WC4 17:45 – 18:00 Efficient Mode Converter for Coupling between Fiber and Micrometer Size Silicon Waveguides Assia Barkai1, Ansheng Liu2, Daewoong Kim2, Rami Cohen1, Nomi Elek1, Hsu-Hao Chang3, Bilal H Malik4, Rami Gabay1, Richard Jones2, Mario Paniccia2 and Nahum Izhaky1 1. Intel corporation, S.B.I. Park Har Hotzvim, Jerusalem, 91031 Israel 2. Intel Corporation, 2200 Mission College Blvd.,. Santa Clara CA, 95054 USA 3. University of California Santa Barbara, ECE Department, Santa Barbara, CA 93106, USA 4. Dept of Electrical and Computer Engineering, Texas A&M University, College Station, TX 77843, USA Abstract A low-loss polarization independent mode converter for coupling standard single mode fiber to a silicon chip is presented. For a micrometer size silicon waveguide, we demonstrate a coupling loss of 1-1.5 dB/facet. I. Introduction Silicon-on-Isolator (SOI) provides an attractive platform for the monolithic integration of optical and electrical devices using the infrastructure and low-cost, high-volume, manufacturing technologies from the microelectronics industry. The large difference between the refractive indices of the core silicon and the SiO2 cladding enables the realization of small footprint optical devices with micron and submicron waveguide dimensions. However, coupling light to small waveguides (WG) with ~1µm2 dimensions is challenging especially from standard single mode fiber (SMF) which has a symmetrical mode field with a diameter of 9µm, the large modal mismatch between SMF and 1 µm silicon waveguide leads to at least 14dB coupling loss. Fig. 1 shows the adiabatic mode conversion needed between a standard SMF mode and an SOI rib waveguide. Fiber Output Middle WG input ~10 µm Fig. 1 Mode convert: left fiber mode right WG mode. ~1 um Several mode converters have been suggested in the literature to reduce the coupling loss of SMF to micron and submicron WG’s. They include waveguide gratings [1], inverse tapers for submicron WG’s (~ 0.2µm) [2],[3] and a dual-grating assisted directional coupler [4]. These solutions all require some trade-offs, being either polarization dependent, having limited bandwidth or requiring challenging process requirements and new material development, e.g. polymers, which are unsuitable for CMOS fabrication facilities. We have developed a two-dimensional tapered-WG mode converter [5-7] which has very low polarization dependence, is compatible with CMOS processing, and can be easily integrated with other active and passive silicon based devices. The taper design consist of a double stage taper, 1-4244-0935-7/07/$25.00©2007 IEEE 1 49 DST, with 3 processing steps: 1) bottom taper (BT); 2) WG definition; and 3) upper taper (UT) (Fig. 2). This paper describes the design, process and optical testing of the DST. The processing of such device is not trivial, creating two stage of taper with low WG damage. We achieved polarization independent 1.5dB/facet total taper loss, using standard SMF. Moreover, the taper performance preserved over a wide wavelength range (1.31, 1.55µm) Tip UT H2 BT h H1 ∆L L Rib Fig. 2: A DST design rule, lower part 12µm width is the WG input; BT is the lower taper with input of 12µm and UT with the input of 11µm. ∆L=150µm represent the spacing between the tip of the BT to UT. Where h=1.5µm, H1=2.5µm and H2=5.5µm. II. Design and Fabrication The DST design was optimized for 1-1.5 µm2 WG’s, and considers taper dimensions at the device facet and at the WG input. At the device facet, the dimensions should be close to the near field SMF mode, and the at the WG input the taper tip should be as small as possible to prevent any additional loss. Our simulations show low loss performance for taper tip size of 0.3µm. The taper length should be long enough for adiabatic 2D conversion from the 12µm taper input to tip dimensions. DST processing starts with SOI wafers with 4.0µm (+/-0.1µm) Epi-silicon layer and 1µm buried oxide layer. Silicon dioxide is used as hard mask for the BT etch. Here the silicon etch depth is targeted to 2.50um (+/- 0.08um) with 90 deg side walls angle, producing WG with a final height of 1.5um. Next the Rib WG’s are formed by additional silicon dioxide deposition, oxide etch and silicon dry etch of 0.700µm (+/-0.025um). At this stage low stress silicon dioxide is deposited as cladding layer for passive device. For active device, silicon implant and metallization is performed. During UT growth, it is important to protect the rib WG and the BT by silicon dioxide. Final processing steps are: seed opening for DST silicon epitaxial growth and UT dry etch (Fig.3). The most delicate process step is the BT etch, which has the potential to cause WG surface damage, and increase the propagation loss. Several silicon etch recipes have been developed with different chemistries to achieve a low loss WG. Fig. 3 shows a top view SEM of the DST taper at the tip area. As illustrated in Fig. 2, the first taper stage is wider than the second taper stage, keeping the top surface area smooth. WG BT UT BT WG WG UT UT TIP Fig.3: a. left, SEM cross section of the DST; b. center, SEM top view of UT tip; c. right, tilt image of BT WG and UT tip. 2 50 DCW Taper BT Tip III. Results and Conclusions Optical testing is performed by using cleaved SMF, the taper to WG transition loss; waveguide propagation loss and fiber to taper facet coupling loss are measured using the Fabry-Perot method. Taper transition loss is calculated by subtracting the loss of the straight WG without tapers to the tapered WG loss. Figure 4 shows the variation of total taper loss (coupling + taper transition loss) with taper length. Experimental results show that this DST taper is polarization insensitive and can operate over a wide wavelength range at 1.31µm and across the full c-band. The optimal taper length is 1050µm revealing loss of 1.5dB/facet. dB/facet 972T17-28 4 3.5 3 2.5 2 1.5 1 0.5 0 TE TM 1250 1150 1050 950 850 750 650 550 Taper Length Fig. 4: Total DST loss/ facet vs. taper length for TE and TM polarization, measured at 1.55µm. This taper design can be optimized by using antireflective coatings and modifying the cross section at the taper facet. 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