A current-mode squarer/divider circuit with a novel translinear cell is presented for automotive applications. The proposed circuit technique increases the accuracy of the squarer/divider function with better input dynamic range and temperature insensitivity. Simulation results show that the variation of the output current is within ±0.2% over the temperature range from -40 to 140.

This paper presents the design of new fully differential CMOS class A and class AB current-mode transmitters for multi-Gbps serial links. A high multiplexing speed is achieved by multiplexing at low-impedance nodes and inductive shunt peaking with active inductors. The fully complementary operation of the multiplexers and the fully differential configuration of the transmitters minimizes the effect of common-mode disturbances and that of EMI from channels to neighboring devices. Large output current swing is obtained by making use of differential current amplifiers and the differential rail-to-rail configuration. The constant current drawn from the supply voltage minimizes the noise injected into the substrate. The transmitters have been implemented in TSMC's 1.8 V 0.18 µm CMOS technology and analyzed using Spectre from Cadence Design Systems with BSIM3V device models. Simulation results confirm that the proposed transmitters are capable of transmitting data at 10 Gbps.

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.

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.

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.

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!

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.

In this paper, voltage-input current-output Membership Function Circuit (MFC) and Normalization Locked Loop (NLL) are proposed. They are useful building blocks for the current-mode analog fuzzy hardware. The voltage-input current-output MFC consists of one source coupled type Operational Transconductance Amplifier (OTA). The MFC is used in the input parts of the analog fuzzy hardware system. The fuzzy hardware system can execute the singleton fuzzy control algorithm. In the algorithm, the weighted average operation is processed. When the weighted average operation is directly realized by analog circuits, a divider must be implemented. Here, the NLL circuit, which can process the weighted average operation without the divider, is implemented using one source coupled type OTA. The proposed circuits were designed by using 2 µm CMOS design rules and its operations were confirmed using SPICE simulations.