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Let s now consider another very important application of digital signals, in which information in ANALOG FORM is converted into and transmitted in DIGITAL FORM (Then generally, at the end of the transmission system, the nal step is to convert the digital signal back into its original analog form) Let us, at this point, simply state that the reason for using such a system is that it makes it possible to GREATLY REDUCE THE EFFECTS OF ALL TYPES OF NOISE The actual conversion of an analog signal into a corresponding digital signal is accomplished by the process of SAMPLING the analog signal The success of the system.

updateStats(startUrl, 0, 0, maxUrls); // Open matches log file. try { logFileWriter = new PrintWriter(new FileWriter(logFile)); } catch (Exception e) { showError("Unable to open matches log file."); return; } // Turn crawling flag on. crawling = true; // Perform the actual crawling. crawl(startUrl, maxUrls, limitCheckBox.isSelected(), searchString, caseCheckBox.isSelected()); // Turn crawling flag off. crawling = false; // Close matches log file. try { logFileWriter.close(); } catch (Exception e) { showError("Unable to close matches log file."); } // Mark search as done. crawlingLabel2.setText("Done"); // Enable search controls. startTextField.setEnabled(true); maxComboBox.setEnabled(true); limitCheckBox.setEnabled(true); logTextField.setEnabled(true); searchTextField.setEnabled(true); caseCheckBox.setEnabled(true); // Switch search button back to "Search." searchButton.setText("Search"); // Return to default cursor. setCursor(Cursor.getDefaultCursor()); // Show message if search string not found.

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depends upon our ability to accurately reconstruct the original analog signal from its sampled values at the receiving end of the system. The basic theory rests upon the fundamental and famous SAMPLING THEOREM, which states that, if v t denotes an original analog signal, then In order to recover an analog signal v t from equally spaced samples of v t , the SAMPLING RATE must be somewhat greater than twice the highest frequency component of signi cance in v t . Note that the sampling rate must be somewhat greater than the highest signi cant frequency component of v t . This is necessary, in practical work, to prevent possible distortion of the recovered signal. For example, if the highest frequency component of v t were, say, taken to be 3000 Hz, then v t would be sampled at a rate somewhat in excess of 6000 Hz, say 6500 Hz in a practical application. In order to fully satisfy the sampling theorem, the height of each sampling pulse would have to represent the exact value of v t at the instant of sampling. It is, of course, not possible to do this with 100% accuracy in a practical system; let us discuss this with the aid of Figs. 325 and 326.

Fig. 326. Sampled form of v(t).

if (table.getRowCount() == 0) { JOptionPane.showMessageDialog(SearchCrawler.this, "Your Search String was not found. Please try another.", "Search String Not Found", JOptionPane.WARNING_MESSAGE); } } }); thread.start(); } // Show dialog box with error message. private void showError(String message) { JOptionPane.showMessageDialog(this, message, "Error", JOptionPane.ERROR_MESSAGE); } // Update crawling stats. private void updateStats( String crawling, int crawled, int toCrawl, int maxUrls) { crawlingLabel2.setText(crawling); crawledLabel2.setText("" + crawled); toCrawlLabel2.setText("" + toCrawl); // Update progress bar. if (maxUrls == -1) { progressBar.setMaximum(crawled + toCrawl); } else { progressBar.setMaximum(maxUrls); } progressBar.setValue(crawled); matchesLabel2.setText("" + table.getRowCount()); } // Add match to matches table and log file. private void addMatch(String url) { // Add URL to matches table. DefaultTableModel model = (DefaultTableModel) table.getModel(); model.addRow(new Object[]{url}); // Add URL to matches log file. try {

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