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AS1545 数据表(PDF) 16 Page - ams AG |
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AS1545 数据表(HTML) 16 Page - ams AG |
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16 / 34 page ![]() www.austriamicrosystems.com Revision 1.00 16 - 34 AS1545 Data Sheet - Te r m i n o l o g y Zero Code Error The Zero Code Error is the deviation of the midscale transition (all 0xFFFh to all 0x000h in 2’s complement output coding) from the ideal input voltage (VIN+ - VIN- = 0V) in Fully Differential Mode. Zero Code Error = Zero Code Error Match The Zero Code Error Match defines the maximum deviation of the Zero Code Errors across all 6 channels of VIN in Fully Differential Mode (2’s complement output coding). Positive Gain Error The Positive Gain Error is the deviation last code transition (0x7FEh) to (0x7FFh) in 2’s complement output coding from the ideal input voltage (VIN+ - VIN- = +VREF - 0.5LSB @ Range=1 and +VREF/2 - 0.5LSB @ Range=0) in Fully Differential Mode. Positive Gain Error =Zero Code Error – Negative Gain Error The Negative Gain Error is the deviation first code transition (0x800h) to (0xFFFh) in 2’s complement output coding from the ideal input voltage (VIN+ - VIN- = -VREF + 0.5LSB @ Range=1 and -VREF/2 + 0.5LSB @ Range=0) in Fully Differential Mode. Negative Gain Error = Positive / Negative Gain Error Match The Positive / Negative Gain Error Match defines the maximum deviation of the Positive / Negative Gain Errors across all 6 channels of VIN in Fully Differential Mode (2’s complement output coding). Signal-to-Noise Plus Distortion (SINAD) The Signal to Noise Plus Distortion Ratio defines the ratio between the RMS value of the fundamental (input signal) and the equivalent RMS value of all other spectral components below one-half the sampling frequency, including harmonics but excluding DC. SINAD will be equal to SNR in an distortion free ADC. Effective Number of Bits (ENOB) The Effective Number of Bits indicates the actual resolution of the converter. The ENOB can be calculated from the Signal to Noise Plus Distortion Ratio (SINAD). ENOB = Signal-to-Noise Ratio (SNR) The Signal to Noise Ratio defines the ratio between the RMS value of the fundamental (input signal) to the RMS value of the sum of all other spectral components below one-half of the sampling frequency, excluding harmonics and DC. The theoretical SNR for an ideal N bit ADC is limited by the quantization error and is described by the formula: SNR = 6.02*N +1.76 (dB) Therefore, for a 12-bit ADC, the maximum SNR is 74dB. VINP VINN – VREF ----------------------------------- 4096 2048 + × AVG MeasuredCodes () – VINP VINN – VREF ----------------------------------- 4096 2048 + × AVG MeasuredCodes () – ⎩⎭ ⎨⎬ ⎧⎫ VINP VINN – VREF ----------------------------------- 4096 2048 + × AVG MeasuredCodes () – ⎩⎭ ⎨⎬ ⎧⎫ ZeroCodeError – SINAD 1,76 – 6,02 ---------------------------------- |
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