raide
English translation: steeper ????
| 22:03 Mar 7, 2004 |
| French to English translations [PRO] IT (Information Technology) | |||||||
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|  Selected response from: Bourth (X) Local time: 19:43 | ||||||
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| Summary of answers provided | ||||
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| 2 +2 | steeper ???? |
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| 3 | highest speed |
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Answers
52 mins confidence: 
highest speed Explanation: hard raide is used for high degree (in alcohool for example) |
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1 hr confidence: peer agreement (net): +2
peer agreement (net): +2steeper ???? Explanation: Hard to say without knowing what problem this is the solution too (and even then ...), but "steep" does not appear to be impossible! Note use of "(bit) stream" in the following explanation of bit stuffing: <<The practice of adding bits to a stream of data. Bit stuffing is required by many network and communications protocols for the following reasons: • To prevent data being interpreted as control information. For example, many frame-based protocols, such as X.25, signal the beginning and end of a frame with six consecutive 1 bits. Therefore, if the actual data being transmitted has six 1 bits in a row, a zero is inserted after the first 5 so that the dat is not interpreted as a frame delimiter. Of course, on the receiving end, the stuffed bits must be discarded. • For protocols that require a fixed-size frame, bits are sometimes inserted to make the frame size equal to this set size. • For protocols that required a continuous stream of data, zero bits are sometimes inserted to ensure that the stream is not broken. >> <<In contrast, the bandwidth that can be converted with lower fidelity is an order of magnitude wider and the absolute rate of their sampled data streams is on a ***steeper*** growth curve.>> <<Imagine now a form of DPCM where the length of the digital word per sample is but one bit. With such a small digital word, many more samples can be sent in the same bandwidth. But 1-bit words cannot measure loudness. So rather than send the change in height of the analog signal curve, the 1-bit Continuously Variable Slope Delta-Modulation (CVSD) signal refers to a change in the slope or ***steepness*** of the curve. At the sending end (Figure 8), CVSD compares the input analog voltage with an internal “reference” voltage. If the input signal is greater than the reference, a “1” is sent and the slope of the reference is increased. If the input it less than the reference, a “0” is sent and the slope of the reference is reduced.>> |
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