کار شما را از وجود خطر احتمالی برق گرفتگی آگاه می سازد، این سیستم در هر سه وضعیت به صورت مجزا از هم کار می کند.
مهندس عظیمی در ادامه توضیح داد با کاهش و افزایش آنتن شما میتوانید مقدار گیرندگی را کاهش یا افزایش دهید. این اختراع هم اکنون در حال ساخت و تولید انبوه توسط شرکت
به گزارش "برق نیوز" شرکت آی گون نیرو نامیه که سازنده این دستگاه بوده به استفاده کنندگان این دستگاه پیشنهاد می کند از آنتن نیمه باز در پست ها (63-400) و نیروگاها و ترجیحا با آنتن باز در روی برج ها استفاده کنید. این عمل را می توان به عنوان گیرندگی یک رادیو تشبیه کرد که هر چقدر مقدار آنتن بلندتر باشد شما صدای صافتری دارید.
وی در ادامه در مورد نحوه شارژ و یاتری این دستگاه گفت: باطری این دستگاه از نوع BL5C می باشد و این بدین معنی است که شما می توانید از باطری گوشی های معمولی نوکیا در صورت نیاز استفاده کنید.
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)
وی یادآور شد که در خصوص ایمنی در خطوط فشار قوی در ایران تنها فاز متر موجود به صورت تماسی برای حداکثر ولتاژ 20 کیلوولت است و برای خطوط دیگر فازمتری موجود نیست و یا اگر هم باشد قیمت بسیار بالای دارد. این دستگاه به صورت کامل بدون هیچ خطایی از 3 میلیولت تا 700 کیلوولت را بدون تماس با سیم برق شناسایی می کند. البته این شناسایی برای ولتازهای مختلف در فواصل متفاوتی امکان پذیر است. برای مثال این دستگاه 3 ولت را در فاصله 1 سانتیمتری 700 کیلوولت را در فاصله 60 متری تشخیص می دهد.
کاربرد این اختراع ، جلو گیری از برق گرفتگی در خطوط فشار قوی برق و پست های برق 20 تا 400 کیلوولت شهری و نیروگاه هاست. در نمونه های موجود، تست فاز بصورت تماسی با سیم برق فشار قوی صورت می گیرد ولی با این اختراع دیگر نیازی به اتصال مستقیم به سیم نمیباشد و دستگاه، تشخیص فاز را از راه دور( با توجه به میزان ولتاژ خطوط) انجام می دهد.
به گفته مهندس میثم عظیمی مخترع دستگاه فازیاب غیرتماسی هوشمند، این دستگاه داری سه کلید وضعیت است. وضعیت اول، وضعیت عمومی است و با قرار گرفتن دستگاه در این حالت دستگاه قادر به شناسایی ولتاژ از 3 ولت به بالا (تا 400 کیلو ولت تست شده) می باشد. البته فاصله شناسایی ولتاژ های بالا بیشتر خواهد بود.
مخترع ایرانی دستگاه فاز یاب افزود: وضعیت دوم، وضعیت نیمه صنعتی است و قرار دادن دستگاه در این حالت باعث می شود تا ولتاژ های پایین مانند 5 ولت تا کمتر از 20 کیلو ولت شناسایی نشوند یا به سختی شناسایی شوند. وضعیت سوم، برای شناسایی ولتاژ های بیشتر از 63 کیلو ولت است.
به گفته وی از آنجایی که این دستگاه هوشمند می باشد به هر دلیلی شما (در هر سه وضعیت) از حد مجازی که برای دستگاه تعریف کرده اید فرا تر روید دستگاه به حالت ویبره کامل و آلارم کامل در آمده و با این کار شما را از وجود خطر احتمالی برق گرفتگی آگاه می سازد، این سیستم در هر سه وضعیت به صورت مجزا از هم کار می کند.
مهندس عظیمی در ادامه توضیح داد با کاهش و افزایش آنتن شما میتوانید مقدار گیرندگی را کاهش یا افزایش دهید. این اختراع هم اکنون در حال ساخت و تولید انبوه توسط شرکت
به گزارش "برق نیوز" شرکت آی گون نیرو نامیه که سازنده این دستگاه بوده به استفاده کنندگان این دستگاه پیشنهاد می کند از آنتن نیمه باز در پست ها (63-400) و نیروگاها و ترجیحا با آنتن باز در روی برج ها استفاده کنید. این عمل را می توان به عنوان گیرندگی یک رادیو تشبیه کرد که هر چقدر مقدار آنتن بلندتر باشد شما صدای صافتری دارید.
وی در ادامه در مورد نحوه شارژ و یاتری این دستگاه گفت: باطری این دستگاه از نوع BL5C می باشد و این بدین معنی است که شما می توانید از باطری گوشی های معمولی نوکیا در صورت نیاز استفاده کنید.
وی یادآور شد که در خصوص ایمنی در خطوط فشار قوی در ایران تنها فاز متر موجود به صورت تماسی برای حداکثر ولتاژ 20 کیلوولت است و برای خطوط دیگر فازمتری موجود نیست و یا اگر هم باشد قیمت بسیار بالای دارد. این دستگاه به صورت کامل بدون هیچ خطایی از 3 میلیولت تا 700 کیلوولت را بدون تماس با سیم برق شناسایی می کند. البته این شناسایی برای ولتازهای مختلف در فواصل متفاوتی امکان پذیر است. برای مثال این دستگاه 3 ولت را در فاصله 1 سانتیمتری 700 کیلوولت را در فاصله 60 متری تشخیص می دهد.
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.