Electrical and Electronic Devices, Circuits, and Materials. Группа авторов

Electrical and Electronic Devices, Circuits, and Materials - Группа авторов


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of MLĪ with the application and also describes the design topology work of 15 level inverters with the symmetric voltage source, experimentation of 27 level symmetric inverters.

      Chapter 26 presents converter types for interleaved blocks for the power-sharing process and the proposed adaptive control strategy for converter blocks to power transmission in C micro-grid along the simulation results are presented with the proposed droop coefficients values with 3 parallel quadratic boost converter units.

      Chapter 28 describes different types of batteries and their battery thermal management system (BTMS). The advantages of selecting lithium-ion batteries for electric vehicles and a brief about each thermal management system's arrangements and working were also discussed.

Part I DESIGN AND ANALYSIS

      1

      Strain Engineering in Modern Field Effect Transistors

       Kunal Sinha

       Dept. of Electronics, Asutosh College, Kolkata, India

       Abstract

      Generation of thermal strain while fabricating modern nano-scale Metal-Oxide-Semiconductor-Field-Effect-Transistor (MOSFET) devices is inevitable since the standard CMOS fabrication process includes various high and low thermal stages. Different regions and materials of a MOSFET behave differently due to their difference in thermal expansion co-efficient and it leads to the generation of thermal stress within the device. Various researchers have studied the impact of strain on material and device characteristics in the last few decades through theoretical calculations, software simulations and various experiments and found that introduction of controlled strain within the transistor active region can be used to improve device performance. In this chapter, various theoretical, simulation and experimental research works on strain engineering are discussed in brief. Gradual development of this performance-enhancing technique is also included along with some of the latest reports in this field of research in modern devices.

      Keywords: Strain, stress, MOSFET, FinFET, silicon-germanium (SiGe)

      The last century has witnessed the growth of physics and technology to a new height. In 1930, J. E. Lilienfield invented and filed a patent [1] for a new device structure called MOSFET that later became an integral part of modern technology. In addition, in the field of material science, the innovation of silicon (Si) as semiconductor material opened a new field of research where the conductivity of a material can be varied according to the requirement. Particularly from the late 1940s, several researchers started publishing various theoretical research findings in this new domain of physics. From the early 1960s, the fabrication of MOSFET started, and technological development has grown very rapidly since then.

      On the other hand, there are many scientists working on the performance improvement techniques such that the improved performance of lower dimensional structures can be achieved at higher dimensional devices and the challenges of lower dimensions can be avoided. Among these performance enhancement techniques, strain engineering has been emerging as the most feasible approach, and leading companies are using this technique currently to improve the performance of their transistors. However, there are many unknown areas in strain technology, and it needs to be explored further so that it can be used in new devices also.

      In this chapter, gradual discoveries of strain engineering are discussed in brief for better understanding of how this performance enhancement technique has developed. In Section 1.2, theoretical analysis of strain engineering by various researchers is discussed. Strain affects various properties of material, like the band structure, conductivity, carrier mobility, etc., and how strain-induced changes modify the device parameters are calculated by several researchers and published in reputed journals and conferences. Some of these results are discussed in brief. In Section 1.3, different simulation studies on strain engineering are included. Various simulation data are compared with theoretical and experimental data to validate the simulation results, and future technological data are predicted by using the calibrated simulators. These simulations help to forecast the output of any new device or technique which is yet to be fabricated or implemented, and in this way the simulation process helps to continue future research without worrying about the fabrication cost and time. Due to these reasons, both scientists and fabrication companies are now depending upon the data shown by properly calibrated simulation software. In Section 1.4, various experimental results on strain engineering are shown and compared with theoretical and simulated data. In the last few decades, various scientists have explored strain engineered FET devices through several experiments and these results indicate that by using this performance enhancement technique, several challenges of unstrained nano-scale transistors can be overcome. Although there are not many laboratories to fabricate these modern FETs, many published reports are available to validate the theoretically and simulated predictions in this field of strain engineering. Some of these experimental data are discussed in brief to get some idea on real-time fabrication output. Finally, in Section 1.5, a summary of this chapter is discussed in brief and some possible future research problems in this area are included.

       1.2.1 Stress and Strain

      Strain: The result of applying force which slightly deform/misalign the atomic structure of a material.

      Stress: It is the result of strain in any material.

      Now, let us consider a point P having radius vector r and position vector (x, y, z) under stable condition. When an external force is applied, the point P shifted slightly at P’ and the new radius vector becomes r’ and new position vector becomes (x’, y’, z’). The displacement is given by [3];

      (1.1)Скачать книгу