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Merge replication is designed with mobile or frequently offline clients in mind. Changes can be made on the publisher or the subscriber; and when the merge agent runs, these changes are synchronized and both the publisher and subscriber will converge to the same values. Merge replication works by implementing triggers on each table that you are replicating and by using a GUID column with GUID values to uniquely track every row on all the tables being replicated. When a change is made to one of these tables, the change is recorded in a metadata table that contains a list of GUIDs corresponding to the rows that have changed in the database participating in merge replication. When the merge agent runs, it gathers a list of the GUIDS in these metadata tables, which represents the rows in the tables that have changed on the publisher and subscriber. For the rows that have changed on only the publisher or only the subscriber, the merge replication agent will retrieve the rows values from the underlying table on the publisher or subscriber, and then insert, delete, or update the row where the row is not present, or not updated. If the row has been modified on both sides

where S = angular SRF (Self-Resonant Frequency) of LC combination in series, and fS = SRF (Self-Resonant Frequency) of LC combination in series and it appears in Figure 11.14. Figure 11.14 plots the curve of ZS vs. f from equation (11.13). It can be seen that 1) In the case of LC combination in series, The variation of impedance is capacitive reactance when the operating frequency is lower than the SRF. The variation of impedance is inductive reactance when frequency is the higher than the SRF. The variation of impedance is zero at the SRF. 2) LC combination in series can be inserted into an impedance matching network as an arm in series only. It is prohibited to apply it as a branch in parallel because the network would be short-circuited at the SRF where its resultant impedance would be zero.

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You define a null link (href= # ) because you don t actually want to link to another Web page. For the onMouseover event handler, set the browser window s scrollspeed to -1 and then reset the scrollspeed to 0 for the onMouseout handler. The img references any image that represents an up arrow. You can find uarrow. gif and uarw.gif on the book s Web site.

As a note, you may choose to use Boundary surface in the place of the loft. For this function, the two are similar enough.

Because each add-on is different, the steps to install these tools vary. However, most add-ons prompt you with a dialog box asking whether you want to save or run the add-on program. Selecting Save allows you to save the installation file on your hard drive before you run it. Choose Run and the installation will take place immediately although you will not have saved a copy of the installation file, which may mean that you have to download the file again later if your copy of the add-on is somehow damaged. Deleting an add-on is a bit more straightforward. Here s how it s done:

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Figure 12.5 shows a small-signal equivalent model of a bipolar transistor, also called the hybrid- model, where E = emitter of the bipolar transistor, B = base of the bipolar transistor, C = collector of the bipolar transistor, rb = contact resistance of base and the resistance between base and emitter (about a couple tens to a couple hundreds of ), C = input capacitance, composed of the base-charging capacitance Cb and the emitter-base depletion layer capacitance Cje (about 0.1 to 2 pF), r = input resistance (about a few tens of k ), C = collector-base capacitance (very small and is usually only a few fF), r = collector-base resistance (has the highest value, usually in the range of tens of mega- ); rx = emitter lead resistance (only a few and is neglected if the emitter current is not too high), Ccs = collector-substrate capacitance (in the range of tens of fF), ro = output resistance (about tens of k ), rc = collector resistance, composed of resistance from collector to buried layer, resistance with buried layer, and resistance from buried layer to base (about couple tens to couple hundreds of ). In most circuit designs two resistors, r and rx, are always neglected because usually

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