یکی از مهمترین تجهیزاتی که در وسایل برقی گوناگون به طور گستردهای کاربرد دارد، کابل کواکسیال است.
یکی از مهمترین تجهیزاتی که در وسایل برقی گوناگون به طور گستردهای کاربرد دارد، کابل کواکسیال است. این کابلها وظیفه انتقال دادهها، جلوگیری از نویزها و تداخل در سیگنالها را دارند که این خصوصیت به سبب ساختار کابل است که شامل یک هسته مسی، رسانای داخلی، یک رسانای کم ضخامت و نازک و همچنین یک عایق میشود. کابلهای کواکسیال نوعی از کابلهای مسی هستند و در آنتن تلویزیونها یا سایر وسایل برقی همچون رادیو، دوربینهای مداربسته و ... به کار میروند. در مقاله پیش رو قصد داریم با انواع مختلف کابلهای کواکسیال و کابل آنتن بیشتر آشنا شویم.
ساختار کابل کواکسیال
1. همپوشانی:
• در داخل کابل کواکسیال، یک رشته مرکزی و یک لایه همپوشانی محافظ (به عنوان روکش) وجود دارد.
2. عایق:
• بین راه رفت و لایه محافظ عایقی قرار دارد تا از تداخل سیگنالها جلوگیری کند.
3. محافظ:
• لایه محافظ به عنوان یک سایه فلزی عمل میکند و از اختلالات الکترومغناطیسی جلوگیری میکند.
4. روکش نهایی:
• در بیرون لایه محافظ، یک روکش نهایی وجود دارد که کابل را از عوامل محیطی نظیر آب و خطرات مکانیکی محافظت میکند.
انواع کابل کواکسیال
کابل کواکسیال یکی از انواع سیم و کابل صنعتی میباشد. کابلهای کواکسیال متنوعی بر اساس نیازهای مختلف ارتباطات و انتقال سیگنال طراحی شدهاند. در زیر، تعدادی از انواع معمول کابل کواکسیال ذکر شدهاند:
1. RG-6:
• این نوع کابل کواکسیال به عنوان یکی از رایجترین انواع برای انتقال سیگنال تلویزیونی و اینترنت مورد استفاده قرار میگیرد. معمولاً در اتصالات ماهواره، کابلهای کواکسیال آنتن تلویزیون، و انتقال دادههای اینترنتی به کار میروند.
2. RG-59:
• این یک نسخه سبکتر از RG-6 است و برای انتقال سیگنال تلویزیونی آنالوگ و دیجیتال به کار میرود. معمولاً در اتصالات کوتاهتر و کاربردهای محدودتری نسبت به RG-6 مورد استفاده قرار میگیرد.
3. RG-11:
• این نوع کابل کواکسیال دارای اندازه بزرگتری است و معمولاً در فواصل بلند و برای انتقال دادههای با سرعت بالا استفاده میشود. مثلاً در شبکههای کابلی CATV (تلویزیون کابلی) یا اتصالات طولانی.
4. Triaxial Cable:
• این یک نوع کابل کواکسیال با سه لایه همپوشانی است. در این نوع کابل، علاوه بر راه رفت و لایه محافظ، یک لایه دیگر همپوشانی وجود دارد که از تداخل الکترومغناطیسی بهینهتر جلوگیری میکند. Triaxial Cable 5.برای برخی کاربردها به ویژه در دوربینهای مدار بسته و انتقال سیگنالهای حساس استفاده میشود.
• RG8 میزان امپدانس این نوع کابل، 50 اهم است. هسته ضخیمتری در حدود 2.17 میلیمتر دارد و برای محیطهای بیرون مناسب است.
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هرکدام از این انواع کابل کواکسیال به دلیل خصوصیات فیزیکی و الکتریکی خود، در شرایط مختلف مورد استفاده قرار میگیرند. انتخاب نوع کابل مناسب بستگی به نیازها و محیط استفاده دارد.
برای اطلاعات بیشتر میتوانید به مقالات و اطلاعات فنی سیم وکابل جهان شینا نوین مراجعه کنید.
امپدانس کابل کواکسیال
امپدانس که معمولاً کابل کواکسیال بر اساس آن دسته بندی میشود در واقع مقدار مقاومت کابل در برابر جریان الکتریکی است. امپدانس با نماد z نشان داده میشود و با نسبت ولتاژ به جریان به دست میآید.
مقدار امپدانس کابلهای کواکسیال پرکاربرد، غالباً 50 یا 75 اهم است؛ اما در مقدار 52 و 93 اهم نیز موجود است.
در یک دستهبندی کلی، کابل کواکسیال بر اساس قطر و امپدانس به دودسته 50 اهم و 75 اهم تقسیم میشود و سایر کابلهای کواکسیال انواعی از هر یک از این دستهها هستند.
کابل کواکسیال 50 اهم و 75 اهم
انتخاب کابل کواکسیال 50 اهم و 75 اهم به نوع کاربرد و استفاده شما از آن برمیگردد. کواکسیال 50 اهم معمولا در انتقال سیگنالهای رادیویی و یا هرکجا که به یک ارتباط دو نفره نیاز است استفاده میشود. درحالیکه کواکس 75 اهم برای انتقال دادههای ویدئویی است.
کابل های کواکسیال 50 اهم
کابلهای کواکسیال 50 اهم در انواع گوناگونی تولید میشوند و ویژگی مشترک همه آنها همان امپدانس آنهاست که 50 اهم است. بر روی هر کابل کدهایی تشکیل شده از حروف و اعداد وجود دارد که با ترتیب خاصی کنارهم قرار گرفتهاند و از چپ به راست عبارتاند از: قطر هادی عایق، امپدانس که برای 50 اهم حرف D است، جنس عایق کابل(پلی اتیلن) و تعداد شیلد بافتهشده که v برای تک شیلدی، w برای دو شیلد و حرف T برای سه شیلد است. با توجه به این موضوع و بر اساس استاندارد JIS C-3501 انواع کابل های 50 اهمی به شرح زیر است.
• 0.8D-2V
• 1.5D-2V
• 2.5D-2V
• 3D-2V
• 3D-2W
• 5D-2V
• 5D-2W
• 8D-2V
• 8D-2W
• 10D-2V
کاربرد کابل کواکسیال 50 اهم
مهمترین کاربردهای کابل کواکسیال 50 اهم به شرح زیر است.
• شبکههای کامپیوتری
• رادیوهای دوطرفه
• سیستمهای کمتوان FM
• تجهیزات آزمایشگاهی
کابل های کواکسیال 75 اهم
کابل کواکسیال 75 اهم اغلب برای کاربردهایی مانند آنتن تلویزیون یا سایر تجهیزات الکترونیکی استفاده میشوند. این کابل ها نیز بهمانند نوع 50 اهم در مدلهای متفاوتی اما با دو استاندارد مختلف تولید میشوند.
• کابل های ساخته شده با استاندارد JIS C-3501 عبارتاند از: 3C-2V، 4.5C-2V و 2.5C-2V
• کابلهای ساخته شده با استاندارد MIL-C-17 عبارتاند از: RG59، RG6 و RG11
کاربرد کابل کواکسیال 75 اهم
کابل کواکسیال 75 اهم در موارد زیر کاربرد گسترده ای دارد:
• اینترنت باند کابلی یا پهن
• آنتنهای تلویزیون و ماهوارههای خانگی
• اتصال دستگاههای پخش دیویدی
• دوربینهای مداربسته
• انواع تجهیزات الکترونیکی و ارتباطی دیگر
تقسیم بندی کابل کواکسیال بر اساس فرکانس
تقسیم بندی کابلهای کواکسیال بر اساس فرکانس معمولاً به دو دسته اصلی تقسیم میشود: کابلهای کواکسیال مخصوص فرکانسهای پایین (Low-Frequency) و کابلهای کواکسیال مخصوص فرکانسهای بالا (High-Frequency).
1. کابل کواکسیال فرکانس پایین:
• این نوع کابلها برای انتقال سیگنالهای با فرکانس پایین مناسب هستند. به عنوان مثال، کابلهای مورد استفاده در انتقال سیگنال تلویزیونی آنالوگ یا دیجیتال معمولاً فرکانس پایینی دارند. این دسته شامل انواعی از کابلهای RG-59 و RG-6 است.
2. کابل کواکسیال فرکانس بالا:
همانطور که از نام کابل کواکسیال فرکانس بالا مشخص است، دلیل وجود این ویژگی در این کابلها تفاوت در ساختار تشکیلدهنده آنهاست.
در فرکانسهای بالا اگر امواج را تنها با یک رسانای مسی انتقال دهیم سیم بهمانند یک آنتن عمل کرده و سیگنالها در هوا انتشار مییابند. درصورتیکه در کابل دو رسانا قرار دهیم که بهوسیله یک عایق از یکدیگر جدا شدهاند، دیگر نشت امواج به بیرون را نخواهیم داشت و انتقال سیگنالها با دقت بیشتری انجام خواهد گرفت.
کابلهای کواکسیال فرکانس بالا را با عنوان کابل RF که مخفف شده Radio Frequency به معنای فرکانسهای رادیویی است نیز میشناسند.
تعیین نوع کابل کواکسیال مناسب بر اساس فرکانس سیگنالها و نیازهای ارتباطات مورد استفاده، بسیار حیاتی است. از این رو، هنگام انتخاب کابل برای یک سیستم خاص، باید به نیازها و مشخصات فنی آن سیستم توجه کرد و کابل مناسب را انتخاب نمود.
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کابلهای کواکسیال به تعداد زیادی استاندارد مختلف تطابق دارند. استانداردها معمولاً توسط سازمانها و انجمنهای متخصص در زمینه ارتباطات و الکترونیک تدوین شدهاند. سیم و کابل جهان شینا نوین یکی از تولیدکنندگان استاندارد کابل کواکسیال میباشد.
برای خرید کابل کواکسیال میتوانید با خیال آسوده از وبسایت جهان شینا نوین مشاوره گرفته و خرید خود را انجام دهید.
توصیه میشود که در هنگام انتخاب کابل کواکسیال برای یک کاربرد خاص، به استانداردهای مربوط به آن کاربرد و نیازهای خود توجه کنید. انتخاب استاندارد مناسب به کیفیت ارتباط و انتقال دادههای شما کمک خواهد کرد.
لینک مطلب:
https://www.eranico.com/fa/content/177140