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Tool Materials for Precision Machining be a composite material that combines the high thermal conductivity of diamond with the brazeabiity of WC Both the PCD layer, by virtue of its cobalt content, and the WC substrate are electrically conducting This allows machining by wire cut EDM as shown in Figure 228 [35] The microstructure of a PCD of grade 010 is shown in Figure 229 [36] This new cutting tool material has the properties of carbonados This sintered single diamond particle consists of millions of tiny, randomly oriented crystals fused together Fig 228: PCD inserts produced by EDM The extremely high hardness of these crystals machining provides wear resistance, and the random orientation of the cleavage planes provides strength and toughness It is capable of machining tough, abrasive non-ferrous metals, plastics, ceramics and glass Polycrystalline diamond tools are used for making drills, end mills and other milling cutters as well as for making turning tools since they give less burn, enabling cutting speeds and feeds to be increased

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Ascus (n )

i (t)

+ v (t), i(t) _

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spore or lament of one mating type contacts a special lament extending from the fruiting body of the opposite mating type (mating types are referred to as A and a). The zygote s nucleus undergoes meiosis without any intervening mitosis. Unlike yeast, Neurospora does not have a diploid phase in its life cycle. Rather, it undergoes meiosis immediately after the diploid nuclei form. Since the Neurospora ascus is narrow, the meiotic spindle is forced to lie along the cell s long axis. The two nuclei then undergo the second meiotic division, which is also oriented along the long axis of the ascus.The result is that the spores are ordered according to their centromeres ( g. 6.21). That is, if we label one centromere A and the other a, for the two mating types, a tetrad at meiosis I will consist of one A and one a centromere. At the end of meiosis in Neurospora, the four ascospores are in the order A A a a or a a A A in regard to centromeres. (We talk more simply of centromeres rather than chromosomes or chromatids because of the complications that

Sinusoidal source A x (t)

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We can now determine the distance from each locus to its centromere and the linkage arrangement of the loci if they are both linked to the same centromere. We can establish by inspection that the two loci are linked to each

x (t)

245 Single-crystal Diamond (SPSCD)

One of the most important classes of time-dependent signals is that of periodic signals These signals appear frequently in practical applications and are a useful approximation of many physical phenomena A periodic signal x(t) is a signal that satis es the following equation: x(t) = x(t + nT ) n = 1, 2, 3, (417)

Table 6.5 Genetic Patterns Following Meiosis in an a a Heterozygous Neurospora (Ten Asci Examined)

where T is the period of x(t) Figure 419 illustrates a number of the periodic waveforms that are typically encountered in the study of electrical circuits Waveforms such as the sine, triangle, square, pulse, and sawtooth waves are provided in the form of voltages (or, less frequently, currents) by commercially available signal (or waveform) generators Such instruments allow for selection of the waveform peak amplitude, and of its period As stated in the introduction, sinusoidal waveforms constitute by far the most important class of time-dependent signals Figure 420 depicts the relevant parameters of a sinusoidal waveform A generalized sinusoid is de ned as follows: x(t) = A cos( t + ) (418)

where A is the amplitude, the radian frequency, and the phase Figure 420 summarizes the de nitions of A, , and for the waveforms x1 (t) = A cos( t) where f = natural frequency = 1 (cycles/s, or Hz) T (419) and x2 (t) = A cos( t + )

Ascus Number Spore Number 1 2 3 4 5 6 7 8 1 a a a a a a a a FDS 2 a a a a a a a a FDS 3 a a a a a a a a FDS

x1 (t)

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