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For situations with low phase noise, the ratio can be made larger, and a reduced number of wavelengths are required to span the range between the shortest measurement wavelength and the desired measurement range An example of a 13-mm step measured using single, two-wavelength, and multiple-wavelength techniques is shown in Figure 1528 These measurements were taken using an interferometric optical microscope with phase-shifting capability Figure 1528(a) shows the step measured at a wavelength of 657 nm A two-wavelength measurement is shown in Figure 1528(b) where the measurement wavelengths are 657 nm and 651 nm producing an effective wavelength of 64 mm The difference between two consecutive measurements using two wavelengths is shown in Figure 1528(c) where the RMS is 713 nm This means that the measurement is repeatable to within le =9000 at the effective wavelength.

Finally, here s an example that shows the __wakeup() method in action:

Using the data from the 651 nm measurement to correct the phase data taken at 657 nm, the result given in Figure 1528(d) shows uncertainties of 2p, which are caused by noise in the single wavelength measurement If three measurement wavelengths (657 nm, 651 nm, and 601 nm) are used, the corrected measurement at 657 nm shown in Figure 1528(e) is much less noisy The repeatability (difference between two consecutive measurements) of the three-wavelength measurement of Figure 1528(e) is shown in Figure 1528(f) The RMS of the difference in measurement is 067 nm, which yields a dynamic range for the measurement of almost 20,000 Thus, the use of multiple wavelengths can increase the dynamic range of a measurement by a factor of 10 Towers et al.

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4. Repeat the BREAK command. At the Select object: prompt, pick the circle (it s a maple tree) anywhere along its circumference. At the Specify second break point or [First point]: prompt, right-click and choose First point. At the Specify first break point: prompt, pick the intersection at 3. At the Specify second break point: prompt, pick the intersection at 4 to break the circle.

(Towers, Towers and Jones 2003, 2004a, 2004b, 2005) described how to choose an optimal series of multiple wavelengths to create a geometric series of effective wavelengths that yields the greatest increase in dynamic range for each subsequent effective wavelength The series of four wavelengths in the example given above is an example of an optimal series Correction of Single-wavelengths Measurements In multiple-wavelength interferometry like in two wavelength interferometry (Section 1551), in order to correctly resolve large height discontinuities fringe the order must also be determined The longer measurement wavelengths enable larger height discontinuities to be measured, but measurement noise increases proportionately A longer wavelengths fringe order can be used to determine fringe order at a shorter wavelength; once fringe order at this shorter wavelength is established, the phase with relatively.

Assuming that your wireless device is compatible with the antenna, the most likely reason is that the antenna you added is not positioned correctly or is not of the correct type to provide you with the needed gain to notice a change in signal strength. If you are located in the center of an access point s range, adding an omnidirectional antenna would help your signal strength. However, if you are off to the side of a building, you may need a directional antenna to get the boost you need. Antennas and wireless devices are very sensitive to orientation. That is, the characteristics of an antenna s transceiver most often qualify the device as a horizontally or vertically oriented device. Small changes in both the antenna and the mobile device can make a large difference in signal strength. Try changing the orientation of both devices as well as their positioning to see if it makes a difference. The chances of an antenna being broken, particularly a non-powered antenna, are small; however, if you have a powered antenna you should check that it s getting its required amount of power.

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