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Most industrial diamonds are distorted octahedral crystals bounded by eight faces with smaller faces around the edges as shown in Figure 220 (a) Figure 220 (b) (d) shows an ideal octahedron or a perfect diamond crystal and a simplified diagram of its hard and soft axes, lying exactly 90 deg to each other [25] The arrow in Figure 220 (b) points to directions of motion (of the workpiece against the tool) that will cause the least wear in the diamond Atomic or crystallographic planes are layers of atoms or planes along which atoms are arranged The relation of a set of planes to the axes of the unit cell is designated by Miller indices One corner of the unit cell is assumed to be the origin of the space coordinates, and any set of planes is identified by the reciprocals of its intersections with these coordinates The unit of the coordinates is the intersections with these coordinates and is the lattice parameter of the crystal If a plane is parallel to an axis, it is said to intersect it at infinity Figure 221 shows the cubic system in which the crosshatched plane BCHG intersects the Y-axis at one unit from the origin and is parallel to the X and Z-axes or intersects them at infinity Thus the data can be presented as in Table 23 [25] The illustrated plane has Miller indices of (010) If a plane cuts any axis on the negative side of the origin, then the index will be negative and is indicated by placing a minus sign above the index, as in (h k l) For example, the Miller indices of plane ADEF that goes through the origin (point A)



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Fig 220: An octahedral representation of a diamond crystal [25]

We are ignoring one aspect of capacitors and inductors: how they transmit voltage and current at di erent times in the AC cycle. When the voltage from a circuit peaks at a di erent time than the current, there is a phase change between them. Now that you know this phase change exists, it won t surprise you when you nd it in other electronics books. But we aren t going to explore it here.

X Intersection Reciprocal Miller indices : 1 0

where q~)(p2, m2, A2) is finite as N -+ 00, whereas ~lr(2)(m2, A2) behaves at worst as a power of In (A2jm 2), and ~2r(2) as A2 [times In P (A2jm 2)]. The counterterm to order L reads





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An inductor works with one coil of wire around a core. What if you put two separate coils of wire around the same core (Fig. 11-8) When you apply voltage across one of the coils, generating a current in the coil, it creates a magnetic eld. This eld creates the self-inductance discussed above. As the magnetic eld grows, however, it also crosses the wire in the second coil. This moving eld creates a current in that coil. A changing current in one coil creates a copy of itself in the other coil. The two coils don t even have to be wrapped around the same part of the core. The magnetic eld lls the entire core, even the bits that extend outside of the coil. In fact, many transformers look like the one illustrated in Fig. 11-9. The obvious experiment to try is to change the number of loops on one side of the transformer. What happens then The transformer acts like an electromagnetic gear. When the coils have the same number of loops, the output matches the input in terms of current and voltage potential. If there are more input loops, or windings, than output windings, the magnetic ux has to transfer the energy of the generating coil, called the primary, to a smaller output coil, called the secondary. The smaller secondary coil will develop a lower voltage than was sent to the primary coil. Since the overall power of the input and output is the same, the smaller

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Y 1 1 1 1

Z : 1 0

Fig. 11-8.

Fig 221: Miller indices [26]

cannot be determined without changing the location of the origin Any point in the cube may be selected without changing the location of the origin For convenience, let us take point B Plane ADEF is parallel to the X (BC) and the Z-axis (BG) but intersects the Y-axis at 1 The plane therefore has Miller indices of (0 1 0) As another illustration, the Miller indices of plane BDJ (Figure 221) may be determined as in Table 24 Table 24

Fig. 11-9.

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