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	<title>BNC Cable</title>
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		<title>BNC to BNC Connector Guide</title>
		<link>http://www.bnccable.net/bnc-to-bnc-connector-guide/</link>
		<comments>http://www.bnccable.net/bnc-to-bnc-connector-guide/#comments</comments>
		<pubDate>Tue, 16 Aug 2011 20:46:11 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[BNC Connectors]]></category>
		<category><![CDATA[BNC to BNC]]></category>
		<category><![CDATA[Bayonet NeillConcelman Cable]]></category>
		<category><![CDATA[Bayonet NeillConcelman connectors]]></category>
		<category><![CDATA[BNC BNC Connectors]]></category>
		<category><![CDATA[BNC Cable Connectors]]></category>
		<category><![CDATA[BNC connector]]></category>
		<category><![CDATA[bnc to bnc connector guide]]></category>
		<category><![CDATA[connector guide]]></category>
		<category><![CDATA[guide]]></category>
		<category><![CDATA[male connector]]></category>
		<category><![CDATA[neillconcelman]]></category>

		<guid isPermaLink="false">http://www.bnccable.net/?p=89</guid>
		<description><![CDATA[The Bayonet Neill-Concelman connector or the BNC connector is often for those with frequencies that are below GHz. This bnc to bnc connector is often used for cables of the coaxial kind. And such, in turn, are used to connect to technological advancements like the radio and the television sets. This connector receives radio signals &#8230; <a href="http://www.bnccable.net/bnc-to-bnc-connector-guide/">Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>The Bayonet Neill-Concelman connector or the <a title="BNC Connectors – Features &amp; Applications" href="http://www.bnccable.net/bnc-connectors-features-applications/"><strong>BNC connector</strong></a> is often for those with frequencies that are below GHz. This bnc to bnc connector is often used for cables of the coaxial kind. And such, in turn, are used to connect to technological advancements like the radio and the television sets. This connector receives radio signals and more and is the better alternative to RCA connectors. Aside from being found in such technological advancements as those mentioned, they can also seen or used in studios where they connect one video to another audio equipment and more with each other.</p>
<h2></h2>
<p><a href="http://www.bnccable.net/wp-content/uploads/bnc-A7.jpg"><img class="aligncenter size-medium wp-image-103" title="BNC Connector" src="http://www.bnccable.net/wp-content/uploads/bnc-A7-300x175.jpg" alt="BNC Connector" width="300" height="175" /></a></p>
<h2></h2>
<h2>Types of BNC Connectors</h2>
<p>There are two kinds of BNC connectors. You have the 50-ohm <strong>BNC connector</strong> and the 75-ohm one. You should take grade care to make these cables you have match the BNC connector and the ohm it is in or you might end up having an accident at home. The 75-ohm BNC connector is for the video equipment. Meanwhile, the 50-ohm BC connector is for data and the RF.</p>
<p>The pin at the center of one end of the <strong>BNC connector</strong>&#8212;especially called the male connector&#8212;is enclosed by metal for protection. The pin is what is responsible for connecting equipment with each other while the tube or the hole on the female connector then envelopes the pin on the male one to connect equipment with each other. BNC T-Connectors are where the BNC Connectors (male) are inserted for the technology to work. It is usually, if not always, attached to the media tool you are using. You might ask: why is there ‘bayonet’ on its name? It’s basically because of the pin on the male connector.</p>
<h3>BNC Connector Troubleshooting and Mismatching</h3>
<p>If the BNC connector is connected to any equipment with frequencies 10 MHz and below, then the connector and the adapter perhaps are mismatched. If you connect a 50-ohm <strong>amp BNC connector</strong> with those of higher ohms can also destroy these connectors. They are pretty delicate. The next time you use these connectors, make sure that they are compatible with the adapters or you might have accidents within your home or your studio.</p>
<p>Another is Coaxial Cable. It is an electrical cable having only one single copper conductor which is surrounded by an insulating layer, tubular conducting shield. These cables were usually use for data transmission from the radio, internet and cable television.</p>
<p>What is good about these cables is that you won’t have to worry about placing the cable next to any metal products. These metallic things won’t have any effect on the cables. The cable can protect itself and others from the electromagnetic inference from an outside force. Because of this, these cables are used often for various media or technologies today like television sets, radios and more.</p>
<p>Different media stations use the connector because it helps give out signals well. The media business has to have the best things, and this invention certainly has the qualities of being the best. It is recommended that you use <strong>BNC Connector </strong>that crimp, to avoid having problems with your network.</p>
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		<title>BNC Cable &#8211; Important Uses</title>
		<link>http://www.bnccable.net/bnc-cable-important-uses/</link>
		<comments>http://www.bnccable.net/bnc-cable-important-uses/#comments</comments>
		<pubDate>Tue, 16 Aug 2011 20:45:22 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[BNC Cable]]></category>
		<category><![CDATA[BNC to BNC]]></category>
		<category><![CDATA[Bayonet NeillConcelman Cable]]></category>
		<category><![CDATA[bnc cable]]></category>
		<category><![CDATA[BNC Cable Connectors]]></category>
		<category><![CDATA[BNC Cables]]></category>
		<category><![CDATA[BNC Cables Connectors]]></category>
		<category><![CDATA[BNC Connectors]]></category>
		<category><![CDATA[compressionstyle bnc connectors]]></category>
		<category><![CDATA[crimped bnc connectors]]></category>

		<guid isPermaLink="false">http://www.bnccable.net/?p=87</guid>
		<description><![CDATA[BNC Cable is used for media tools like the television and the radio.  In general, cables are wires running side by side, braided, twisted or bonded together to form one single wire. The wires are covered in protective jackets to stop electric currents from electrocuting someone. These cables are more known to people for connecting &#8230; <a href="http://www.bnccable.net/bnc-cable-important-uses/">Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p><strong>BNC Cable</strong> is used for media tools like the television and the radio.  In general, cables are wires running side by side, braided, twisted or bonded together to form one single wire. The wires are covered in protective jackets to stop electric currents from electrocuting someone. These cables are more known to people for connecting a television cable. Although usually used for that cause, there are other times when the cables are used for different purposes.</p>
<p><strong>BNC Cables </strong>are responsible for the quality of video or audio you are going to see and hear. It is also used for surveillance cameras, helping users to have a clearer and better view of what was recorded. The cable does not only connect, but lets you connect your device to a monitor or to raise the volume of the audio, but it can also help you to connect to the internet. You only have to have the RJ-45 Transceiver, which can be easily bought.</p>
<p>The cable is made of the coaxial cable, one of the most powerful cables of the time. Like any power cord, it runs on electric current and requires an electricity source. The current runs in alternation. As one goes to one conductor, the other returns to the source. The <span style="text-decoration: underline;"><strong>BNC Cable</strong></span> also carries radio frequency current. This requires special construction for prevention of power losses.</p>
<p>To prevent power loss, the <em>BNC Cable </em>has one of its conductors formed into a tube to enclose the other conductor. As a result, radio waves sent from the central conductor is confined on the space inside the tube.</p>
<p><a href="http://www.bnccable.net/wp-content/uploads/bnc-cable.jpg"><img class="aligncenter size-medium wp-image-124" title="bnc cable" src="http://www.bnccable.net/wp-content/uploads/bnc-cable-300x300.jpg" alt="bnc cable" width="300" height="300" /></a></p>
<p>The spacing of the conductors must be constant throughout the length of the cable. If there are any changes on it, it is highly possible that radio frequency would be reflected back to its source. This would reduce the amount of power reaching the endpoint of the cable. To make sure that the spacing is even, dielectric, a semi-grid plastic, is filled in the spaces between.</p>
<p>The coaxial cable has different types, each different on materials used and dimension. The cables<strong> </strong>should have 50 and 75 ohms, and this cannot be changed. This would prevent reflections from causing standing waves, a state where the waves are not moving at all.</p>
<h2><strong>BNC Cable Uses</strong></h2>
<p>The cable is used for capturing and sending signals for receiving analog and series digital interface video signals, amateur radio antennas, avionics and test equipment. The test equipment is used to create signals and capture responses from DUTs, just like in the other three pieces of equipment. It is also called ‘test-gear’ or ‘bench top’. The cable is an alternative to the RCA when used for commercial videos.</p>
<p>It can also be used for different purposes, but its main purpose is to receive and send signals. The cable can also be connected to anything, ranging from your entertaining television to a doctor’s oscilloscope.</p>
<h3><strong>Using BNC Cable for CCTV cameras</strong></h3>
<p>BNC connectors are the most common connector types for CCTV cameras. It is a good choice for CCTVs because it is easy to install and are durable enough. Crimped BNC Connectors are cheaper, and are easier to install, but they are not as effective as compression-style BNC connectors. If you are looking for ideal <a title="BNC to BNC Connector Guide" href="http://www.bnccable.net/bnc-to-bnc-connector-guide/">BNC connectors</a> for CCTV cameras, look for compression-style connectors.</p>
<p><strong>BNC Cables </strong>are one of the most useful and powerful wires of today; with its use, television shows, and the like are transferred.</p>
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		<title>BNC Adapters for BNC Connections</title>
		<link>http://www.bnccable.net/bnc-adapters-for-bnc-connections/</link>
		<comments>http://www.bnccable.net/bnc-adapters-for-bnc-connections/#comments</comments>
		<pubDate>Tue, 16 Aug 2011 20:44:27 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[BNC Adapter]]></category>
		<category><![CDATA[BNC Connectors]]></category>
		<category><![CDATA[BNC to BNC]]></category>
		<category><![CDATA[Bayonet Neill-Concelman Cable]]></category>
		<category><![CDATA[Bayonet Neill-Concelman connectors]]></category>
		<category><![CDATA[BNC adapters]]></category>
		<category><![CDATA[BNC BNC adapters]]></category>
		<category><![CDATA[BNC Cable Connectors]]></category>

		<guid isPermaLink="false">http://www.bnccable.net/?p=85</guid>
		<description><![CDATA[Those connections for the BNC connectors are the BNC adapters. Without this adapter, the connectors can’t be used. This is important when you are using the adapters and connectors of this kind. These adapters have lots of slots. It all depends on the kind of adapter you buy. There is an adapter with four slots&#8212;2 &#8230; <a href="http://www.bnccable.net/bnc-adapters-for-bnc-connections/">Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>Those connections for the BNC connectors are the<strong> BNC adapters. </strong>Without this adapter,<strong> </strong>the connectors can’t be used. This is important when you are using the adapters and connectors of this kind. These adapters have lots of slots. It all depends on the kind of adapter you buy. There is an adapter with four slots&#8212;2 females and 2 males.</p>
<h2>Which BNC adapters to buy?</h2>
<p>When you purchase <strong>BNC adapters</strong>, you should have an idea on what makes a female slot and what makes a male slot. Knowing their differences in important in this case. Now, so you would know this, the ends of the BNC connectors are what can tell you whether they are male or female. A connector is female if there is a hole in the end of it. The connector, meanwhile, is male if the pin is at the center of one end of the connector. You can easily distinguish the male from the female connector because it has a locking mechanism that allows it to connect with the female connector.</p>
<p>The <em><strong>BNC Adapters </strong></em>can be used for any video equipment that’s for commercial use. The RCA adapter meanwhile, is for other electronics. The adapter is pretty affordable and is easier to work with. Every time you buy an adapter, you should make sure that there is a female BNC connecter to one side and a male BNC connector to the other. There different models or types of these adapters so you should know what you are to purchase. If you don’t know the <strong>BNC adapters</strong> that are apt for you, then you will have to ask the help of sales representatives where you are buying the adapter from. It is advisable to buy a BNC T Adapter, however. This is because this kind of adapter is useful for the connectors with split signals. You should be able to find some BNC T Adapters with three female ends and three male ends and then there are others that come with a combination of both. Knowing this, you can now pick the right <span style="text-decoration: underline;"><strong>BNC adapters</strong></span> for you.</p>
<p>Don’t buy the item if you have not checked the ohms first. You should check on the model of the BNC connector or adapter. It could be the 50-ohm you are getting or the 75-ohm one. There are specifications as to how the 50-ohm ones and the 75-ohm ones are used.</p>
<h3>Different Types of BNC Adapters</h3>
<h3><a href="http://www.bnccable.net/wp-content/uploads/bnc-31-8-31-208.jpg"><img class="aligncenter size-medium wp-image-114" title="bnc adapters" src="http://www.bnccable.net/wp-content/uploads/bnc-31-8-31-208-300x300.jpg" alt="bnc adapters" width="300" height="300" /></a> <strong></strong></h3>
<p><strong>BNC to N Type Adapter</strong></p>
<p>This type of adapter connects what we call the coax cable from some test and measurement equipment to any RF transmitters. This type of connector, the N-type is larger than other <a title="BNC to BNC Connector Guide" href="http://www.bnccable.net/bnc-to-bnc-connector-guide/">BNC connectors</a>. They are known for their high-power handling of power and more.</p>
<p><strong>BNC to RCA Adapters</strong></p>
<p>The adapter that could be used for both male and female BNC connectors is the RCA adapter. This is convenient because no matter what kind of BNC connector you have, you can plug them into the RCA adapter. The package for the RCA adapter includes a RCA Jack to BNC Plug that allows you to plug in any male or female BNC connector.</p>
<p><strong>BNC to VGA Adapter</strong></p>
<p>Aside from being called the BNC to VGA adapter, this can also be called the BNC to VGA converter. CCTV surveillance systems make use of this adapter. They may be very expensive considering they are for the CCTV systems however they are helpful when you need them.</p>
<p>There are different kinds of adapters around. They are used different from one another. These adaptors address the issue of having two similar or two different connectors for the convenience of its users. With these adapters, users are assured that no matter what their item is, it will still work. <strong>BNC Adapters </strong>are priced reasonably, so you won’t have to worry about paying much for them.</p>
<p>&nbsp;</p>
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		<title>BNC Network Connection Guide</title>
		<link>http://www.bnccable.net/bnc-network-connection-guide/</link>
		<comments>http://www.bnccable.net/bnc-network-connection-guide/#comments</comments>
		<pubDate>Tue, 16 Aug 2011 20:39:51 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[BNC Network]]></category>
		<category><![CDATA[BNC to BNC]]></category>
		<category><![CDATA[Bayonet Neill-Concelman Cable]]></category>
		<category><![CDATA[bnc cable]]></category>
		<category><![CDATA[BNC Cable Connectors]]></category>
		<category><![CDATA[bnc network connection guide]]></category>
		<category><![CDATA[cable cutter]]></category>
		<category><![CDATA[coaxial cable stripper]]></category>
		<category><![CDATA[connection guide]]></category>
		<category><![CDATA[crimping tool]]></category>

		<guid isPermaLink="false">http://www.bnccable.net/?p=81</guid>
		<description><![CDATA[Although the 10BASE2 computer systems are outdated, you should still be interested with how the BNC network works. This is quite different from other networks in that this is useful for connecting computers with one another and more. The network is useful not just in computers but in other such technological networks as well. How &#8230; <a href="http://www.bnccable.net/bnc-network-connection-guide/">Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>Although the 10BASE2 computer systems are outdated, you should still be interested with how the <strong>BNC network</strong> works. This is quite different from other networks in that this is useful for connecting computers with one another and more. The network is useful not just in computers but in other such technological networks as well.</p>
<h2>How create a <strong>BNC Network</strong></h2>
<p>To make the <strong>BNC Network</strong>, you have to have 5 things prepared first. One is the RG-58 coaxial cable. The second is the coaxial cable cutter, third, the coaxial cable stripper that is compatible with the RG-58 cable. Fourth, we have the BNC crimping tool that’s also compatible to the RG-58 cable and lastly, 2 BNC connectors.</p>
<p>The first step is to use the coaxial cable cutter to cut the RG-58 cable to the length you desire it should be. Then with the use of the coaxial stripper, you strip the one end of the cable. Make sure that the adjustments you make on it will eventually have it fit the RG-58 cable you have. If you want the best stripper for this, you have to make sure to get the one with three blades. This kind of stripper will allow you to strip anything with just one go. When you’ve finished stripping the next step is to test if the connector fits. This way, you can be sure if the pin protrudes at the end of the connector to making connecting things, connectors and the adapters, easier. Try again if it doesn’t fit.</p>
<p>Next, you slide the center pin around the solid inner core. It is crucial that the pin’s base almost touches the insulation inside. All you do is to adjust the length of the core to make sure this happens. Then you fold the base after you’ve made sure that the pin has been attached firmly.</p>
<p>Next, you slide the metal sleeve onto the cable. Then slide the connector into the cable. Another thing to make sure of here is that the back end of it slides under the wires or it won’t work. If it doesn’t fit, still, then you have to adjust the stripping lengths. Then you slide the metal sleeve up again and push over the wire shield until it hits the thick part of the connector. Make sure that exposed bits of the shield are trimmed. Make sure, too, that the stripping length is correct. Using the crimping tool, crimp the metal sleeves firmly, adjusting it for the RG-58 cable. Ensure that the connector is in place.</p>
<p>Warning: make sure that you are using a T connector on the end of your cable to add new computers. Also, make sure that the network is terminated properly. Before creating your own network, it would be good if you examine how a working cable looks so you will have an idea on what to do before going on with your work.</p>
<p>&nbsp;</p>
<p><a href="http://www.bnccable.net/wp-content/uploads/Network_card1.jpg"><img class="aligncenter size-medium wp-image-132" title="bnc network" src="http://www.bnccable.net/wp-content/uploads/Network_card1-300x222.jpg" alt="bnc network" width="300" height="222" /></a></p>
<h3></h3>
<h3>How You can connect a Laptop to a <strong>BNC Network</strong></h3>
<p>A laptop can also be connected to the <strong>BNC network</strong>. This can be done when you mount a combo NIC to your laptop. This is also possibly if you have the RJ-45 BNC transceiver. The RJ-45 Transceiver is a registered jack. It allows the attachment of any kind of connectors there are of, for example, telephone wires and more. This is often used for the high speed modems to connect computers or laptops to the internet.</p>
<p>BNC connectors are often used in connecting one computer to another in a BNC network.  This isn’t just for the television studios, radio stations and more. This can also be used to share data from one computer or laptop to another by connecting them with one another.</p>
<p>Slowly, the network gradually lost its use, and the technology had gone farther out and although <strong><a title="BNC Cables" href="http://www.bnccable.net/bnc-cable/">BNC Network</a> </strong>is almost gone now, there are other ways today of connecting to the high speed internet we want so much.</p>
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		<title>BNC Connectors &#8211; Features &amp; Applications</title>
		<link>http://www.bnccable.net/bnc-connectors-features-applications/</link>
		<comments>http://www.bnccable.net/bnc-connectors-features-applications/#comments</comments>
		<pubDate>Sun, 08 May 2011 21:23:15 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[BNC Cable]]></category>
		<category><![CDATA[BNC Connectors]]></category>
		<category><![CDATA[BNC to BNC]]></category>
		<category><![CDATA[Bayonet NeillConcelman Cable]]></category>
		<category><![CDATA[Bayonet NeillConcelman connectors]]></category>
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		<category><![CDATA[bnc connectors 8211 features 038 applications]]></category>
		<category><![CDATA[resistance 70 ohms]]></category>
		<category><![CDATA[tri bnc connectors]]></category>

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		<description><![CDATA[BNC Connectors aid you to listen to your favorite Radio programs and enjoy viewing adoring soaps on Television. To those whose interest is in music, they aid you as you record your favorite track. Their applications find their way in aviation as they aid communications on your plane. It doesn&#8217;t stop there, whenever you watch &#8230; <a href="http://www.bnccable.net/bnc-connectors-features-applications/">Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p><strong>BNC Connectors</strong> aid you to listen to your favorite Radio programs and enjoy viewing adoring soaps on Television. To those whose interest is in music, they aid you as you record your favorite track. Their applications find their way in aviation as they aid communications on your plane. It doesn&#8217;t stop there, whenever you watch your hot video on your DVD or VCD or You Tube, they play a role in ensuring you enjoy the videos.</p>
<p>BNC connectors are not commonly talked about but they play a crucial role in communication. BNC connector cables are basically used for signal connections, ranging from analog and digital interface video signals, amateur radio antennas aviation electronics and test equipments. <strong>BNC cable connectors</strong> come in tow distinct makes that is; <em>BNC connectors</em> of Resistance 70 Ohms and 50 Ohms. Both are usable with cables of the same resistance and at a frequency of 2 and 4 respectively.</p>
<p>&nbsp;</p>
<p><a href="http://www.bnccable.net/wp-content/uploads/bnc-cables.png"><img class="aligncenter size-full wp-image-22" title="BNC Connectors" src="http://www.bnccable.net/wp-content/uploads/bnc-cables.png" alt="BNC Connectors" width="565" height="424" /></a></p>
<h2>Why Use BNC Connectors and BNC Cable?</h2>
<p><a href="http://www.bnccable.net/">BNC cable</a> are always preferred because of their mechanical compatibility with other electrical appliances. <span style="text-decoration: underline;">BNC connectors</span> quality is consistent with 1978 standard, IEC 169-8, which concurs with the findings that a BNC connector can merge with other appliances with no or minimal damage. The connectors can be mono, Bi and Tri depending on their applications.</p>
<p>Twin BNC has two independent contact points namely male and female, which allows a 78 ohm or 95 ohm connector. BNC cables of this kind however cannot merge with other BNC Connectors.</p>
<p>Tri BNC connectors are a little sophisticated in terms of composition. The Tri BNC connectors carry both a signal and guard as well as ground conductor. What sets them apart from the Bi BNC is that, they have adapters that allow some interconnection possibilities between triax and BNC connectors.</p>
<p>Their electrical compatibility however is put to doubts because of the fixed resistance. Original versions of this cable are of resistance 50 ohms. Though its possible to merge a BNC cable of resistance 50H with another electrical compliance of resistance below resistance 70 ohms at a low frequency of 10MHZ, rise in frequency gradually makes them incompatible and may lead to signal reflections.</p>
<p>Signal reflection occurs when signal transmitted along the transmission medium reflects back signal power rather than transmitting it to the far end.</p>
<h3>Country Specific Equivalents of BNC Connectors</h3>
<p>The BNC cables have their equivalents depending on the country of origin. The difference is not mechanical, you can only notice the change in name and dimension. The BNC connectors of resistance 50 ohms and 70 ohms translate in Russia to R50 and R70 respectively.</p>
<p>Though the BNC cables have wide application in the electric world, they are gradually replaced by the LEMO 00 connector with higher density capabilities. This is so especially in particle physics and fast logic designs .They are of the same resistance with 50 ohms but the difference comes with its additional features.</p>
<p>LEMO 00 connectors a pull- push feature that makes it function well in such environment. The advantage of LEMM 00 over BNC can be seen in HD fiber links and broadcast system</p>
<p>However, BNC Cables and <a title="BNC Connectors" href="http://en.wikipedia.org/wiki/BNC_connector" rel="nofollow" target="_blank">BNC Connectors</a> are still widely used in domestic and business electrical appliances that require low frequencies such as surveillance systems or AV applications.</p>
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		<title>BNC Cables &amp; Connectors</title>
		<link>http://www.bnccable.net/bnc-cables-connectors/</link>
		<comments>http://www.bnccable.net/bnc-cables-connectors/#comments</comments>
		<pubDate>Sun, 08 May 2011 21:06:50 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[BNC Cable]]></category>
		<category><![CDATA[BNC Connectors]]></category>
		<category><![CDATA[Bayonet Neill-Concelman Cable]]></category>
		<category><![CDATA[Bayonet Neill-Concelman connectors]]></category>
		<category><![CDATA[BNC]]></category>
		<category><![CDATA[bnc cable]]></category>
		<category><![CDATA[bnc cable connector]]></category>
		<category><![CDATA[BNC Cable Connectors]]></category>
		<category><![CDATA[BNC Cables]]></category>
		<category><![CDATA[BNC connector]]></category>

		<guid isPermaLink="false">http://bnccable.net/2011/05/08/bnc-cable/</guid>
		<description><![CDATA[BNC (Bayonet Neill-Concelman) connectors are RF connector types that are used for BNC cable that connect several television, radio and other frequency tools. BNC cables use small needles that are similar to needles of coaxial cables. The needle is surrounded by a cylindrical casing which is in turn surrounded by metal pieces. These cables connect &#8230; <a href="http://www.bnccable.net/bnc-cables-connectors/">Continue reading</a>]]></description>
				<content:encoded><![CDATA[<p>BNC (Bayonet Neill-Concelman) connectors are RF connector types that are used for <strong>BNC cable</strong> that connect several television, radio and other frequency tools. <a title="Features and Applications of BNC Cables" href="http://www.bnccable.net/features-and-applications-of-bnc-cables/">BNC cables</a> use small needles that are similar to needles of coaxial cables. The needle is surrounded by a cylindrical casing which is in turn surrounded by metal pieces. These cables connect by twisting and attaching in the cable. And they can be used to make reliable connections as they easily adapt to numerous outputs and inputs.</p>
<p>The BNC cables are named after its mechanism that is bayonet locking and also after its inventors. They exist in 75 ohm and 50 ohm versions and they can be used along with other cables that have similar characteristic impedance. These cables are specifically designed to be used with frequencies of up to 2 and 4 GHz respectively. BNC cables of 75 ohm can be recognized the absent or reduced dielectric at the mating ends. These are commonly used for DS3 and video office applications while the 50 ohm BNC cables are usually used for RF and date. Many VHF antenna outputs used the 75 ohm.</p>
<p>&nbsp;</p>
<p style="text-align: center;"><img class="aligncenter" title="BNC Cable" 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" alt="BNC Cables" width="500" height="359" /></p>
<p>&nbsp;</p>
<h2>BNC Cable Connector Compatibility</h2>
<p>Although there are different versions of the BNC cables, both the 50 ohm and 75 ohm connectors will effectively comply with a standard IEC 169-8 and mate non-destructively. In fact, there are manufacturers that claim that these cables are very reliable when it comes to connection compatibility. When it comes to electrical compatibility, the 75 ohm and 50 ohm cables impedance mismatch, especially when using under 10 MHz. Thus, originally, the BNC  cables were made only as the 50 ohm. This is because such could be used with almost all cable impedance.  With frequencies going over 50 ohm, the impedance mismatch becomes more and more significant which can lead to signal reflections.</p>
<h3>BNC Cable Tools</h3>
<p>There are special tools which are used when inserting or removing the BNC  cables into or from hard to reach or high density locations like patch panels that are heavily wired like those used by broadcast facilities for security purposes. Although BNC cables are largely used in various electronics, there are some miniature connectors that are slowly replacing their use. The miniature tools are slowly gained popularity over the BNC cables because they allow higher density uses.</p>
<p>Other cables that can be used to serve the same purpose as the BNC cables include SR-75 and SR 50 cables, TNC cables, twinax and triaxial cables.  The TNC cables are a threaded alternative to BNC. These cables provide for a superior performance at microwave frequencies when compared to BNC.  The twinax cables use the same bayonet like standard BNC cables but they contain 2(male and female) independent points thus allowing for connection of a 96 ohm or 78 ohm. These cables cannot mate with the normal BNC cables. The triaxial cables carry both signals while at the same time guarding as a conductor. For these reasons, they are used in electronic systems that are sensitive. The latest designs of triaxial cables are three-plug to ensure that there is no accidental mating with any standard BNC Cable.</p>
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