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there can be many such frequencies. The lowest frequency at which resonance occurs is called the resonant frequency, symbolized fo. Refer to the schematic diagram of Fig. 17-11. You should recognize this as a series RLC circuit. At some particular frequency, XL = XC. This is inevitable if L and C are finite and nonzero. This frequency is fo for the circuit. At fo, the effects of capacitive reactance and inductive reactance cancel out. The result is that the circuit appears as a pure resistance, with a value that is theoretically equal to R. If R = 0, that is, if the resistor is a short circuit, then the circuit is called a series LC circuit, and the impedance at resonance will be theoretically 0 + j 0. The circuit will offer no opposition to the flow of alternating current at the frequency fo. This condition is series resonance. In a practical series LC circuit, there is always a little bit of loss in the coil and capacitor, so the real part of the complex impedance is not exactly equal to 0 (although it can be extremely small).

A simple electronic calculator doesn t have AI. But a machine that can learn from its mistakes, or that can show reasoning power, does. Between these extremes, there is no precise dividing line. As computers become more powerful, people tend to set higher standards for what they will call AI. Things that were once thought of as AI are now quite ordinary. Things that seem fantastic now will someday be humdrum. There is a tongue-in-cheek axiom: AI is AI only as long as it remains esoteric.

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explanation, pay particular attention to the complexity involved in creating higher rate payloads The next level in the North American Digital Hierarchy is called DS-2 Although it is rarely seen outside of the safety of the multiplexer in which it resides, it plays an important role in the creation of higher bitrate services It is created when a multiplexer bit-interleaves four DS-1 signals and inserts a control bit, known as a C-bit, into every 48 bits in the payload stream Bit interleaving is an important construct here, because it contributes to the complexity of the overall payload In a bit-interleaved system, multiple bit streams are combined on a bit-by-bit basis, as shown in Figure 3-52 When payload components are bit-interleaved to create a higher-rate multiplexed signal, the system first selects bit 1 from channel 1, bit 1 from channel 2, bit 1 from channel 3, and so on.

Parallel Resonance Refer to the circuit diagram of Fig. 17-12. This is a parallel RLC circuit. Remember that, in this sort of situation, the resistance R should be thought of as a conductance G, with G = 1/R. Then the circuit can be called a parallel GLC circuit. At some particular frequency fo, the inductive susceptance BL will exactly cancel the capacitive susceptance BC ; that is, BL = BC. This is inevitable for some frequency fo, as long as the circuit contains finite, nonzero inductance and finite, nonzero capacitance. At the frequency fo, the susceptances cancel each other out, leaving theoretically zero susceptance. The admittance through the circuit is then very nearly equal to the conductance, G, of the resistor. If the circuit contains no resistor, but only a coil and capacitor, it is called a parallel LC circuit, and the admittance at resonance will be theoretically 0 + j0. That means the circuit will offer great opposition to alternating current at fo, and the complex impedance will theoretically be infinite! This condition is parallel resonance. In a practical parallel LC circuit, there is always a little bit of loss in the coil and capacitor, so the real part of the complex impedance is not infinite (although it can be extremely large). Calculating Resonant Frequency The formula for calculating resonant frequency fo, in terms of the inductance L in henrys and the capacitance C in farads, is as follows:

Robotics and artificial intelligence go together; they complement each other. Scientists have dreamed for more than a century about building smart androids: robots that look and act like people. Androids exist, but they aren t very smart. Powerful computers exist, but they lack mobility. If a machine has the ability to move around under its own power, to lift things, and to move things, it seems reasonable that it should do so with some degree of intelligence if it is to accomplish anything worthwhile. Otherwise it is little more than a bumbling box, and might even be dangerous, like a driverless car with a brick on the gas pedal. If a computer is to manipulate anything, it will need to be able to move around, to grasp, to lift, and to carry objects. It might contemplate fantastic exploits and discover new secrets about the cosmos, but if it can t act on its thoughts, the work (and the risk) must be undertaken by people, whose strength, maneuverability, and courage are limited.

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