The present disclosure relates to a sample hold circuit, in particular to a circuit (for example, a pipelined A/D converter, a ΔΣA/D converter, and the like) configured to convert an input signal by using amplification by an operational amplifier to an output signal.
A pipelined A/D converter can be mentioned as a circuit using the sample hold circuit. As a pipelined A/D converter 10, for example, a circuit illustrated in
Such a pipelined A/D converter 10 is configured, as illustrated in
Since each of the unit blocks 100(1) to 100(N) has an identical configuration, the configuration of Stage1 (i.e., unit block 100(I)) will be described, herein.
As illustrated in
The SSH circuit 101 of the StageI receives an analog output signal ResidueI−1 output from a unit block StageI−1 on a previous stage.
The SADC circuit 102 is provided for carrying out an A/D conversion on the analog output signal ResidueI−1 received by the SSH circuit 101 into a digital signal DigitalI. The digital signal DigitalI is output as an output signal (i.e., DigitalI) of the Stage1. It is to be noted that the digital signal DigitalI output from the SADC circuit 102 is summed with a digital signal DigitalI output from the SADC circuit 102 of each of the Stage1 to StageN, in a predefined rule. The result is output as a digital output signal representing an A/D conversion result.
The DAC circuit 103 generates an analog signal corresponding to the digital signal DigitalI from the SADC circuit 102, and outputs it to the adder 104.
The adder 104 subtracts the analog signal generated by the DAC circuit 103 from the analog signal received by the SSH circuit 101, and outputs the analog signal that is a subtraction result, as ResidueI which is a residue signal to a unit block StageI+1 on a subsequent stage. In this situation, the analog signal (i.e., ResidueI) as the residue signal which is obtained by subtraction at the adder 104 is amplified by a predefined multiplication, so that the A/D conversion is enabled by the identical unit block (i.e., Stage) configuration without increasing the demanded accuracy of the unit block StageI+1 on the subsequent stage. Hence, the A/D conversion with high accuracy is achieved.
In the meantime, the SSH circuit 101, the DAC circuit 103, and the adder 104 are generally configured with a combination of a single operational amplifier and a capacitance CAP. The circuit configured by combining the operational amplifier and the capacitance CAP is referred to as Multiplying DAC (i.e., MDAC: Multiplying Digital Analog Convertor) 105.
In
As illustrated in
In the sampling phase (of
On the other hand, in the holding phase (of
The capacitance Cf and the capacitance Cr are each configured with a part of the plural unit capacitances included in the sampling capacitor CsI. In other words, as to the sampling capacitor CsI, in the holding phase, a part of the unit capacitances included in the sampling capacitor CsI is used as the capacitance Cf that connects the output end and the inverting input end of the MDAC-AMP 11, and the remaining unit capacitances are used as the capacitance Cr.
It is to be noted that, here, the description has been given of a case where a part of the plural unit capacitances included in the sampling capacitor CsI is used as the capacitance Cf and the capacitance Cr. However, this configuration is not always the case. For example, the plural unit capacitances included in the sampling capacitor CsI are used as the capacitances Cr without change, and the capacitance Cf may be provided separately.
The output from the MDAC-AMP 11 is connected to a sampling capacitor CsI+1 of an MDAC 105 configuring a unit block of StageI+1 on a subsequent stage, the output from the MDAC-AMP 11 of StageI is output to the sampling capacitor CsI+1 on the subsequent stage, as the analog output signal ResidueI. Also, a non-inverting input end of the MDAC-AMP 11 is kept on the ground level.
In this situation, when the DC (i.e., direct current) gain of the MDAC-AMP 11 is assumed to be “a0”, a voltage Va at the inverting input end of the MDAC-AMP 11 can be represented by following expression (1), by use of a voltage Vout at the output end of the MDAC-AMP 11.
Va=−(1/a0)Vout (1)
For example, in a case where all the voltages connected to the unit capacitances included in the capacitance Cr are zero, following expression (2) is satisfied from the law of conservation of charge accumulated in the capacitance in the sampling phase and holding phase.
CsI×Vin=Cf(Vout−Va)+Cr(0−Va)+Cp(0−Va) (2)
From the above expressions (1) and (2), the output ResidueI from the MDAC-AMP 11, namely the output Vout from the MDAC 105, in the holding phase, can be represented by following expression (3).
Vout=(CsI/Cf)×{1/(1+1/(a0×f))}×Vin (3)
Here, “a0” in the expression (3) represents the DC (i.e., direct current) gain of the MDAC-AMP 11, as described above. Also, “f” refers to feedback factor of the MDAC-AMP 11, and can be represented by following expression (4) by use of the respective capacitances Cr, Cf, and Cp.
f=Cf/(Cr+Cf+Cp) (4)
In a transfer function represented by the expression (3), when an input/output property is ideal, the expression (3) can be represented by following expression (5).
Vout=(CsI/Cf)×Vin (5)
From the expressions (3) and (5), in order to make the ideal input/output property available, it is understood that the DC Gain “a0” of the MDAC-AMP 11 has to be large enough to the infinity.
Actually, the DC Gain “a0” is increased according to the demanded accuracy.
In general, a multistage or cascode configuration is needed to increase the DC Gain of the AMP. Therefore, there arises a problem in that keeping a good stability is difficult or the output amplitude is subject to a limitation.
To solve such a problem, As a method of obtaining a high gain property without increasing the DC Gain “a0”, there is a technique called Summing Point Monitoring (hereinafter, referred to as SPM).
In this circuit, after a voltage Va at the Summing Point is sampled (added) at a capacitance Ce1 once, f′ is made available with a ratio of capacitances Ce1 and Ce2 by use of a feedback circuit of the AMP. In this example, Cp′ represents a parasitic capacitance present at the input end of a Gain-AMP 12.
In this circuit, the voltage is sampled at the capacitance Ce1, and is then transferred through the capacitance Ce2.
When new capacitances such as Ce1 and Ce2 are added as described, however, this poses a problem that the property of the overall ADC deteriorates due to the noise caused by the newly added capacitances.
The present disclosure has been made in view of the above circumstances, and provides a sample hold circuit, an A/D converter, a calibration method of the sample hold circuit, and a circuit, in which noises are small.
In one embodiment of the present disclosure, there is provided a sample hold circuit, including: a sampling capacitor (for example, sampling capacitor CsI in
Hereinafter, embodiments of the present disclosure will be described.
The A/D converter 1 is different from the pipelined A/D converter 10 illustrated in
The MDAC 110 is an MDAC using the SPM.
The MDAC 110 using the SPM is, as illustrated in
The Gain-AMP 12 is short-circuited such that input and output ends are short-circuited to the ground level in the sampling phase, whereas the input end is connected to the Summing Point in the holding phase and the output end is connected to a sampling capacitor CsI+1 of the MDAC 110 included in the unit block StageI+1 on the subsequent stage. In other words, by alternately repeating the sampling phase (of
The output Vout (i.e., MDAC) from the MDAC-AMP 11 in the MDAC 110 using the SPM illustrated in this
Vout(MDAC)=(CsI/Cf)×{1/(1+1/(a0×f))}×Vin (6)
On the other hand, the output Vout (i.e., SPM) from the Gain-AMP 12 can be represented by following expression (7), where 1/f′ is the gain of the Gain-AMP 12.
In the MDAC 110 using the SPM illustrated in
Here, when “f′” is equal to “f”, the expression (8) can be represented by following expression (9).
Vout=(CsI/Cf)×Vin (9)
From the expression (9), it is understood that the output Vout from the unit block StageI in the MDAC 110 using the SPM does not rely on the DC Gain “a0” of the MDAC-AMP 11. In other words, a high gain property can be kept, even when the DC Gain “a0” is low.
Herein, in the pipelined A/D converter 1 in one embodiment of the present disclosure, for the Stage1 (100(1)), the MDAC 110 using the SPM illustrated in
In other words, in the pipelined A/D converter 1, the highest DC Gain “a0” is demanded for the Stage1 (100(1)). For that purpose, in one embodiment of the present disclosure, on the Stage1 (100(1)), the MDAC 110 using the SPM illustrated in
It is to be noted that the present disclosure is not limited to the above embodiment. For all of the Stage1 (100(1)) to StageN (100(N)) or plural Stages thereof, the MDAC 110 using the SPM illustrated in
Returning to
In other words, as illustrated in
Also, a connection point of the MOS transistors My1 and Mx1 is one output end Pout of the Gain-AMP 12. Further, a current source I1 is connected in parallel with the MOS transistor My1. Similarly, a connection point of the MOS transistors My2 and Mx2 is the other output end Nout of the Gain-AMP 12, and a current source I2 is connected in parallel with the MOS transistor My2. In other words, the Gain-AMP 12 is a non-discrete gain amplifier, and is also a capless gain amplifier in which a switched capacitor is not provided.
Then, the gate of the MOS transistor Mx2 is connected to one input end Pin of the Gain-AMP 12, whereas the gate of the MOS transistor Mx1 is connected to the other input end Nin of the Gain-AMP 12. The input end Pin/Nin corresponds to the input end of the Gain-AMP 12 in
In addition, the gates of the MOS transistors My1 and My2 are connected to fixed voltages Vb1 and Vb2 large enough for the MOS transistors to be in saturation ranges, respectively.
Further, the output end Pout/Nout corresponds to the output end of the Gain-AMP 12 in
The gain of the Gain-AMP 12 illustrated in
1/f′=gmx/gmy (10)
Herein, the MOS transistors Mx1, Mx2, My1, and My2 are each configured with a MOS transistor of the same type, and have an identical functional configuration. Therefore, the property of the Gain-AMP 12 is that it is hardly affected by a variation in the process.
It is to be noted that the current sources I1, I2, and I3 can be configured with a MOS transistor, as illustrated in
When the current source I3 is configured with a MOS transistor, a simple amplifier is configured such that the power supply voltage of the power supply VDD is connected by three MOS transistors to the ground GND. Hence, an effect that the input and output amplitudes are hardly affected by a limitation of the power supply voltage or an operation point of the MOS transistor is obtainable.
Returning to
gm=2×{K×(W/L)×i}1/2 (11)
In other words, the value of the transconductance gm of the MOS transistor has a proportional relationship with a ½ power of the current i flown across the MOS transistor. Accordingly, it is understood that the value of the transconductance gm is changed by finely adjusting the current values of the current sources I1, I2, and I3, so that the gain 1/f′ of the Gain-AMP 12 can be changed.
In
In
Vout(ADC)=(1−α)×Vin(ADC) (12)
α in the expression (12) can be represented as follows by using the gain “1/f′” of the Gain-AMP 12 and the inverse number “1/f” of the feedback factor of the MDAC 110.
α=Cf/Cs×(1/a0)×(1/f−1/f′) (13)
Here, a signal PN×Vcal, which is a random variable PN of either “1” or “−1” multiplied by a certain voltage Vcal, is added to an input signal Vin of analog signal, and the added analog signal Vin (ADC) is input into the pipelined A/D converter 1. For example, the voltage Vcal should be set based on the time to be used for demanded input amplitude or correction, for example.
After the signal is converted from analog to digital through the pipelined A/D converter 1, a digital signal corresponding to the analog signal PN×Vcal that has been added to the input signal Vin is subtracted from the digital signal Vout (ADC) corresponding to the analog signal Vin (ADC) output from the pipelined A/D converter 1. As a result of subtraction, that is the output Vout can be represented by following expression (14).
Vout=Vin−α×(Vin+PN×Vcal) (14)
In this situation, when the random variable PN used for calculating the analog signal PN×Vcal that has been added to the input signal Vin is multiplied by the output Vout represented by the expression (13), as the random variable PN is either “1” or “−1” and PN×PN=1 is satisfied, as described above, PN×Vout can be represented by following expression (15).
PN×Vout=PN×Vin(1−α)−αVcal (15)
When the PN×Vin, that is the random variable PN multiplied by the input signal Vin, is averaged in the long term, its result becomes zero. Hence, after all, the expression (15) can be represented by expression (16).
PN×Vout=−αVcal (16)
Here, by using an accumulator 21, an up/down counter (i.e., up/dn counter) 22 configured to detect the signal PN×Vout (=−α×Vcal=Verr) in the long term, and a DAC (i.e., D/A converter) 23, the gain of the Gain-AMP 12 of the MDAC 110 included in the pipelined A/D converter 1 is adjusted so that Verr (i.e., error signal) becomes zero.
In other words, in the accumulator 21, the error signal Verr which has been input is accumulated. In the up/down counter 22, when the accumulated value is smaller than 0, from the expression (13), 1/f′ can be considered to be larger than 1/f. Thus, an instruction signal for decreasing the gain of the Gain-AMP 12 is output. Conversely, when the accumulated value at the accumulator 21 is larger than zero, from the expression (13), 1/f′ can be considered to be smaller than 1/f. Thus, an instruction signal for increasing the gain of the Gain-AMP 12 is output.
In the DAC 23, the current values of the current sources I1 to I3 are adjusted in accordance with the instruction signal of the up/down counter 22. For example, in decreasing 1/f′, the current quantities of the current sources I1, I2 and I3 are decreased, and 1/f′ is decreased by decreasing the transconductance gmx of the MOS transistors Mx1 and Mx2. Conversely, the current quantities of the current sources I1, I2 and I3 are increased, 1/f′ is increased by increasing the transconductance gmx of the MOS transistors Mx1 and Mx2.
As described above, α=0 is met by adjusting the gain of the Gain-AMP 12.
Thus, when α=0 is substituted for the expression (14), the expression (14) results in that Vout=Vin is satisfied. In other words, it becomes same with the input signal Vin has been subjected to the analog-digital conversion ideally.
It is to be noted that in
As described heretofore, according to the pipelined A/D converter 1 in one embodiment of the present disclosure, an accurate analog-digital conversion can be performed without adding a new capacitance. In addition, even when the DC Gain “a0” of the MDAC-AMP 11 is low, the accurate analog-digital conversion can be performed. Thus, while suppressing an increase of noise, the analog-digital conversion with accuracy is achievable.
Further, for example, like the circuit configured to realize the SPM of
In addition, even when the DC Gain “a0” of the MDAC-AMP 11 is comparatively small, as the analog-digital conversion can be performed precisely, the DC Gain “a0” of the MDAC-AMP 11 can be suppressed small. Therefore, the MDAC-AMP11 is also achievable with a simple configuration. In other words, as the power supply voltage can be made smaller, the power consumption can be further suppressed.
It is to be noted that in the above-described embodiments of the present disclosure, the description has been given of the case where the Gain-AMP 12 is configured with an N-channel MOS transistor, but can be configured with a P-channel MOS transistor. In this case, as illustrated in
In other words, as illustrated in
In addition, a connection point of the MOS transistors Mx1 and My1 is one output end Pout of the Gain-AMP 12. Furthermore, the current source I1 is connected in parallel with the MOS transistor My1. Similarly, a connection point of the MOS transistors Mx2 and My2 is the other output end of the Gain-AMP 12 Nout. Furthermore, the current source I2 is connected in parallel with the MOS transistor My2.
Then, the gate of the MOS transistor Mx2 is connected to one input end Pin of the Gain-AMP 12, and the gate of the MOS transistor Mx1 is connected to the other input end Nin of the Gain-AMP 12.
The input end Pin/Nin corresponds to the input end of the Gain-AMP 12 in
Also, the gates of the MOS transistors My1 and My2 are connected to fixed voltages Vb3 and Vb4 large enough for the MOS transistors to be in saturation ranges, respectively.
Further, the output ends Pout and Nout correspond to the output end of the Gain-AMP 12 in
With the above-described configuration, the same operation effects as the case where the Gain-AMP 12 is configured with an N-channel MOS transistor are obtainable.
It is to be noted that in the above-described embodiments, the description has been given of the case where the sample hold circuit in some embodiments of the present disclosure is applied to the MDAC included in the pipelined A/D converter. The present disclosure, however, is not limited to the above-described embodiments. For example, any sample hold circuit included in a ΔΣ A/D converter or the like is applicable.
Also, the scope of the present disclosure is not limited to the exemplary embodiments that have been illustrated and described, and includes all embodiments that can bring an equivalent effect that the present disclosure is directed to. Furthermore, the scope of the present disclosure can be defined by every desired combination of specific features, all of which have been disclosed herein.
In one embodiment of the present disclosure, there is provided a sample hold circuit, including: a sampling capacitor (for example, sampling capacitor CsI in
The second amplifier may be configured to supply a monitoring result of the voltage at the summing point to another sampling capacitor (for example, sampling capacitor CsI+1 in
An input end of the differential pair may be connected to the summing point, and an output end of the differential pair may be connected to a sampling capacitor included in the above another sample hold circuit on the subsequent stage.
The variable current unit may include: a first variable current unit (for example, current source I3 in
The differential pair may include first and second MOS transistors (for example, MOS transistors Mx1 and Mx2 in
The load unit may include third and fourth MOS transistors (for example, MOS transistors My1 and My2 in
The first to fourth MOS transistors may be configured with MOS transistors of same type.
The first variable current unit may include a fifth MOS transistor (for example, current source I3 in
The second variable current unit may include first and second current sources (for example, current sources I1 and I2 in
A controller (for example, DAC 23 in
In another embodiment of the present disclosure, there is provided a sample hold circuit, including: a first amplifier (for example, MDAC-AMP 11 in
The amplification unit may be a non-discrete gain amplifier.
The amplification unit may be a capless gain amplifier.
The amplification unit may be capable of changing a gain.
The amplification unit having an output end may be connectable to a sampling capacitor (for example, sampling capacitor CsI+1 in
In further another embodiment of the present disclosure, there is provided an A/D converter (for example, pipelined A/D converter 1 in
In yet another embodiment of the present disclosure, there is provided a calibration method of a sample hold circuit, the calibration method including: multiplying a random variable (for example, PN in
The adjusting the gain of the gain amplifier may include: accumulating the error signal; outputting an instruction signal to decrease the gain of the gain amplifier when an accumulated value is a negative value, or outputting the instruction signal to increase the gain of the gain amplifier when the accumulated value is a positive value; and adjusting the gain in accordance with the instruction signal.
The random variable may be either 1 or −1.
The preset voltage may be set based on an input amplitude needed for the sample hold circuit or a time for calibration.
In yet another embodiment of the present disclosure, there is provided calibration method of a sample hold circuit, the calibration method including: inputting an analog signal to the sample hold circuit having a threshold changed by a random variable; performing an analog-digital conversion on the analog signal through the sample hold circuit; multiplying the random variable by a digital signal output from the sample hold circuit to set a multiplication result as an error signal; and adjusting a gain of a gain amplifier included in the sample hold circuit so as to decrease the error signal.
In yet another embodiment of the present disclosure, there is provided a calibration method of a sample hold circuit, the calibration method including: multiplying a random variable by a preset voltage; adding a multiplied signal obtained by the multiplying to an input signal; inputting an analog signal obtained by the adding to the sample hold circuit; performing an analog-digital conversion on the analog signal obtained by the adding through the sample hold circuit; subtracting a first digital signal corresponding to the multiplied signal from a second digital signal output from the sample hold circuit; multiplying a subtraction result by the random variable to set a multiplication result as an error signal; and adjusting a gain of a gain amplifier included in the sample hold circuit so as to decrease the error signal.
The adjusting may include: accumulating the error signal; outputting an instruction signal to decrease the gain of the gain amplifier when an accumulated value is a negative value, or outputting the instruction signal to increase the gain of the gain amplifier when the accumulated value is a positive value; and adjusting the gain in accordance with the instruction signal.
The random variable may be either 1 or −1.
The preset voltage may be set based on an input amplitude needed for the sample hold circuit or a time for calibration.
In yet another embodiment of the present disclosure, there is provided a calibration method of a sample hold circuit, including: inputting an analog signal to the sample hold circuit having a threshold changed by a random variable; performing an analog-digital conversion on the analog signal through the sample hold circuit; multiplying the random variable by a digital signal output from the sample hold circuit to set a multiplication result as an error signal; and adjusting a gain of a gain amplifier included in the sample hold circuit so as to decrease the error signal.
In yet another embodiment of the present disclosure, there is provided a circuit, including: a main path having an input end; and a subsidiary path having an input end connectable to the input end of the main path, and configured to correct an error caused by the main path at a place immediately subsequent to the main path.
In one embodiment of the present disclosure, even when the gain property of the first amplifier is low, the analog to digital conversion can be carried out with higher accuracy. In addition, since it is made available without adding a new capacitance, an increase of noise can be suppressed.
Further, the gain amplifier is achievable with a relatively simple configuration. Thus, the power consumption can be lowered, and the gain property of the first amplifier can be suppressed low, that is the first amplifier can be made with a simple configuration. Thus, the power supply voltage can be decreased, and the consumed power can be suppressed by the decreased amount.
Number | Date | Country | Kind |
---|---|---|---|
2012-196961 | Sep 2012 | JP | national |
Filing Document | Filing Date | Country | Kind |
---|---|---|---|
PCT/JP2013/004838 | 8/12/2013 | WO | 00 |
Publishing Document | Publishing Date | Country | Kind |
---|---|---|---|
WO2014/038138 | 3/13/2014 | WO | A |
Number | Name | Date | Kind |
---|---|---|---|
2271750 | Vandercook | Feb 1942 | A |
7304598 | Bogner | Dec 2007 | B1 |
8339303 | Ali et al. | Dec 2012 | B2 |
8358228 | Ali et al. | Jan 2013 | B2 |
20020113726 | Nagaraj | Aug 2002 | A1 |
20030128067 | Jaussi | Jul 2003 | A1 |
20030132872 | Casper | Jul 2003 | A1 |
20040263367 | Batruni | Dec 2004 | A1 |
20050237694 | Kapusta, Jr. et al. | Oct 2005 | A1 |
20060082479 | Batruni | Apr 2006 | A1 |
20070120725 | Huang | May 2007 | A1 |
20070146064 | Morie | Jun 2007 | A1 |
20090055678 | Kummaraguntla | Feb 2009 | A1 |
20090096646 | Lee | Apr 2009 | A1 |
20090102688 | Cesura et al. | Apr 2009 | A1 |
20100149010 | Morie et al. | Jun 2010 | A1 |
20120268302 | Etou | Oct 2012 | A1 |
20130120171 | Dinc et al. | May 2013 | A1 |
20130187801 | de Figueiredo | Jul 2013 | A1 |
Number | Date | Country |
---|---|---|
H02-057616 | Apr 1990 | JP |
3-330863 | Dec 1996 | JP |
H11-298262 | Oct 1999 | JP |
2007-521743 | Aug 2007 | JP |
2007-534280 | Nov 2007 | JP |
2012-060519 | Mar 2012 | JP |
2009034683 | Mar 2009 | WO |
Entry |
---|
International Preliminary Report on Patentability dated Mar. 10, 2015, for the corresponding International application No. PCT/JP2013/004838. |
Ali et al, “A 16-bit 250-MS/s IF Sampling Pipelined ADC With Background Calibration”, IEEE Journal of Solid-State Circuits, vol. 45, No. 12, Dec. 2010, pp. 2602-2612. |
Ali et al., “A 16b 250MS/s IF-Sampling Pipelined A/D Converter with Background Calibration”, ISSCC2010, Feb. 9, 2010. |
Miyahara et al., “Adaptive Cancellation of Gain and Nonlinearity Errors in Pipelined ADCs”, ISSCC2013. |
Miyahara et al., “A 14b 60 MS/s Pipelined ADC Adaptively Cancelling Opamp Gain and Nonlinearity”, IEEE Journal of Solid-State Circuits, vol. 49, No. 2, Feb. 2014. |
Ali et al., “Background calibration of operational amplifier gain error in pipelined A/D converters”, IEEE Transactions on Circuts and Systems, vol. 50, No. 8, Sep. 2003. |
Sin et al., “A novel low-voltage finite-gain compensation technique for high-speed reset- and switched-opamp circuits,”in Proc. IEEE Int. Symp. Circuits and Systems, ISCAS, 2006, pp. 3794-3797, Sep. 2006. |
Murmann et al., “A 12-bit 75 MS/s pipelined ADC using open-loop residue amplification,” IEEE J. Solid-State Circuits, vol. 38, No. 12, pp. 2040-2050, Dec. 2003. |
Keane et al., “Background interstage gain calibration technique for pipelined ADCs,” IEEE Trans. Circuits Syst. I, vol. 52, No. 1, pp. 32-43, Jan. 2005. |
Panigada et al., “A 130 mW 100 MS/s pipelined ADC with 69 dB SNDR enabled by digital harmonic distortion correction,” IEEE J. Solid-State Circuits, vol. 44, No. 12, pp. 3314-3328, Dec. 2009. |
Brooks et al., “A Zero-Crossing-Based 8-bit 200MS/s pipelined ADC”, IEEE Journal of Solid-State Circuits, vol. 42, No. 12, Dec. 2007. |
Park et al., “A 0.13μm CMOS 78dB SNDR 87mW 20MHz BW CT ΔΣ ADC with VCO-Based Integrator and Quantizer”, IEEE International Solid-State Circuits Conference, Feb. 2009. |
Song et al., “A 10-b, 15-MHz CMOS recycling two-step A/D converter,” IEEE J. Solid State Circuits, vol. 25, No. 6, pp. 1328-1338, Dec. 1990. |
Li et al., “A ratio-independent algorithmic analog-to-digital conversion technique,” IEEE J. Solid-State Circuits, vol. SC-19, No. 6, pp. 828-836, Dec. 1984. |
Brooks et al., “A cascaded sigma-delta pipeline A/D converter with 1.25 MHz signal bandwidth and 89 dB SNR,” IEEE J. Solid-State Circuits, vol. 32, No. 12, pp. 1896-1906, Dec. 1997. |
Shu et al., “A 15-bit Linear 20-MS/s Pipelined ADC Digitally Calibrated With Signal-Dependent Dithering”, IEEE Journal of Solid-State Circuits, vol. 43, No. 2, Feb. 2008. |
Mehr et al., “A 55-mW, 10-bit, 40-Msample/s Nyquist-rate CMOS ADC,” IEEE J. Solid-State Circuits, vol. 35, No. 3, pp. 318-325, Mar. 2000. |
Abo et al., “A 1.5-V, 10-bit, 14.3-MS/s CMOS pipelined analog-to-digital converter,” IEEE J. Solid-State Circuits, vol. 34, No. 5, pp. 599-606, May 1999. |
Bruccoleri et al., “Noise cancelling in wideband CMOS LNAs,” in IEEE Int. Solid-State Circuits Conf. Feb. 2002. |
International Search Report dated Nov. 5, 2013 for International application No. PCT/JP2013/004838. |
Office Action dated Mar. 21, 2016 from the Taiwan Patent Office in counterpart Taiwanese application No. 102129169. |
Number | Date | Country | |
---|---|---|---|
20150229320 A1 | Aug 2015 | US |