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On September 10, 1996, Rockwell Semiconductor Systems Shocked The CommunicationsBelow is a free term papers summary of the paper "On September 10, 1996, Rockwell Semiconductor Systems Shocked The Communications." If you sign up, you can be reading the rest of this term papers in under two minutes. Registered users should login to view this term paper.
Prior to this announcement, the modem communications industry had convinced itself that communications across the PSTN were limited by Shannon’s Theorem to rates below 35Kbps. Although Rockwell published a white paper describing its 56Kbps technology shortly after the public announcement, and submitted its technology for standardization to both the ITU and the ANSI TR30 committees, there have been continual requests for an in-depth discussion of how the technology works, with particular emphasis on how this technology gets around the so-called Shannon Limit. This paper attempts to address these issues. Modem Fundamentals Before describing how Rockwell’s 56Kbps technology works, let me first discuss how a traditional analog voice band modem works. The voice band telephone channel is a bandpass channel, traditionally thought of as operating from about 300 Hz to 3,000 Hz. Modem modulations, therefore, had to operate within this band. Early modems used tones (e.g., FSK) which fell within this frequency band for communicating data but the information density was not very high (the number of bits per hertz was significantly less than one). Quadrature amplitude modulation (QAM) was a significant improvement, offering information densities of multiple bits per hertz. Figure 1: Approximate frequency response of the filters associated with the codec in the line card. [ Back to top of page ] An ordinary telephone call will go through at least two of these filters, causing significant high frequency rolloff, usually 35 dB or more at 4Khz. QAM operates by modulating a carrier sine wave signal in both amplitude and phase. Each unique combination of amplitude and phase is known as a "symbol". In the general case, a symbol is defined as an information carrying token which is sent from the transmitter to the receiver. In the early days of modems, these tokens were called "baud" in honor of the French inventor Emile Baudot who, in 1875, invented a 5 bit code for representing the alphabet. Each 5 bits were a token communicating... This is not the end of the termpaper! Register below to see the complete version of this term paper.
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