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Flux Lines Have you seen the well-known experiment in which iron filings are placed on a horizontal sheet of paper, and then a magnet is placed underneath the paper The filings arrange themselves in a pattern that shows, roughly, the shape of the magnetic field in the vicinity of the magnet A bar magnet has a field with a characteristic form (Fig 8-2) Another popular experiment involves passing a current-carrying wire through a horizontal sheet of paper at a right angle, as shown in Fig 8-3 The iron filings become grouped along circles centered at the point where the wire passes through the paper..

Although you don t need to know the actual complex admittance vector to solve this problem, note in passing that it is G + jB 0.001000 + j0.000628

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This device has received a significant amount of attention recently because of the central role that it plays in the deployment of broadband access services. Obviously, the DSLAM must interface with the local switch so that it can pass voice calls on to the Public Switched Telephone Network (PSTN). However, the DSLAM often interfaces with a number of other devices as well. For example, on the customer side, the DSLAM may connect to a standard ATU-C, directly to a PC with a built-in Network Interface Card (NIC), to a variety of DSL services, or to an integrated access device of some kind. On the trunk side (facing the switch), the DSLAM may connect to IP routers as described, to an Asynchronous Transfer Mode (ATM) switch, or to some other broadband service

flux lines (dashed curves) around a bar magnet (rectangle). The N and S represent north and south magnetic poles, respectively.

Now, use the formula for calculating the resistance and reactance of this circuit, in terms of the conductance and susceptance. First, find the resistance: R G/(G2 + B2) 0.001000/(0.0010002 + 0.0006282) 0.001000/0.000001394 717 Then, find the reactance: X B/(G2 + B2) 0.000628/0.000001394 451

The intensity of a magnetic field is determined according to the number of flux lines passing through a certain cross section, such as a square centimeter or a square meter. The lines don t exist as real objects, but it is intuitively appealing to imagine them that way. The iron filings on the paper really do bunch themselves into lines (curves, actually) when there is a magnetic field of sufficient strength to make them move. Sometimes lines of flux are called lines of force. But technically, this is a misnomer.

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Power transmission 315 Therefore, R 717 and X 451. Using the phase-angle method to solve this (the numbers are more manageable that way than they are with the R/Z method), calculate Phase angle arctan (X/R) arctan ( 451/717) arctan ( 0.629) 32.2 degrees Then the power factor is PF cos 32.2 0.846 84.6 percent PT/PVA. Therefore, the true power

flux lines (dashed curves) around a straight, currentcarrying wire can be seen when the wire passes through a horizontal sheet of paper sprinkled with iron filings.

The VA power, PVA, is given as 88.0 watts, and PF is found this way:

provider. It therefore becomes the focal point for the provisioning of a wide variety of access methods and service types.

Poles A magnetic field has a specific direction, as well as a specific intensity, at any given point in space near a current-carrying wire or a permanent magnet The flux lines run parallel with the direction of the field A magnetic field is considered to begin at the north magnetic pole, and to terminate at the south magnetic pole In the case of a permanent magnet, it is obvious where the magnetic poles are In the case of a current-carrying wire, the magnetic field goes in endless circles around the wire A charged electric particle, such as a proton or electron, hovering all by itself in space, constitutes an electric monopole The electric lines of flux around an isolated, charged particle in free space are straight, and they run off to infinity (Fig 8-4) A positive electric charge does not have to be mated with a negative electric charge.

This is a good example of a practical problem. Although there are several steps, each requiring careful calculation, none of the steps individually is very hard. It s just a matter of using the right equations in the right order, and plugging the numbers in. You do have to be somewhat careful in manipulating plus/minus signs, and also in placing decimal points.

High Bit Rate Digital Subscriber Line (HDSL)

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