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Microelectronic circuits                      209

            the same chip; so we need some electrodes. This may be done by forming three
            more windows and evaporating a metal, usually aluminium, for the emitter,
            base, and collector contacts. The finished transistor is shown in Fig. 9.53(i).
               In practice, the above structure is rarely used because of two major dis-
            advantages, first the parasitic p–n–p transistor (formed by the base, collector,
            and substrate regions) may draw away current to the substrate, and second there
            is a long path of high resistance from the emitter to the collector. The remedy
                          +
            is to diffuse an n buried layer into the p-type substrate prior to the epitaxial
            growth of the n-layer. Thus, the starting point is as shown in Fig. 9.54(a) instead
            of that in Fig. 9.53(a).
                                       +
               There is also an additional n diffusion, following the emitter diffusion,
            leading to the final product shown in Fig. 9.54(b). Note that there is a more
            modern technique of doping called ion implantation. As the name implies, this
            involves the implantation (in fact, shooting them in with high energy) of ions
            to wherever the impurities are needed.
               Now we know how to make one transistor. The beauty of the technique is
            that it can make simultaneously millions or billions of transistors. The inform-
            ation where the circuits reside is contained in the corresponding photographic
            mask. So how many transistors of the type shown in Fig. 9.54(b) can be pro-
                                                 2
            duced on a chip that is, say, of the size of 1 cm ? Let us do a very, very simple
            calculation which will give us a very rough answer. To make the calculation
            even simpler let us consider the less elaborate structure of an inversion type
            MOSFET shown in Fig. 9.55. The crucial quantity that will determine the
            density of the components is a, the so-called minimum feature size. This would
            correspond to the minimum distance in Fig. 9.55, which is about half the length
                  +
            of the p region or the distance between the metal electrodes. The length of the
            MOSFET is then about 9a. Taking the width of the device as 4a and the dis-
                                                                         2
            tance between two devices as a, the area required for one MOSFET is 50a .
            Five years ago, this minimum feature size was 120 nm. It has been reduced
            in subsequent stages to 95 nm, to 65 nm, and then down to the present value
            (writing in August 2013) of 32 nm. Accepting the above estimate for the size
                                                                       2
            of a transistor, that means that the number of elements on a chip of 1 cm has
            increased from about 140 million to 2 billion, quite a large number.



                  (a)                  n                   Epitaxial layer
                                       n +
                                                           Buried layer
                                       p



                  (b)             E    B     C
                                                                             Fig. 9.54
                         n    p +           n +  n   p +  n                  (a) Buried layer diffusion prior to
                                                                             epitaxial growth. (b) The completed
                                                                             transistor differing from that of
                                       p
                                                                             Fig. 9.53 by having an additional
                                                                              +
                                                                             n region.
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