Our study investigated the realization of a high-precision MOS current-mode circuit. Simple studies have implied that it is difficult to achieve a high signal-to-noise ratio (S/N) in a current-mode circuit. Since the signal voltage at the internal node is suppressed, the circuit is sensitive to various noise sources. To investigate this, we designed and fabricated a current-mode sample-and-hold circuit with a 3V power supply and a 20MHz clock speed, using a standard CMOS 0.6µm device process. The measured S/N reached 57dB and 59dB in sample mode, and 51dB and 54dB in sample-and-hold mode, with 115µA from a 3V power supply and 220µA from a 5V power supply of input currents and a 10MHz noise bandwidth. The S/N analysis based on an actual circuit was done taking device noise sources and the fold-over phenomena of noise in a sampled system into account. The calculation showed 66.9dB of S/N in sample mode and 59.5dB in sample-and-hold-mode with 115µA of input current. Both the analysis and measurement indicated that 60dB of S/N in sample mode with a 10MHz noise bandwidth is an achievable value for this sample-and-hold circuit. It was clear that the current-mode approach limits the S/N performance because of the voltage suppression method. This point should be further studied and discussed.

A design methodology of the analog currentmode bandwidth programmable integrator for a low voltage (3V) and low power application is developed and the integrator designed by this method is successfully fabricated by a 0.8µm CMOS n-well single poly/double metal process. The integrator ocuppies the active chip area of 0.3mm2. The experimental result illustrates a low power dissipation (1.0mW-3.55mW), 65dB of the dynamic range, and bandwidth programmability (10MHz-30MHz) with an external digital 4bit.

We discuss a new decoder for the multiple-valued signed-digit number, using a current-mode CMOS transistor-oriented circuit structure. In this paper, a new decoding method with the selective summation of a redundantly represented addend "O = [-1 r]" is proposed, where r is the radix and the addend is applied to each digit with a negative value and any consecutively higher digit takes which has a value of O. A newly designed literal linear circuit is realized, which has a current-switch function that makes independently the short path when each digit has a value of O. Through the parallel connections of these current swiches, the same addend signal at the lower digit is transmitted in a higher speed, The decoder circuit is tested by using the general circuit simulation software SPICE and the circuit characteristics of the selective summation of a redundantly represented O addend and the output results of the SD decoding operation were simulated. We also evaluated the decoder circuit in terms of the processing speed and the circuit size.

A clock-feedthrough (CFT) compensation technique using a dummy cell is valid when the CFT current from a switched-current (SI) memory cell is signal-independent. Based on this idea, a SI dummy cell appropriate for the S2I cell is developed. Simulations show that the CFT rejection ratio as high as 60dB is attainable over the temperature range from -30 to 80 with this architecture. The CFT-compensated SI cell proposed here is, therefore, quite usuful for high-accuracy, current-mode signal processing.

We have designed a new current-mode low-voltage, low-power, high-frequency CMOS VCO circuit. The main purpose of this new circuit is to obtain operational capabilities with more than 1 GHz oscillation frequency from one battery cell. The current-mode approach was adopted throughout the circuit design to achieve this. New differential-type delay cells in the current-mode operation enable extremely low supply voltage operation and superior linearity between the oscillation frequency and control voltage of a ring oscillator. A design which combines the transitions of each delay cell output enables the VCO's high-frequency operation. To obtain a sufficient current level at output, a current amplifier with a small amount of positive feedback is used. The unnecessary generation of spectral components caused by mismatched time delay of delay cells in a ring-oscillator, which is an inherent problem of the VCO in a ring-oscillator form, is 0also analyzed. The characteristics of the designed VCO were examined by the SPICE circuit simulation using standard CMOS 0.6µm devices. Operation with a 1 V power supply, 1 GHz oscillation frequency, and 5.7 mW power dissipation was verified.

A 3V-50 MHz analog CMOS current-mode continuous-time active filter with a negative resistance load (NRL) is proposed. In order to design a current-mode current integrator, a modified basic current mirror with a NRL to increase the output resistance is employed. The inherent circuit structure of the designed NRL current integrator, which minimizes the internal circuit nodes and enhances the gain bandwidth product, is capable of making the filter operate at the high frequency. The third order Butterworth low pass filter utilizing the designed NRL current integrator is synthesized and simulated with a 1.5 µm CMOS n-well process. Simulation result shows the cutoff frequency of 50 MHz and power consumption of 2.4mW/pole with a 3V power supply.

A CMOS fully balanced current-mode filter is presented. A fully balanced current-mode integrator which is the basic building block is implemented by adding a very simple common-mode-rejection mechanism to fully differential one. The fully balanced operation can eliminate even order distortion, which is one of the drawbacks in previous continuous current-mode filter. Moreover, the additional circuit can work as not only common-mode-rejection mechanism but also Q-tuning circuit which compensates lossy elements due to finite output impedance of MOS FET. A prototype fifth-order low-pass lad-der filter designed in a standard digital 0.8µm CMOS process achieved a cut-off frequency (fC) of 100MHz; fC was tunable from 75MHz to 120MHz by varying a reference bias current from 50µA to 150µA. Using a single 3V power supply with a nominal reference current of 100µA, power dissipation per one pole is 30mW. The active filter area was 0.011mm2/pole and total harmonic distortion (THD) was 0.73 [%] at 80MHz, 80µA amplitude signal. Furthermore, by adjusting two bias currents, on chip automatic both frequency and Q controls are easily implemented by typical tuning systems, for example master-slave tuning systems [1].

In this letter, a novel current-mode operational amplifier (COA) is proposed. The proposed COA can operate at 2 V (1 V) supply voltage. For high frequency operation it has only an npn transistor in signal path. Finally, SPICE simulation are shown to verify the performance of the proposed COA.

This paper describes a study to determine if a current-mode circuit is useful as an analog circuit technique for realizing submicron mixed analog-and-digital MOS LSIs. To examine this, we designed and circuit simulated a new current-mode ADC bit-block for a 3 V, 10-bit level, 20 MHz ADC with a pipeline architecture and with full current-mode approach. A new precision current-mode sample-and-hold circuit which enables operation of a bit block at a clock speed of 20 MHz was developed. Current mismatches caused by the poor output impedance of a device were also decreased by adopting a cascode configuration throughout the design. Operation with a 3 V power supply and a 20 MHz clock speed in a 3-bit A/D configuration was verified through circuit simulation using standard CMOS 0.6 µm device parameters. Gain error, mismatch of current, and linearity of the bit block with changing threshold voltage of a device were carefully examined. The bit block has a gain error of 0.2% (10-bit level), a linearity error of less than 0.1% (more than 10-bit level), and a current mismatch of DAC current sources in a bit cell of 0.2 to 0.4% (more than 8-bit level) with a 3 V power supply and 20 MHz clock speed. An 8-to 9-bit video-speed pipeline ADC can be realized without calibration. This confirms that the current-mode approach is effective.

A design of current-mode continuous-time filters for low voltage and high frequency applications using complementary bipolar current mirror pairs is presented. The proposed current-mode filters consist of simple bipolar current mirrors and capacitors and are quite suitable for monolithic integration. Since the filters are based on the integrator type of realization, the proposed method can be used for a wide range of applications. The frequency of the filters can easily be changed by the DC controlling current. A fifth-order Butterworth and a thirdorder leapfrog filter with tunable cutoff frequencies from 20 MHz to 100 MHz are designed as examples and simulated by SPICE using standard bipolar parameters.

This paper presents a discrete Fourier analyzer using analog VLSI technology. An analog current-mode technique is employed for implementing it by a regular array structure based on the straight-forward discrete Fourier transform (DFT) algorithm. The basic components are 1-dimensional (1-D) analog current-mode multiplier array for fixed coefficient multiplication, two-dimensional (2-D) analog switch array and wired summations. The proposed scheme can process speedily N-point DFT in a time proportional to N. Possibility of the realization of the analog DFT VLSI based on 1 µm technology is discussed from the viewpoints of precision, speed, area, and power dissipation. In the case of 1024-point DFT, the standard deviation of the total error is estimated to be about 2%, the latency, or processing time is about 110 µs, and the signal sample rate based on a pipeline manner is about 4.7 MHz. A prototype MOS integrated circuit of the 16-point multiplier array has been implemented and a typical operation using the multiplier array has been confirmed.

Toward the age of ultra-high-density digital ULSI systems, the development of new integrated circuits suitable for an ultimately fine geometry feature size will be an important issue. Resonant-tunneling (RT) diodes and transistors based on quantum effects in deep submicron geometry are such kinds of key devices in the next-generation ULSI systems. From this point of view, there has been considerable interests in RT diodes and transistors as functional devices for circuit applications. Especially, it has been recognized that RT functional devices with multiple peaks in the current-voltage (I-V) characteristic are inherently suitable for implementing multiple-valued circuits such as a multiple-state memory cell. However, very few types of the other multiple-valued logic circuits have been reported so far using RT devices. In this paper, a new multiple-valued programmable logic array (MVPLA) based on RT devices is proposed for the next-generation ULSI-oriented hardware implementation. The proposed MVPLA consists of 3 basic building blocks: a universal literal circuit, an AND circuit and a linear summation circuit. The universal literal circuit can be directly designed by the combination of the RT diodes with one peak in the I-V characteristic, which is programmable by adjusting the width of quantum well in each RT device. The other basic building blocks can be also designed easily using the wired logic or current-mode wired summation. As a result, a highdensity RT-diode-based MVPLA superior to the corresponding binary implementation can be realized. The device-model-based design method proposed in this paper is discussed using static characteristics of typical RT diode models.

This paper presents Bi-CMOS current-mode multiple valued logic circuit with 1.5 V supply voltage. This circuit is composed of current mirror, threshold detector and current source. This circuit has advantages such as high accuracy, high speed, high density and low supply voltage. So, it is possible to realize high-radix multiple valued logic circuit. As an other application of the proposed circuit, a processing unit of fuzzy inference is given. This circuit operates with high speed and high accuracy. The circuit simulation of the proposed circuit has been performed using SPICE2 program.

A model of a single neuron with chaotic dynamics is implemented with current-mode circuit design technique. The existence of chaotic dynamics in the circuit is demonstrated by simulation with SPICE3. The proposed circuit is suitable for implementing a chaotic neural network composed of such neuron models on a VLSI chip.

This paper presents a VLSI-oriented arithmetic design method using a radix-2 redundant number representation with digit set {0, 1, 2} and multiple-valued current-mode (MVCM) circuit technology. We propose a carry-propagation-free (CPF) parallel addition method with redundant digit set {0, 1, 2} which is suitable for the design with MVCM circuits. Several types of CPF parallel adders are compared and the proposed CPF parallel adder with MVCM circuits offers the best total performance with respect to speed, complexity, and power dissipation. The designed basic arithmetic circuits has sufficient noise immunity to the supply voltage fluctuation which is important for stable operations of the VLSI circuits. The CPF parallel adder is effectively used as the reduction scheme of partial products in a high-speed compact multiplier. For example, the designed 3232 bit multiplier reduces the number of active elements to two-third and the number of interconnections to one-fifth of the corresponding binary Wallace tree multiplier, where the speed is almost the same. The structure is simple and regular. The static power dissipation of the designed 32-bit multiplier is estimated to be the mean value of 212 mW and the worst case of 708 mW. The total power including dynamic power dissipation would not be so large compared with that of the 32-bit binary CMOS multiplier reported under 10 MHz operation.

The demand for high-speed image processing is obvious in many real-world computations such as robot vision. Not only high throughput but also small latency becomes an important factor of the performance, because of the requirement of frequent visual feedback. In this paper, a high-performance VLSI image processor based on the multiple-valued residue arithmetic circuit is proposed for such applications. Parallelism is hierarchically used to realize the high-performance VLSI image processor. First, spatially parallel architecture that is different from pipeline architecture is considered to reduce the latency. Secondly, residue number arithmetic is introduced. In the residue number arithmetic, data communication between the mod mi arithmetic units is not necessary, so that multiple mod mi arithmetic units can be completely separated to different chips. Therefore, a number of mod mi multiply adders can be implemented on a single VLSI chip based on the modulus-slice concept. Finally, each mod mi arithmetic unit can be effectively implemented in parallel structure using the concept of a pseudoprimitive root and the multiple-valued current-mode circuit technology. Thus, it is made clear that the throughout use of parallelism makes the latency 1/3 in comparison with the ordinary binary implementation.

The evolution of Multiple-Valued Logic (MVL) circuits has been inexorably tied to the rapid technological changes induced by evolving needs and emerging developments in computing methodologies. Unfortunately for MVL, the numbers of designers of technologies and circuits whose lives are dedicated to the improvement of binary techniques, are large and overwhelming. Correspondingly, technological developments in MVL typically await the appearance of a problem or technique in the larger binary world to motivate and/or make possible some new advance. Such opportunities are inevitably quite transient since each such problem is simultaneously attacked by many others of a more conventional bent, and, as well, each technological change begets yet another, quickly. It is in the sensing of this reality that the present paper is written. Correspondingly, its thrust is two-fold: One target is the possibility of encouraging a leap ahead through modest technological projection. The other is the possibility of identifying application areas that already exist in this unbalanced competition, but which are specially suited to multiple-valued solutions. For example, it has been clear for decades that one such area is that of arithmetic. Correspondingly, we in MVL must strive quickly to concentrate our efforts on applications that exploit such demonstrable strengths. Some such applications are includes here; others are visible historically, many probably remain to be found: Search on!

An adder-based arithmetic VLSI processor using the SD number system is proposed for the applications of real-time computation such as intelligent robot system. Especially in the intelligent robot control system, not only high throughput but also small latency is a very important subject to make quick response for the sensor feedback situation, because the next input sample is obtained only after the robot actually moves. It is essential in the VLSI architecture for the intelligent robot system to make the latency as small as possible. The use of parallelism is an effective approach to reduce the latency. To meet the requirement, an architecture of a new multiple-valued arithmetic VLSI processor is developed. In the processor, addition and subtraction are performed by using the single adderbased processing element (PE). More complex basic arithmetic operations such as multiplication and division are performed by the appropriate data communications between the adder-based PEs with preserving their parallelism. In the proposed architecture, fine-grain parallel processing at the adder-based PE level is realized, and all the PEs can be fully utilized for any parallel arithmetic operations according to adder-based data dependency graph. As a result, the processing speed will be greatly increased in comparison with the conventional parallel processors having the different kinds of the arithmetic PEs such as an adder, a multiplier and a divider. To realize the arithmetic VLSI processor using the adder-based PEs, we introduce the signed-digit (SD) number system for the parallel arithmetic operations because the SD arithmetic has the advantage of modularity as well as parallelism. The multiple-valued bidirectional currentmode technology is also used for the implementation of the compact and high-speed adder-based PE, and the reduction of the number of the interconnections. It is demonstrated that these advantges of the multiple-valued technology are fully used for the implementation of the arithmetic VLSI processor. As a result, the latency of the proposed multiple-valued processor is reduced to 25% that of the binary processor integrated in the same chip size.

Robust-fault tolerance is a property that a computational result becomes nearly equal to the correct one at the occurrence of faults in digital system. There are many cases where the safety of digital control systems can be maintained if the property is satisfied. In this paper, robust-fault-tolerant three-valued arithmetic modules such as an adder and a multiplier are proposed. The positive and negative integers are represented by the number of 1's and 1's, respectively. The design concept of the arithmetic modules is that a fault makes linearly additive effect with a small value to the final result. Each arithmetic module consists of identical submodules linearly connected, so that multi-stage structure is formed to generate the final output from the last submodule. Between the input and output digits in the submodule some simple functional relation is satisfied with respect to the number of 1's and 1's. Moreover, the output digit value depends on very small portion of the submodules including the input digits. These properties make the linearly additive effect with a small value to the final result in the arithmetic modules even if multiple faults are occurred at the input and output of any gates in the submodules. Not only direct three-valued representation but also the use of three-valued logic circuits is inherently suitable for efficient implementation of the arithmetic VLSI system. The evaluation of the robust-fault-tolerant three-valued arithmetic modules is done with regard to the chip size and the speed using the standard CMOS design rule. As a result, it is made clear that the chip size can be greatly reduced.

It is well known that the multiple-valued signed-digit (SD) arithmetic circuits have the attractive features of compactness and high-speed operation. However, both of these features have yet to be utilized fully. In this paper, we consider the application of a parallel-structure-based VLSI processor. A high-performance parallel-structure-based multiple-valued VLSI processor using the radix-2 SD number system is proposed. Its compactness makes the parallelism high under chip size limitations in comparison with the ordinary binary arithmetic circuits. Moreover, the speed of the single arithmetic module is very high in the SD arithmetic circuits, so that we can take advantage of the high-speed operation in the parallel-structure-based VLSI processor chip. The multiple-valued bidirectional current-mode technology is used not only in high-speed small sized arithmetic circuits, but also in reducing the number of connections in the parallel-structure-based VLSI processor. The proposed processor is specially developed for real-time digital control, where the performance is evaluated by delay time. Performance estimation using SPICE simulators shows that the delay time of proposed processor for matrix operations such as matrix multiplication is greatly reduced in comparison with a conventional binary processor.