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Figure 34-9: Using the HTMLInputHidden control after the second button is clicked This page displays two buttons, and the value of the hidden tag is changed depending on which button is clicked. Clicking one of the buttons fires the OnServerClick event for that button. It is possible to see the value of the hidden tag in two places. It is displayed in the browser with the <span> tag and also by right -clicking in the browser and viewing the source code, you can view the value of the hidden tag. HTMLInputImage control The HTMLInputImage control allows access to program against the HTML <input type="image"> tag. This control is very similar to the HTMLInputButton control, but allows the same button functionality for an image. Using this control would allow a user to click a custom Submit button that is an image file type (for example, jpg or gif). Note DHTML events can be used within this control without causing any conflicting errors. For instance, it is possible to use the onmouseover and onmouseout DHTML events for browsers that are HTML 4.0-compliant. Listing 34-11 shows an example of how to use the HTMLInputImage control. Listing 34-11: HTMLInputImage Control Example

(Hint: First consider the SER formula for uncoded M-PSK in the single link case shown as Eq (1266) in 12; then analyze the error events for relay case under DDF mode and get the closed-form of SER expression; nally, do appropriate approximation and manipulation on the closed-form to get the upper bound expression) 5 Consider a system with one source, three relays, and one destination Relay selection scheme is used in this network, and all channels are subject to Rayleigh fading with the same characteristics (a) Derive the outage probability for xed transmit power, and derive the power that is necessary to achieve <1% outage (b) Suppose the transmitting power at source and relay is variable The power allocation scheme b is shown as Eq (222) Derive the outage probability.

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Also known as checksum, the LRC is sent as an extra character at the end of each data block [17] 6353 Block Parity The technique of block parity improves considerably on simple parity checking While Spiral Redundancy Checking (SRC) and interleaving improved on the detection of errors due to increased transmission speeds and more complex modulation techniques, they gave way to Cyclic Redundancy Checking (CRC), which is commonly employed today CRC validates transmission of a set of data, formatted in a block or frame, through the use of a statistical sampling process and a unique mathematical polynomial, both of which are known to the transmitter and receiver The transmitting device statistically samples the data in the block or frame and applies a 17-bit generator polynomial based on an Euclidean algorithm.

(Hint: 0 exp ax + x dx = , where Bessel K ( , ) is modi ed second kind Bessel function) What is the overall power expenditure to guarantee <1% outage probability in this scheme Consider a system with one source, two relays, and one destination Alamouti coding is adopted when both relays successfully received the message during the rst time slot (a) Derive the outage probability of this system, given that the source and two relays have equal transmission power P (b) What happens if relays are much closer to source than to destination Prove Eqs (2230) and (2231) in a coded cooperation scheme Hint: consider the four cases depicted in Figure 227, and analyze the corresponding outage events for each user; assume a high SNR regime, ie.

(meV)

The result of that calculation is a description of the text eld, which is appended to the block or frame or text as either a 16- or 32-bit value The receiving device executes the identical process, comparing the results of its process to the CRC value appended to the data block The result is an integrity factor of 10 14; in other words, the possibility of an undetected error is 1 in 100 trillion By way of example and at a transmission speed of 1 Mbps, one undetected error is expected approximately every 30 years! An unerrored block or frame is ACKnowledged by the receiving device through the transmission of an ACK, whereas an errored block or frame is Negatively AcKnowledged with a NAK A NAK prompts the transmitting device to retransmit that speci c block or frame, which has been stored in buffer memory.

the mean SNR at each link is very high and therefore, you can use equivalent Taylor s series representing exponential terms to simplify the derivation; coded cooperation has diversity order 2, so higher order 1/SNR terms in Taylor s series can be written as O 13 , where is very large) Matlab exercise: write a program to nd the optimum route from node 1 to node 13 in the network topology shown as Figure 3014 using Dijkstra algorithm Matlab exercise: As is shown in Figure 30.

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