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MCP3304 датащи(PDF) 16 Page - Microchip Technology |
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MCP3304 датащи(HTML) 16 Page - Microchip Technology |
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16 / 40 page ![]() MCP3302/04 DS21697B-page 16 2002 Microchip Technology Inc. 5.0 DEFINITION OF TERMS Bipolar Operation - This applies to either a differential or single ended input configuration, where both positive and negative codes are output from the A/D converter. Full bipolar range includes all 8192 codes. For bipolar operation on a single ended input signal, the A/D con- verter must be configured to operate in pseudo differ- ential mode. Unipolar Operation - This applies to either a single ended or differential input signal where only one side of the device transfer is being used. This could be either the positive or negative side, depending on which input (IN+ or IN-) is being used for the DC bias. Full unipolar operation is equivalent to a 12-bit converter. Full Differential Operation - Applying a full differential signal to both the IN(+) and IN(-) inputs is referred to as full differential operation. This configuration is described in Figure 3-4. Pseudo-Differential Operation - Applying a single ended signal to only one of the input channels with a bipolar output is referred to as pseudo differential oper- ation. To obtain a bipolar output from a single ended input signal the inverting input of the A/D converter must be biased above VSS. This operation is described in Figure 3-5. Integral Nonlinearity - The maximum deviation from a straight line passing through the endpoints of the bipo- lar transfer function is defined as the maximum integral nonlinearity error. The endpoints of the transfer func- tion are a point 1/2 LSB above the first code transition (0x1000) and 1/2 LSB below the last code transition (0x0FFF). Differential Nonlinearity - The difference between two measured adjacent code transitions and the 1 LSB ideal is defined as differential nonlinearity. Positive Gain Error - This is the deviation between the last positive code transition (0x0FFF) and the ideal volt- age level of VREF-1/2 LSB, after the bipolar offset error has been adjusted out. Negative Gain Error - This is the deviation between the last negative code transition (0X1000) and the ideal voltage level of -VREF-1/2 LSB, after the bipolar offset error has been adjusted out. Offset Error - This is the deviation between the first positive code transition (0x0001) and the ideal 1/2 LSB voltage level. Acquisition Time - The acquisition time is defined as the time during which the internal sample capacitor is charging. This occurs for 1.5 clock cycles of the exter- nal CLK as defined in Figure 7-2. Conversion Time - The conversion time occurs imme- diately after the acquisition time. During this time, suc- cessive approximation of the input signal occurs as the 13-bit result is being calculated by the internal circuitry. This occurs for 13 clock cycles of the external CLK as defined in Figure 7-2. Signal to Noise Ratio - Signal to Noise Ratio (SNR) is defined as the ratio of the signal to noise measured at the output of the converter. The signal is defined as the rms amplitude of the fundamental frequency of the input signal. The noise value is dependant on the device noise as well as the quantization error of the converter and is directly affected by the number of bits in the converter. The theoretical signal to noise ratio limit based on quantization error only for an N-bit con- verter is defined as: EQUATION For a 13-bit converter, the theoretical SNR limit is 80.02 dB. Total Harmonic Distortion - Total Harmonic Distortion (THD) is the ratio of the rms sum of the harmonics to the fundamental, measured at the output of the con- verter. For the MCP3302/04, it is defined using the first 9 harmonics, as is shown in the following equation: EQUATION Here V1 is the rms amplitude of the fundamental and V2 through V9 are the rms amplitudes of the second through ninth harmonics. Signal to Noise plus Distortion (SINAD) - Numeri- cally defined, SINAD is the calculated combination of SNR and THD. This number represents the dynamic performance of the converter, including any harmonic distortion. EQUATION EffectIve Number of Bits - Effective Number of Bits (ENOB) states the relative performance of the ADC in terms of its resolution. This term is directly related to SINAD by the following equation: EQUATION For SINAD performance of 78 dB, the effective number of bits is 12.66. Spurious Free Dynamic Range - Spurious Free Dynamic Range (SFDR) is the ratio of the rms value of the fundamental to the next largest component in ADC’s output spectrum. This is, typically, the first har- monic, but could also be a noise peak. SNR 6.02N 1.76 + ()dB = THD(-dB) 20 log – V2 2 V3 2 V4 2 ..... V8 2 V9 2 +++ ++ V1 2 -------------------------------------------------------------------------- = SINAD(dB) 20 log 10 SNR 10 ⁄ () 10 THD 10 ⁄ () – + = ENOB N () SINAD 1.76 – 6.02 ---------------------------------- = |
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