| Motor de Búsqueda de Datasheet de Componentes Electrónicos |
|
AFE4490 Datasheet(PDF) 72 Page - Texas Instruments |
|
|
|||||||||||||||||||||||||||||
AFE4490 Datasheet(HTML) 72 Page - Texas Instruments |
|
72 / 85 page ![]() 72 AFE4404 SBAS689D – JUNE 2015 – REVISED DECEMBER 2016 www.ti.com Product Folder Links: AFE4404 Submit Documentation Feedback Copyright © 2015–2016, Texas Instruments Incorporated Typical Application (continued) Figure 4 illustrates the SNR plots corresponding to the same data as Figure 3. The input-referred noise and SNR can be related as follows: the input-referred noise current can be first referred to the receiver output using a factor of 2Rf, where Rf is 500 kΩ for this case. This output-referred voltage gives the output noise that can then be referred to the full-scale value of 2 V (note that when the full-scale differential input to the ADC is 2.4 VPP, the operating range is 2 VPP, which is the valid operating range of the TIA). Figure 5 plots the input-referred noise current versus sampling duty cycle across different TIA gain settings. Figure 6 corresponds to the SNR plot of the data in Figure 5. As illustrated in Figure 5, a dynamic range of 100 dB or more can be achieved in the receiver for many of the TIA gain settings. A reduction in SNR for higher TIA gain settings is in line with what is expected from the receiver because a higher TIA gain setting implies a lower signal level at the input of the receiver. Figure 7 and Figure 8 correspond to the input-referred noise current and corresponding SNR across the sampling duration duty cycle for different settings of the ADC averaging (as set by the NUMAV register setting). An ADC averaging of 1 implies no averaging. As illustrated in these curves, the SNR improves with averaging more samples. This improvement becomes more pronounced at lower TIA gain settings where the ADC noise has a higher affect on the overall receiver noise. The input-referred current noise current versus sampling duty cycle for different decimation factors is illustrated in Figure 9. As illustrated in Figure 9, a 4X decimation leads to almost a 2X reduction in input-referred noise. Figure 10 refers to a hypothetical case that is used to illustrate the improvement in the receiver dynamic range when using the offset cancellation DAC. Assume that the dc level of the signal current corresponds to 7.25 µA. Without the offset cancellation DAC, assume operation is with a TIA gain of 25 kΩ, which causes the output of the receiver to be at 362.5 mV. If the offset cancellation DAC is enabled with a subtraction current of 7 µA (the maximum setting), then the signal level at the input of the TIA after the offset cancellation DAC subtraction is 0.25 µA. For this current, a TIA gain setting of 1 MΩ causes the TIA output to be at 500 mV. In effect, by enabling the offset cancellation DAC with the right setting, a higher TIA gain setting is allowed, which ends up reducing the contribution of the ADC noise and thereby reduces the input-referred noise current of the receiver. Note that the benefit from the offset cancellation DAC may not be so dramatic in an actual use case because perfect cancellation of the dc signal may not be achieved from the 0.5-µA resolution of the offset cancellation DAC. Even if achieved, the highest possible TIA gain setting on the residual current may cause receiver saturation with small changes in the dc signal level. For this reason, a safe value for the maximum gain setting when operating with the offset cancellation DAC is 250 kΩ or less. The third curve in Figure 10 illustrates this case. Figure 11 illustrates the effective response of the switched RC filter at the receiver output. The switched RC filter has a physical RC time constant that corresponds to a bandwidth of approximately 2.5 kHz. However, the effective bandwidth of the filter scales approximately with the sampling duration duty cycle. For a lower duty cycle, the effective filter bandwidth reduces as described from the comparison of a 5% duty cycle with a 25% duty cycle. At even lower duty cycles, the filter can double-up as a noise bandwidth reduction filter that can relax the digital-filtering requirements in the MCU. Figure 12 illustrates the switched RC filter response for a sampling duty cycle of 1% across different PRF settings. Figure 13 illustrates the switched RC filter response for a sampling duty cycle of 5% across different PRF settings. Figure 14 illustrates the LED current value versus the LED current setting code. The mode marked as 50-mA LED Current Mode corresponds to the default setting of ILED_2X = 0, whereas the mode marked as 100-mA LED Current Mode corresponds to ILED_2X = 1. The ideal slope of these curves corresponds to 0.793 mA per code for the 50-mA current mode and 1.587 mA per code for the 100-mA current mode. However, a small deviation from these ideal values can exist from device to device, and can be viewed as a gain error in the LED current versus code. This deviation can be larger for the 100-mA current mode, with slight saturation of current especially at the high-current settings. |
|
Enlace URL |
| ¿ALLDATASHEET es útil para Ud.? [ DONATE ] |
Todo acerca de Alldatasheet | Publicidad | Contáctenos | Política de Privacidad | Enlace a la hoja de datos | Intercambio de Enlaces | Lista de Fabricantes All Rights Reserved©Alldatasheet.com |
| Russian : Alldatasheetru.com | Korean : Alldatasheet.co.kr | Spanish : Alldatasheet.es | French : Alldatasheet.fr | Italian : Alldatasheetit.com Portuguese : Alldatasheetpt.com | Polish : Alldatasheet.pl | Vietnamese : Alldatasheet.vn Indian : Alldatasheet.in | Mexican : Alldatasheet.com.mx | British : Alldatasheet.co.uk | New Zealand : Alldatasheet.co.nz |
|
Family Site : ic2ic.com |
icmetro.com |