文件名称:11-fixedpointarithmetic
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- 上传时间：2017-03-05
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Also called Q-formatFractional representation suitable for DSP algorithms.Fractional number range is between 1 and -1 Multiplying a fraction by a fraction always results in a fraction and will not produce an overflow (e.g., 0.99 x 0.9999 less than 1) Successive additions may cause overflow Represent numbers between
-1.0 and 1 − 2− ( N-1), when N is number of bits
-Also called Q-formatFractional representation suitable for DSP algorithms.Fractional number range is between 1 and -1 Multiplying a fraction by a fraction always results in a fraction and will not produce an overflow (e.g., 0.99 x 0.9999 less than 1) Successive additions may cause overflow Represent numbers between
-1.0 and 1 − 2− ( N-1), when N is number of bits
-1.0 and 1 − 2− ( N-1), when N is number of bits
-Also called Q-formatFractional representation suitable for DSP algorithms.Fractional number range is between 1 and -1 Multiplying a fraction by a fraction always results in a fraction and will not produce an overflow (e.g., 0.99 x 0.9999 less than 1) Successive additions may cause overflow Represent numbers between
-1.0 and 1 − 2− ( N-1), when N is number of bits
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0246454001488709685_11-fixedpointarithmetic.rtf
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