Data Hyperlink Layer
For a receiver to detect transmission errors, the sender should add redundant information as an error detection code to the frame sent. When the receiver obtains a frame with an error detection code it recomputes it and verifies whether or not the obtained error detection code matches the computed error detection code. Examples of data link protocols are Ethernet for local space networks (multi-node), the Point-to-Point Protocol , HDLC and ADCCP for level-to-level (dual-node) connections.
It was formulated for the aim of illustrating the logical groups and scopes of functions wanted in the design of the suite of internetworking protocols of TCP/IP, as wanted for the operation of the Internet. In basic, direct or strict comparisons of the OSI and TCP/IP models should be avoided, as a result of the layering in TCP/IP just isn’t a principal design criterion and generally, considered to be “harmful” . In specific, TCP/IP doesn’t dictate a strict hierarchical sequence of encapsulation requirements, as is attributed to OSI protocols. If there are a number of flipped bits then the checking methodology may not be capable of unveil this on the receiver aspect. More superior strategies than parity error detection do exist offering larger grades of quality and options.
![data link 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)
Stations on identical hyperlink might have totally different speed or capacity. Data-hyperlink layer ensures circulate control that enables both machine to change knowledge on identical speed. Data hyperlink layer works between two hosts which are instantly related in some sense. This direct connection could be level to point or broadcast. The work of data link layer tends to get more advanced when it is coping with a number of hosts on single collision area.
Packet
At this layer, we can send a packet to any gadget on the network, using its MAC handle. This layer also provides a checksum to every packet, and a tag figuring out the following-layer protocol. “Ethernet routers” (i.e. switches) route packets at this degree, and have some restrictions (e.g. no loops). Upon receipt of a data packet, bridges examine the supply and vacation spot tackle of the info packet.
All Ethernet media are functionally equal — they differ solely in terms of their convenience, price of installation, and upkeep. Converters from one media to a different function at the bodily layer, making a clean electrical connection between two completely different kinds of cable. Unless you’ve entry to high-velocity take a look at tools, the bodily and data link layers are not that interesting when they’re functioning usually. However, failures in them can have strange, intermittent effects on NFS and NIS operation. Some examples of these spectacular failures are given in Chapter 15, “Debugging Network Problems”. This layer defines the framing, addressing, and examine-summing of Ethernet packets.
Exterior Links
If the destination device is on a community aside from that of the source gadget, then the bridge will ‘FORWARD’ the packet onto the prolonged network. In this fashion the bridge acts as a ’ FILTER’ of data packets. The LLC inserts certain fields within the frame such because the supply handle and destination address on the head finish of the frame and error handling bits at the finish of the frame. The network addresses of the packets permit demultiplexing. Network layer requirements specify packet codecs, addressing schemes, and routing protocols. The network layer delivers packets between any two computer systems hooked up to the identical network.
Data-hyperlink frames, as these protocol knowledge items are referred to as, do not cross the boundaries of a local area community. Inter-community routing and international addressing are higher-layer features, permitting information-hyperlink protocols to focus on native supply, addressing, and media arbitration. In this fashion, the info link layer is analogous to a neighborhood traffic cop; it endeavors to arbitrate between parties contending for access to a medium, with out concern for their final destination. When units try to use a medium concurrently, body collisions occur. Data-link protocols specify how units detect and get well from such collisions, and will provide mechanisms to cut back or forestall them. The CAN data hyperlink layers detect all communication errors with a very excessive probability.
The LLC sublayer can then discuss to numerous IEEE 802 MAC sublayers, which management access to the bodily media for transport. It is also responsible for the physical addressing of frames. Two frequent MAC layer types include Ethernet and 802.11 wi-fi specifications. In the Internet Protocol Suite (TCP/IP), OSI’s knowledge link layer functionality is contained inside its lowest layer, the hyperlink layer. The hyperlink-layer functionality was described in RFC 1122 and is outlined differently than the information hyperlink layer of OSI, and encompasses all strategies that have an effect on the local hyperlink. More refined error detection and correction algorithms are designed to scale back the danger that a number of transmission errors in the knowledge would cancel each other out and go undetected.
This refers to the methodology used to allocate network access to computer systems and stop them from transmitting at the similar time, inflicting information collisions. One of the distinctive features of the CAN knowledge hyperlink layers is that each one single-bit errors are detected. In order to provide data consistency in all nodes, native errors are globalized.
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