Arithmetic logic UNIT (ALU) design using reconfigurable CMOS logic

Using the reconfigurable logic of multi-input floating gate MOSFETs, a 4-bit ALU has been designed for 3V operation. The ALU can perform four arithmetic and four logical operations. Multi- input floating gate (MIFG) transistors have been promising in realizing increased functionality on a chip. A multi- input floating gate MOS transistor accepts multiple inputs signals, calculates the weighted sum of all input signals and then controls the ON and OFF states of the transistor. This enhances the transistor function to more than just switching. This changes the way a logic function can be realized. Implementing a design using multi-input floating gate MOSFETs brings about reduction in transis tor count and number of interconnections. The advantage of bringing down the number of devices is that a design becomes area efficient and power consumption reduces. There are several applications that stress on smaller chip area and reduced power. Multi- input floating gate devices have their use in memories, analog and digital circuits. In the present work we have shown successful implementation of multi- input floating gate MOSFETs in ALU design. A comparison has been made between adders using different design methods w.r.t transistor count. It is seen that our design, implemented using multi-input floating gate MOSFETs, uses the least number of transistors when compared to other designs. The design was fabricated using double polysilicon standard CMOS process by MOSIS in 1.5mm technology. The experimental waveforms and delay measurements have also been presented

The implementation and applications of multiple-valued logic

Multiple-Valued Logic (MVL) takes two major forms. Multiple-valued circuits can implement the logic directly by using multiple-valued signals, or the logic can be implemented indirectly with binary circuits, by using more than one binary signal to represent a single multiple-valued signal. Techniques such as carry-save addition can be viewed as indirectly implemented MVL. Both direct and indirect techniques have been shown in the past to provide advantages over conventional arithmetic and logic techniques in algorithms required widely in computing for applications such as image and signal processing. It is possible to implement basic MVL building blocks at the transistor level. However, these circuits are difficult to design due to their non binary nature. In the design stage they are more like analogue circuits than binary circuits. Current integrated circuit technologies are biased towards binary circuitry. However, in spite of this, there is potential for power and area savings from MVL circuits, especially in technologies such as BiCMOS. This thesis shows that the use of voltage mode MVL will, in general not provide bandwidth increases on circuit buses because the buses become slower as the number of signal levels increases. Current mode MVL circuits however do have potential to reduce power and area requirements of arithmetic circuitry. The design of transistor level circuits is investigated in terms of a modern production technology. A novel methodology for the design of current mode MVL circuits is developed. The methodology is based upon the novel concept of the use of non-linear current encoding of signals, providing the opportunity for the efficient design of many previously unimplemented circuits in current mode MVL. This methodology is used to design a useful set of basic MVL building blocks, and fabrication results are reported. The creation of libraries of MVL circuits is also discussed. The CORDIC algorithm for two dimensional vector rotation is examined in detail as an example for indirect MVL implementation. The algorithm is extended to a set of three dimensional vector rotators using conventional arithmetic, redundant radix four arithmetic, and Taylor's series expansions. These algorithms can be used for two dimensional vector rotations in which no scale factor corrections are needed. The new algorithms are compared in terms of basic VLSI criteria against previously reported algorithms. A pipelined version of the redundant arithmetic algorithm is floorplanned and partially laid out to give indications of wiring overheads, and layout densities. An indirectly implemented MVL algorithm such as the CORDIC algorithm described in this thesis would clearly benefit from direct implementation in MVL

An Optimal Gate Design for the Synthesis of Ternary Logic Circuits

Department of Electrical EngineeringOver the last few decades, CMOS-based digital circuits have been steadily developed. However, because of the power density limits, device scaling may soon come to an end, and new approaches for circuit designs are required. Multi-valued logic (MVL) is one of the new approaches, which increases the radix for computation to lower the complexity of the circuit. For the MVL implementation, ternary logic circuit designs have been proposed previously, though they could not show advantages over binary logic, because of unoptimized synthesis techniques. In this thesis, we propose a methodology to design ternary gates by modeling pull-up and pull-down operations of the gates. Our proposed methodology makes it possible to synthesize ternary gates with a minimum number of transistors. From HSPICE simulation results, our ternary designs show significant power-delay product reductions; 49 % in the ternary full adder and 62 % in the ternary multiplier compared to the existing methodology. We have also compared the number of transistors in CMOS-based binary logic circuits and ternary device-based logic circuits We propose a methodology for using ternary values effectively in sequential logic. Proposed ternary D flip-flop is designed to normally operate in four-edges of a ternary clock signal. A quad-edge-triggered ternary D flip-flop (QETDFF) is designed with static gates using CNTFET. From HSPICE simulation results, we have confirmed that power-delay-product (PDP) of QETDFF is reduced by 82.31 % compared to state of the art ternary D flip-flop. We synthesize a ternary serial adder using QETDFF. PDP of the proposed ternary serial adder is reduced by 98.23 % compared to state of the art design.ope

Design of Ternary Memory Cell Using QDGFET

Ternary logic is a promising option to conventional binary logic because it can handle higher information in less number of gate count. Less number of gates requires less area in a chip which is equivalent to gold in today’s nano scale circuits. A novel design of a ternary memory cell based on QDGFETs is proposed. Memory cell is made of two back to back connected inverters. It is the conventional 6T memory cell design. Main advantage of QDGFET is that it can be used directly by replacing CMOS in the circuit without making any changes. Embedded memory requires the largest share of area in modern high-performance circuit designs. As the technology progresses the demand for high capacity memories also increases. So to fulfil this demand, researchers are trying to come up with new technology and solutions. The use of ternary logic instead of binary logic is a possible solution. So in this paper I have designed a ternary memory cell which stores one bit of ternary logic data

Techniques and Prospects for Fault-tolerance in Post-CMOS ULSI

International audienceThis paper presents a survey of fault-masking techniques suitable for tolerating short-duration transient upsets in minimum-scale switching devices. Two types of fault masking are considered. The first type, coded dual-modular redundancy (cDMR), represents a family of parity-checking methods suitable for correcting a low rate of transient upsets. The second type, Restorative Feedback (RFB), is a triple-modular solution suitable for compensating a higher rate of transient upsets. We show that cDMR can be used efficiently for crossbar-style logic, but is not efficient in general for all logic styles. By contrast, RFB offers a fixed redundancy, and can be applied in general to any logic circuit. Finally, we propose novel circuits for ternary Muller C implementation based on carbon nanotube FET devices

Design and practical realization of polymorphic crosstalk circuits using 65nm TSMC PDK

Title from PDF of title page viewed January 14, 2020Thesis advisor: Mostafizur RahmanVitaIncludes bibliographical references (page 54-56)Thesis (M.S.)--School of Computing and Engineering. University of Missouri--Kansas City. 2019As the technology node scales down, the coupling capacitance between the adjacent metal lines increases. With an increase in this electrostatic coupling, the unwanted signal interference also increases, which is popularly called as Crosstalk. In conventional circuits, the Crosstalk affects either functionality or performance or both. Therefore the Crosstalk is always considered as detrimental to the circuits, and we always try to filter out the Crosstalk noise from signals. Crosstalk Computing Technology tries to astutely turn this unwanted coupling capacitance into computing principle for digital logic gates[1, 2]. The special feature of the crosstalk circuits is its inherent circuit mechanism to build polymorphic logic gates[3]. Our team has previously demonstrated various fundamental polymorphic logic circuits [1-6,16-18]. This thesis shows the design of the large-scale polymorphic crosstalk circuits such as Multiplier–Sorter, Multiplier–Sorter–Adder using the fundamental polymorphic gates, and also analyzes the Power, Performance, and Area (PPA) for these large-scale designs. Similar to the basic and complex polymorphic gates, the functionality of the large-scale polymorphic circuits can also be altered using the control signals. Owing to their multi-functional embodiment in a single circuit, polymorphic circuits find a myriad of useful applications such as reconfigurable system design, resource sharing, hardware security, and fault-tolerant circuit design, etc. [3]. Also, in this thesis, a lot of studies have been done on the variability (PVT analysis) of Crosstalk Circuits. This PVT variation analysis establishes the circuit design requirements in terms of coupling capacitances and fan-in limitation that allows reliable operation of the Crosstalk gates under Process, Voltage and Temperature variations. As an example, I also elaborate on the reason for which the full adder can’t be implemented as a single gate in the crosstalk circuit-style at lower technology nodes. Though we designed a variety of basic and complex logic gates and crosstalk polymorphic gates, the biggest question is “Will these crosstalk gates work reliably on silicon owing to their new circuit requirements and technological challenges?”. Trying to answer the above question, the whole thesis is mainly focused on the physical implementation of the crosstalk gates at 65nm. I will detail the steps that we have performed while designing the crosstalk circuits and their layouts, the challenges we faced while implementing the new circuit techniques using conventional design approaches and PDK, and their solutions, specifically during layout design and verification. The other potential application of crosstalk circuits is in non-linear analog circuits: Analog-to-Digital Converter (ADC) [4], Digital-to-Analog Converter (DAC), and Comparator. In this thesis, I have shown how the deterministic charge summation principle that is used in digital crosstalk gates can also be used to implement the non-linear analog circuits.Introduction -- Polymorphic Crosstalk circuit design -- Practical realization of Crosstalk circuits -- PVT variation analysis -- Difficulties or errors in layout design and full chip details -- Potential miscellaneous applications -- Conclusion and future wor

Multiple-Input Common-Gate FGUVMOS Transistor and Its Application in Multiple-Valued Logic Circuits

The demand for reduced area and power consumption have usually been met with improvements in processing techniques, allowing for increased integration and a reduction in the power supply voltage. Some technology improvements have also occurred, such as strained silicon and silicon-on-insulator. But some design techniques also feature a significant reduction in area and power consumption, such the asynchronous design approach. Reducing the amount of interconnects is another approach, for which multiple-valued logic might be an ideal candidate. This thesis explores the multiple-input common-gate FGUVMOS transistor and the design of multiple-valued logic circuits using this transistor. We examine in detail a UV-programming technique for initializing the floating-gate. There is no need for any extra programming circuitry with this programming method, since it utilizes the supply rail of the nMOS transistor to place a charge on the floating-gate. An important benefit of the floating-gate initialization is a matching of the pMOS and nMOS transistor at a predetermined current level. We also look closer at some of the layout issues concerning FGUVMOS circuits. We also explore a new area of application for the FGUVMOS transistor, namely multiple-valued logic. The main design parameter of the FGUVMOS transistor--the capacitive division ratios of the coupling capacitors to the floating-gate--is well suited for designing voltage-mode multiple-valued logic circuits. Several multiple-valued logic circuits are examined in detail and several design issues are addressed. Measurements on a fabricated chip are supplied, as well as simulations of the various circuits. And the voltage output functions for the presented circuits are also developed