HK1021245B - A device for processing sampled analogue signals - Google Patents
A device for processing sampled analogue signals Download PDFInfo
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- HK1021245B HK1021245B HK99105738.8A HK99105738A HK1021245B HK 1021245 B HK1021245 B HK 1021245B HK 99105738 A HK99105738 A HK 99105738A HK 1021245 B HK1021245 B HK 1021245B
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The present invention relates to a method for processing a sampled analog signal in a digital BiCMOS process, and an apparatus for processing a sampled analog signal in a digital BiCMOS process.
The switched current (SI) technology is a relatively new analog sampling digital signal processing technology that fully utilizes digital CMOS technology, such as "switched currents, an analog technology in digital technology" written by Peter peregrinus, c.toumazou, j.b.hughes and n.c.batterby, 1993. The ultimate performance of the SI circuit is mainly determined by the transconductance g of the MOS transistormAnd a capacitance C looking into its gategAnd (4) determining. Although high speed operation (about 100MHz) is possible, its speed and accuracy performance is limited by its own technology. To have high accuracy, large C is usually requiredgSince the clock feed-through error is ANDgIn inverse proportion. Thus, g is increasedmIs the only way to increase speed. With the same bias current, the transconductance of the MOS transistor is significantly lower than that of the bipolar transistor. Thus, the use of bipolar transistors may increase speed and/or improve accuracy. BiCMOS technology opens the possibility of using both MOS and bipolar transistors.
One technique for processing high-speed sampled data signals in BiCMOS has been proposed, for example, "a new BiCMOS technology for conversion of the real time signaling" written by p.shak and c.toumazou, in proc.1995 innovative symposium on circuit and systems pp.323-326. The use of bipolar transistors breaks the gm/Cg limit of the SI circuit. It first converts the current into a voltage through a transconductor and then converts the voltage into a current through a transconductor. The voltage is sampled and held at the input of the transconductor, whose input device is a MOS transistor. However, the accuracy of the conversion is determined by the absolute values of some elements. For example, the resistor determines the transimpedance value, while the size and operating conditions of the transistor determine the transconductance value. This technique is therefore sensitive to process variations, another drawback being its complexity.
A patent application on the technique known as switched current technology, has been proposed by John b.hughes, philips, u.k, e.g. EP89203067.7, 1989-12-04. All of these applications focus on digital CMOS processing technology.
In digital BiCMOS processing, the memory capacity of the MOS transistors and the large transconductance of the bipolar transistors can be exploited in such a way that their speed is mainly determined by the transconductance of the bipolar transistors and the capacitance seen by the MOS transistors. The advantages to the existing SI technology in CMOS are higher speed, less error, and higher accuracy. The advantages to other technologies in BiCMOS as described in the background of the invention are smaller errors and higher accuracy. A unique feature of the present technology is the combination of the high input impedance of the MOS device and the high transconductance of the bipolar device, which are available only in BiCMOS processing and not in CMOS processing.
Fig. 1 is a circuit configuration proposed according to the technique of the present invention.
Fig. 2 is another circuit configuration proposed according to the technique of the present invention.
Fig. 3 shows a simulated response of the circuit of fig. 1.
Fig. 4 shows the variation of the simulation error with respect to the input current according to the present invention.
The proposed new technology employs a composite transistor composed of a MOS transistor and a bipolar transistor. As shown in fig. 1, the MOS transistor is in a common-drain configuration, and the bipolar transistor is in a common-emitter configuration. Current source I01,I02And I13Are respectively a transistor M04,Q05And Q16A bias current is provided. Capacitor C07Is represented in a transistor M0All capacitances on the gate of (1), C18Is represented in a transistor M0All of the capacitances on the source.
All switches are controlled by a non-overlapping clock. At clock phase ph0While, the switch S is turned on09And S1 10Closing, and adding S2 11And (4) opening. Input current Iin12Inflow transistor Q0Thereby causing its base-emitter voltage to change. Due to the transistor M0In the transistor M, the gate-source voltage of which is not changed0The potential on the gate of (a) is also scaled. When reaching steady state, the transistor M0The potential on the gate of (1) is generated, the transistor Q0To a heat sink (or source) and input current to a transistor Q0. Because of the transistor Q0And Q1Having the same base-emitter voltage, and outputting a current I if both transistors have the same emitter region01 14Equal to the input current Iin.
At clock phase ph1During the period, switch S0And S1Is opened and switch S2And (5) closing. MOS transistor M0Is isolated and the potential on the gate is maintained. Because of the transistor M0Is constant, transistor Q0The base-emitter voltage is constant. Thus, Q0Is constant. Output current I00 13Equal to the input current Iin, at clock phase ph0During which this is to the transistor Q0Is input. Because of the transistor Q0And Q1Having the same base-emitter voltage, and outputting a current I if the two transistors have the same emitter region01Is equal to the output current I00。
Thus, the output current I00Is the storage of an input current Iin, an output current I01The track and hold function performed on the input current Iin is realized. Since will be in contact with M0And Q0The same device as used as both the input and output means. At input current Iin and output current I00There is no mismatch problem between them, just as in a secondary SI storage unit. By selecting different emitter regions, the output current I can be realized01And the input current Iin.
When the switch S0And S1The speed of the circuit is determined by adjusting the time when closing. Neglecting the on-resistance of the switching transistor, the system is a two-pole system. Frequency W of main pole0Is equal to gmQo/C0Wherein g ismQoIs a bipolar transistor Q0Transconductance of (C)0Is M0The total capacitance on the gate. Frequency Wn of non-dominant pole is equal to gmmo/C1Wherein g ismmoIs a MOS transistor M0Transconductance of (C)1Is in the transistor M0The total capacitance at the source.
For SI circuits in CMOS processing, the dominant pole frequency is determined by the transconductance of the MOS transistors and the total capacitance seen by the gates of the MOS transistors. Due to the high transconductance of the bipolar transistor, the proposed technique has a very high speed performance if the dominant non-frequencies are sufficiently high. Can be reduced in M by reducing in circuit design0In particular by using a suitably large capacitance C0To reduce clock feedthrough errors.
By using large capacitors C0Speed can also be chosen for accuracy trade-off, since the clock feed-through error is with C0In inverse proportion. Furthermore, due to the use of bipolar transistors, M is made0Becomes smaller even at the gate electrodeThis is also true with large current inputs, which reduces signal dependent clock feedthrough errors. Another source of error in SI circuits in CMOS processing is due to drain-gate parasitic capacitance. When the drain potential changes, it will couple to the gate through drain-gate parasitic capacitance, which will cause excessive errors, especially for high frequency applications. In the proposed circuit shown in FIG. 1, the drain potential of the MOS transistor is tied to VCCTherefore, there is no influence in the conversion of the gate voltage. Thus, the proposed technique has much smaller errors, both for signal-dependent and signal-independent errors.
Device M is implemented as in secondary SI memory cells in CMOS processing0And Q0Used as both input and output devices, the mismatch does not introduce any errors. However, when transistor Q is in use1And mismatch plays an important role, the current mirrors need to implement different coefficients in most cases. Since the matching of the bipolar transistor is better than that of the MOS transistor, the proposed technique is also superior to the SI technique in MOS processing in terms of accuracy.
Finally, the simplicity is worth noting. Because the bipolar transistor has a large early voltage and is in the input and output stage Q0The potential change at the collector of (a) is small and works well without the need for elaborate circuitry as shown in figure 1. In principle, SI circuits are also simple in CMOS processing. However, to handle different errors, such as clock feed-through errors, limited input/output conductance ratio errors, errors due to gate-drain parasitic capacitance, require more complex circuitry and/or clocks. The proposed technique does not require a linear capacitance as does the SI technique in MOS processing. Compared to earlier proposed techniques, this new technique does not require matching between the transconductor and the resistor, and the circuit design is much simplified.
Another circuit implementation is shown in fig. 2. It is similar to the nascent SI memory cell in CMOS processing. In fig. 2 different devices are used for input and output. Transistor M015And Q016As an input device, andtransistor M1 17And Q1 18Serving as an output device. Current source I0 19,I0 20,I1 21And I1 22Are respectively a transistor M0,Q0,M1And Q1A bias current is provided.
Capacitor C0 26Representative transistor M0All capacitances on the gate. Capacitor C1 27Representative transistor M0All of the capacitances on the source. Capacitor C2 28Representative transistor M1All capacitances on the gate. Capacitor C3 29Representative transistor M1All of the capacitances on the source.
Suppose a transistor M0And M1Having the same size, transistor Q0And Q1Having the same dimensions. When the switch S0 23Clock phase ph at closure0During period M1Is equal to M0Of the transistor, thus the transistor Q0And Q1Are equal. This makes Q0And Q1Are equal. Thus, the output current I0 24Is equal to the input current Iin25. At the time of switching on/off the switch S0Open clock phase ph1During period M1The gate of (2) is isolated, maintaining the potential. This makes Q1And thus the collector current, is constant. Output current I0Remain unchanged. Thus, the circuit implements a track-and-hold function, just as a nascent SI memory cell in a CMOS process. As mentioned above, the circuit exhibits superior performance for its CMOS counterpart.
To verify its functionality, the circuit shown in fig. 1 was simulated by using the parameters of a 3.3v digital BiCMOS process. The supply voltage is 3.3 v. In fig. 3, the input current Iin and the output current I are shown01. The input current is a 20-MHz100 mua sine wave and the clock frequency is 100 MHz. Obviously, a track and hold function is implemented.
The simulated current error is plotted in fig. 4 against the input current for a fully differential design based on the circuit scheme shown in fig. 1. The bias current in each branch is about 360 mua. It can be seen that the error is less than 0.55% and the variation is small when the sampling frequency is 100 MHz. This shows good linearity. When the clock frequency increases to 250MHz, the error increases due to the adjustment error. When the input current is less than 50% of the bias current, the error change is still small, and good linearity is represented.
Although the foregoing description contains many specifics and specificities, it should be understood that these are merely illustrative of the invention and are not to be construed as limitations thereof. It will be apparent to those skilled in the art that many modifications are possible without departing from the spirit and scope of the invention, which is defined in the following claims and their legal equivalents.
Claims (2)
1. An apparatus for processing sampled analog signals in a digital BiCMOS process using MOS transistors and bipolar transistors in the BiCMOS process, wherein means are provided for temporarily storing a voltage on the gate of the MOS transistor, means are provided for increasing the speed using the transconductance of the bipolar transistor, characterized in that: connecting a MOS transistor (4) of a common drain structure and a bipolar transistor (5) of a common emitter structure for use as input and output means at different clock phases controlled by non-overlapping clocks; and by connecting an additional bipolar transistor (6) the track and hold function with a possible scaling factor determined by the emitter regions of the two constituent bipolar transistors (5, 6) is realized, wherein the bases of the two bipolar transistors (5, 6) are interconnected.
2. The apparatus of claim 1, wherein: connecting a MOS transistor (15) of a common drain structure and a bipolar transistor (16) of a common emitter structure as an input device; connecting a MOS transistor (17) of another common-drain structure and a bipolar transistor (18) of another common-emitter structure as output means; the input and output devices are connected together only at one clock phase controlled by the non-overlapping clocks.
Applications Claiming Priority (3)
| Application Number | Priority Date | Filing Date | Title |
|---|---|---|---|
| SE9602362-7 | 1996-06-14 | ||
| SE9602362A SE517684C2 (en) | 1996-06-14 | 1996-06-14 | Method and apparatus for processing sampled analog signals in a digital BiCMOS process |
| PCT/SE1997/000979 WO1997048102A1 (en) | 1996-06-14 | 1997-06-04 | A METHOD AND DEVICE FOR PROCESSING SAMPLED ANALOGUE SIGNALS IN DIGITAL BiCMOS PROCESS |
Publications (2)
| Publication Number | Publication Date |
|---|---|
| HK1021245A1 HK1021245A1 (en) | 2000-06-02 |
| HK1021245B true HK1021245B (en) | 2004-04-30 |
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