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successfully Connection-oriented transport, on the other hand, can be made reliable by procedures that ensure delivery of packets, such as acknowledgment of receipt and retransmission of lost or corrupted packets Reliable delivery is not an exclusive or necessary function of connection-oriented transport, although it is provided in most cases Reliable delivery is also possible with unreliable transport, but in that case the burden falls on the application (Layer 7) Applications can be designed to detect data delivery errors and to request retransmission of lost or corrupted packets, regardless of the type of L4 protocol In that case, however, every application would have to include a reliable delivery function and that would likely result in a multitude of dissimilar error-control procedures A more ef cient alternative is to incorporate reliability in a Layer 4 connection-oriented protocol that can serve all applications 201.

4 Packet-Based Communication The basic operation of packet communication can be explained by looking at Fig 201-5, which shows how the OSI layered model translates into the internal structure of a packet Each layer corresponds to a logical entity that processes information received from an adjacent layer and then passes the result to the next layer: from a higher to a lower layer when sending, from a lower to a higher layer when receiving Let us start with a user who wants to send a unit of data to a distant host The user invokes a communication-oriented application (Layer 7), which acquires the data and starts the communication process by adding a header to the data and passing the result to Layer 6.

Messages: (1) Analyze_Route. (2) Forward_Call. (3) Disconnect. (4) Authorize_Termination. (5) Send_To_ Resource, Final. Source: TR-NWT-001285. Reprinted with permission of Bellcore. Copyright # 1992.

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Each layer adds a header (and often at Layer 2 a trailer as well) to the data it receives from the higher layer, in a process called encapsulation Each layer passes the partially encapsulated data to the next layer, until it reaches Layer 1, where the logical bits of the fully encapsulated data are encoded into physical signals and transmitted to the far end At some stage of this process (Layer 4), the original unit of data is broken into segments if too large to t into one packet, but enough information is put in the header of the layer doing the segmentation to allow the receiving end to reassemble it..

Here we have explicitly written the dependence of the impulse responses on the location, and (j ) exploited the fact that the contribution from the -th MPC at location rTX is related to the impulse (1) response at the reference antenna element location rTX by a phase shift. Furthermore, we let h depend on the location of the reference antenna elements r(1) and r(1) instead of on absolute time TX RX t. Here GTX and GRX are the complex (amplitude) patterns of the transmit and receive antenna elements, respectively, {k} is the unit wave vector in the direction of the th DOD or DOA, and ., . denotes the dot product. We thus see that it is always possible to obtain the impulse response matrix from a DDIR. If the receive arrays are uniform linear arrays, we can write Eq. (6.63) as: H= h( , , )GTX ( )GRX ( ) RX ( ) ( )d d TX (6.64)

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