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MMI-reflector: a novel on-chip reflector for photonic integrated

circuits

Citation for published version (APA):

Xu, L., Leijtens, X. J. M., Docter, B., Vries, de, T., Smalbrugge, E., Karouta, F., & Smit, M. K. (2009).

MMI-reflector: a novel on-chip reflector for photonic integrated circuits. In Proceedings of the 35th European

Conference on Optical Communication (ECOC 2009) 20 - 24 September 2009, Vienna (pp. 2.24-1/2). Institute of

Electrical and Electronics Engineers.

Document status and date:

Published: 01/01/2009

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MMI-Reflector: A Novel On-chip Reflector

for Photonic Integrated Circuits

L. Xu, X.J.M. Leijtens, B. Docter, T. de Vries, E. Smalbrugge, F. Karouta and M.K. Smit

COBRA research institute, Eindhoven University of Technology, P.O. Box 513, 5600 MB The Netherlands

B X.J.M.Leijtens@tue.nl

Abstract We present a novel, compact, on-chip multi-mode interference (MMI) reflector, with near-100% theoretical reflection. We measured 78±10% reflection for an InP-based MMI-reflector fabricated with a single etch step with inductively coupled plasma (ICP) etching technique.

Introduction

In photonic integrated circuits (PICs), a mirror is often needed for reflecting light or for forming a (laser) cavity. Typical reflectors that are used are the cleaved facet of the semiconductor material, possibly provided with a high-reflectivity (HR) coating, or on-chip distributed Bragg reflector (DBR) gratings1,2. In theory, both

solu-tions can provide close to 100% reflectivity3,4, and the

reflectivity can be chosen flexibly, by applying a proper coating to the facet, or by choosing the number of grat-ing periods. The disadvantage of usgrat-ing the cleaved facet is that the location of the mirror cannot be freely chosen, but is determined by the circuit and sample ge-ometry. Components in the PIC needing the reflector have to be extended to the facet, which limits the de-sign flexibility. For the sub-micrometer DBR gratings, the fabrication is challenging, and when integrating the gratings with other photonic components, they add ad-ditional complexity to the fabrication procedures2.

In this paper, we introduce a novel on-chip reflector, the MMI-reflector, which achieves high reflectivity with a single waveguide etch step and which can be flexibly positioned anywhere in the circuit. As an added advan-tage, when used in a laser cavity, such reflectors en-able on-wafer testing without the need of first cleaving the sample. The device is based on a 1×2 3-dB multi-mode interference (MMI) coupler, where the two output waveguides have been replaced with two 45etched mirrors. We measured 78±10% reflectivity for MMI-reflectors fabricated with an inductively coupled plasma (ICP) etching technique.

Concept and design

The principle of operation of the MMI reflector is illus-trated in Fig. 1. The device works as follows: (a) The

(a)

(b)

Fig. 1: Principle of operation: (a) a beam propagation simula-tion of a 2×2 MMI power splitter. (b) By properly positioning

the output 45mirrors, the light is reflected back to the input

waveguide.

light enters the 1×2 MMI power splitter, which, at a cer-tain length (LMMI) will image the input onto two light

spots5. (b) When two 45mirrors are placed close to

the position of these focal points as indicated in the fig-ure, the light will be reflected (turn by 90), and will focus on the central axis of the MMI instead. The light will continue to propagate and is reflected by the sec-ond mirror back through the MMI to be focused on the input waveguide. For semiconductor materials the mir-ror angle of 45is well below the critical angle, which is around 70, and hence the light will experience total internal reflection. For silica-based materials, the 45 is still slightly below the critical angle so this concept will be applicable for a large range of waveguiding ma-terials.

It is important to notice that no light is focused at the corners of the reflecting facets, that will typically show some rounding due to the limited fabrication resolution. For additional tolerance, we avoid rounding of the mir-ror facets close to the outer corners, by extending them as shown in the right side of Fig 2. In addition,

possi-Wreflector

Lreflector

Fig. 2: Annotated mask layout of the MMI reflector.

ble unwanted reflections from the input facet of the MMI are reduced by using angled corners, see the left side of the Fig. 26.

We designed and fabricated an MMI-reflector. It uses a 500 nm InGaAsP film (λgap = 1.25 μm) on an

InP substrate with a 1500 nm InP top cladding. The 1×2 MMI-reflector is designed 6 μm wide (WMMI) and

37.86μm long (LMMI), and it has a 2μm wide access

waveguide. The mask layout of this MMI reflector is shown in Fig. 2, drawn to scale.

All circuits were fabricated by etching with an in-ductively coupled plasma (ICP) technique using a Cl2:Ar:H2 chemistry7. The waveguide structures and

the mirrors were etched simultaneously. A SEM picture of a deeply etched waveguide etched with ICP is shown in Fig. 3.

The reflectivity of the MMI reflector depends on the etched waveguide sidewall angle. Simulation results8,

ECOC 2009, 20-24 September, 2009, Vienna, Austria Paper P2.24

978-3-8007-3173-2 © VDE VERLAG GMBH

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Fig. 3: A SEM photo of a deeply etched waveguide by ICP etching with almost vertical side wall.

0 2 4 6 8 10 12 14 0 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 0.9 1 Reflectivity TE TM

Sidewall angle (degree)

Fig. 4: Simulated influence of the sidewall angle on the re-flectivity of a single reflection at 45incidence.

in Fig. 4, show that the reflectivity drops from 95% to 60% when the angle increases from vertical (0) to 7.

The MMI reflector has weak wavelength and polariza-tion dependence. Simulapolariza-tion shows that the reflectivity variation within a 60 nm range (1520 nm–1580 nm) can be as small as 0.07 dB (1.6% deviation). For the po-larization dependence of the reflectivity we find 0.07 dB as well.

Characterization

It is difficult to measure the reflectivity of the MMI reflec-tor directly. Therefore we have designed some circuits to facilitate the reflectivity calibration, shown in Fig. 5,in which one of the 2×2 3-dB MMI access waveguides is guided to the other side of the chip for convenience of measurement. The straight waveguide (b) and the straight waveguides with curves (c) are used to cali-brate the loss of the extra waveguide to port 3. The re-flectivity of the MMI reflector can be calculated through

                  

Fig. 5: The devices used to calibrate the reflectivity of the MMI reflector. equation RdB= −10 logPport2 Pport3 « + αextra+ αMMI+ 3

in whichPport2,3are the output optical powers at port 2

and port 3, αextra is the loss of the extra waveguide,

αMMIis the insertion loss of the MMI and the extra 3 dB

accounts for passing the MMI a second time.

The extracted excess loss of the 3 dB 2×2 MMI is about 1 dB, and the loss of the extra waveguide is ex-tracted to be about 1.9 dB±0.5 dB. The power imbal-ance between port 2 and port 3 is 7 dB. The reflectivity of the MMI reflector is then calculated to be 78%±10% (−1.1 dB±0.5 dB).

Conclusion

We have proposed and demonstrated a novel on-chip reflector, the MMI-reflector, which achieves high reflec-tivity of 78%±10%. It can be used, for example, as an alternative to cleaved facets with HR coating or to DBR gratings in photonic integrated circuits. The fabri-cation procedure involves only a single deep etch step, which could be used for the realization of other wave-guide components at the same time. The device can be located at any position and oriented in any direc-tion, and therefore it offers great flexibility in the design of photonic integrated circuits.

Acknowledgements

This work was funded by the Dutch National Broadband Photonics Access project and by the Dutch Smartmix project Memphis.

References

1 S. R. Selmic et al., “Single frequency 1550 nm AlGaInAs-InP tapered high power laser with a distributed Bragg re-flector,” IEEE Photon. Technol. Lett., vol. 14, no. 7, pp. 890– 892, Jul. 2002.

2 B. Docter et al., “Short-cavity DBR laser using vertical groove gratings for large-scale photonic integrated circuits,”

IEEE Photon. Technol. Lett., vol. 19, no. 19, pp. 1469–1471,

Oct. 2007.

3 N. Ulbrich et al., “High-temperature (T≥470K) pulsed

oper-ation of 5.5μm quantum cascade lasers with high-reflection

coating,” Electron. Lett., vol. 37, no. 22, pp. 1341–1342, 2001.

4 K. Kasunic, “Design equations for the reflectivity of deep-etch distributed Bragg reflector gratings,” J. Lightwave

Tech-nol., vol. 18, no. 3, pp. 425–429, Mar. 2000.

5 L. Soldano and E. Pennings, “Optical multi-mode interfer-ence devices based on self-imaging: Principles and appli-cations,” J. Lightwave Technol., vol. 13, no. 4, pp. 615–627, Apr. 1995.

6 R. Hanfoug et al., “Reduced reflections from multimode in-terference couplers,” Electron. Lett., vol. 42, no. 8, pp. 465– 466, Apr. 2006.

7 B. Docter et al., “Deep echted DBR gratings in InP for pho-tonic integrated circuits,” in Proc. 13th Eur. Conf. on Int. Opt.

(ECIO ’07). Copenhagen, Denmark, April 25–27 2007, p.

ThG20.

8 P.-A. Besse et al., “Reflectivity minimization of semiconduc-tor laser amplifiers with coated and angled facets consider-ing two-dimensional beam profiles,” IEEE J. Quantum

Elec-tron., vol. 27, no. 6, pp. 1830–1836, Jun. 1991.

ECOC 2009, 20-24 September, 2009, Vienna, Austria Paper P2.24

978-3-8007-3173-2 © VDE VERLAG GMBH

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