Continuous-time delta-sigma ADC with compact structure
a technology of continuous-time deltasigma and compact structure, which is applied in the field of continuous-time deltasigma analog to digital converter, can solve the problems of poor system stability and higher cos
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first embodiment
[0018]Please refer to FIG. 2. FIG. 2 is a diagram illustrating a continuous-time delta-sigma ADC 200 having a compact structure according to the present invention. The continuous-time delta-sigma ADC 200 comprises a loop filter 210, a summing circuit 220, a quantizer 230, and a current DAC 240. The structures and the functions of the loop filter 210, the quantizer 230, and the current DAC 240 are similar to those of the loop filter 110, the quantizer 130, and the current DAC 140 and will not be repeated again for brevity.
[0019]The summing circuit 220 comprises a positive summing resistor RS+ and a negative summing resistor RS−. The summing resistors RS+ and RS− have the same resistance R. The summing resistors RS+ and RS− transform the feedback currents IFB+ and IFB− to the feedback voltages VFB+ and VFB−, respectively, and sum the loop voltages VL+ and VL− to the feedback voltages VFB+ and VFB−, respectively, so as to generate the summing voltages VS+ and VS−. The details are expla...
second embodiment
[0026]Please refer to FIG. 4. FIG. 4 is a diagram illustrating a continuous-time delta-sigma ADC 400 according to the present invention. The continuous-time delta-sigma ADC 400 comprises a loop filter 210, a current DAC 240, and a quantizer 430. The functions of loop filter 210 and the current DAC 240 are described as above-mentioned and will not be repeated again for brevity. It is noticeable that the quantizer 430 is integrated with summing function so that the summing circuit is no longer required. Compared to the quantizer 230, the quantizer 430 does not comprise the input transistors QI+ and QI−. In other words, in the continuous-time delta-sigma ADC 200, the output ends O1 and O2 of the loop filter 210 are coupled to the control ends of the input transistors QI+ and QI−, respectively. However, in the continuous-time delta-sigma ADC 400, the output ends O1 and O2 of the loop filter 210 are, instead, coupled to the voltage dividers 231 and 232, respectively. Hence, in the contin...
third embodiment
[0028]Please refer to FIG. 6. FIG. 6 is a diagram illustrating a continuous-time delta-sigma ADC 600 according to the present invention. The structure and operational principles of the continuous-time delta-sigma ADC 600 are similar to those of the continuous-time delta-sigma ADC 400. The difference is that, in the continuous-time delta-sigma ADC 600, the output stage 611 of the loop filter 610 does not comprise the reference current module 2111. The first ends of the output transistors QO+ and QO− are coupled to the current sources 2331 and 2332 through the voltage dividers 231 (the node X1) and 232 (the node Y1), respectively. Since the currents provided by the current sources 2331 and 2332 are enough for the output transistors QO+ and QO− operating in the saturation region, the current sources 21111 and 21112 from FIG. 5 are not required in the output stage 611 of the loop filter 610. The output transistors QO+ and QO− can operate as source followers for outputting the loop volta...
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