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Volume 36, Number 4, July-August, 2002
Mirrors with Integrated Position Sense Electronics for Optical-Switching Applications For telecommunication systems to transition from 10-Gbit to 40-Gbit rates, signal paths using all-optical switches are becoming increasingly attractive. Analog Devices has developed an integrated optical microelectromechanical system (optical iMEMS) technology. It combines mirrors, high-voltage CMOS for electrostatic deflection, and low-voltage CMOS for on-chip capacitive position-sensing. This technology could drastically lower the cost of all-optical switching systems, ranging from 2 × 2 switches to large arrays. Described briefly here are the methodology and initial results of the position-sense functionality. Introduction The central component of many all-optical switches is a movable mirror. Although mirrors without position-sense capability are being developed, their assembly- and fiber-alignment costs are expected to result in relatively high prices. Position sensing, used in a feedback control loop that includes the high-voltage actuation circuitry and an external DSP, allows a factor-of-10 reduction in the mirror’s natural settling time to a new position. This type of control loop will also provide more protection against shock and vibration than an open-loop system that simply actuates mirrorsbut neither receives nor acts on position information. We describe here the first mirrors to be developed with capacitive position-sensing integrated on-chip with the MEMS structure. The focus is on the methods and results of the capacitive sensing capability, which we consider an essential factor in reducing the cost of all-optical switches. Capacitive Position Sensing A way of accomplishing angular position measurement around one axis is to form a capacitive divider between the mirror itself and two sense electrodes beneath the structure, as shown in Figure 1. As the mirror rotates around an axis parallel to the dividing line between the two electrodes, one capacitance value increases and the other decreases. This differential capacitance can be used to measure the mirror rotation. In actual practice, of course, the electrodes are designed to sense multiple axes of rotation (see Figure 4).
Figure 1. Capacitive bridge established by mirror structure. A simplified version of a circuit to measure the differential capacitance is shown in Figure 2. Opposing voltage pulses are applied to each of the sense electrodes, and any differential capacitance will result in excess positive or negative charge on the mirror node itself. This charge is converted into a voltage by an on-chip amplifier. The voltage can provide a quantitative measurement of the mirror’s angular position if the capacitive relationship is known.
Figure 2. Capacitive detection circuit. By integrating amplifier circuitry on the chip much greater position-measurement precision is possible than can be provided with off-chip detection. The principal reason is that parasitic capacitances and cross-coupling paths associated with bond wires can easily mask the tiny positional capacitances being measured. The much smaller parasitic capacitances associated with on-chip interconnections result in a dramatic increase in signal integrity. Fabrication A scanning-electron-microscope (SEM) image of a fabricated mirror array is shown in Figure 4. This picture shows the 2-axis mirror, the position sense electronics (at bottom), and the gap underneath the mirror, which allows it to rotate. As shown it is rotated about the
“Y” axis. Although not shown here, multiple mirrors can be fabricated on the same substrate, allowing for both high-port-count designs and the economies of scale typical of Analog Devices micromachined products.
Figure 3. Analog Devices optical iMEMS processoptical mirror fabrication with integrated circuitry.
Figure 4. SEM of a fabricated mirror with integrated circuitry. Table 1. Design targets and experimental results.
Figure 5 shows the relationship between the applied drive voltage and the output of the position-sense interface. A negative input voltage in this context refers to a voltage applied to the negative drive electrode. The classic V × |V| square-law behavior, typical of electrostatically driven structures, can easily be observed in the data.
Figure 5. Position sense output for given input drive voltage. Conclusions *Acknowledgement |