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" * Thus, a j120 cos 120 j sin 120 0:5 j0:8660 , in rectangular form. { Using the basic relationship xy n xny .

thus " " " " " " A1 1 A a 1 B 1 a 1 C 3 Note, however, since " " " a j120 ; then a 1 j120 j240 a2 thus " " " " " " A1 1 A a2 B 1 a2 C 3 then, since " 1 a2 1 j240 1 cos 240 j sin 240 " 0:5 j0:8660 j120 a eq. (459) becomes " " " "" " A1 1 A a2 B aC 3 hence " "" B 1 aA 1 and " " " C 1 a2 A 1 462 461 460 459 1208 2408

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Believe it or not, red wine makes my list of superfoods. The same phenolic compounds and flavonoids in chocolate are also present in wine, particularly red wine. In fact, a five-ounce glass of your favorite red wine has about the same amount of phenolic acid (200 mg) as a 1 -ounce bar of dark chocolate. White wine also contains many of the same protective phytochemicals as red wine but in lesser amounts.

The tableSelectionChanged( ) method, shown here, is called each time a row is selected in the downloads table:

the above three equations being the required components of the POSITIVE SEQUENCE set of vectors of Fig. 262. Next, if you very carefully again apply the same procedures to eqs. (455) through (457), you should nd that rst " "" " " " A2 1 A aB a2 C 3 then " " " B2 a2 A2 and " "" C2 aA2 465 464 463

these being the components of the NEGATIVE SEQUENCE vectors of Fig. 263. " All that remains now is to nd the value of A0 , which can easily be done as follows. Let us, in eqs. (455) through (457), add up all the vectors BY COLUMNS; doing this, and noting that the rst and second columns are both balanced vectors, we have that " " " " 0 0 3A 0 A B C and thus " " " " " " A0 B0 C0 1 A B C 3 466

// Called when table row selection changes. private void tableSelectionChanged() { /* Unregister from receiving notifications from the last selected download. */ if (selectedDownload != null) selectedDownload.deleteObserver(DownloadManager.this); /* If not in the middle of clearing a download, set the selected download and register to receive notifications from it. */ if (!clearing) { selectedDownload = tableModel.getDownload(table.getSelectedRow()); selectedDownload.addObserver(DownloadManager.this); updateButtons(); } }

which are the three equal components of the ZERO SEQUENCE set of Fig. 264. " " " Thus, GIVEN the components A, B, C , of an UNBALANCED set of three plane vectors, eqs. (460) through (466) allow us to nd the three balanced sets of vectors equivalent to the given unbalanced set.

Problem 209 " Given the following unbalanced set of three plane vectors (in the same ccw sense of A " " to C as in Fig. 261) to B " S 15=08 9=1008 24=2158 show that the given unbalanced set can be expressed as the sum of the following three sets of balanced vectors: positive sequence: negative sequence: zero sequence: " S1 15:701 j16:301 j103:699 j223:699 " S2 6:365 j71:639 j311:639 j191:639 " S0 7:920 j218:233

This method starts by seeing if there is already a row currently selected by checking if the selectedDownload variable is null. If the selectedDownload variable is not null, DownloadManager removes itself as an observer of the download so that it no longer receives change notifications. Next the clearing flag is checked. If the clearing flag is not true, then first the selectedDownload variable is updated with the Download corresponding to the row selected. Second, the DownloadManager is registered as an Observer with the newly selected Download. Finally, updateButtons( ) is called to update the button states based on the selected Download s state.

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