Cryogenic Loss Limits in Microwave Epitaxial AlN Acoustic Resonators
Hemant Gulupalli, Navnil Choudhury, Jiacheng Xie, Yufeng Wu, Huili Grace Xing + 4 more
TLDR
This paper investigates cryogenic loss limits in AlN FBARs, developing a physics-based model validated by measurements to understand quality factor limits.
Key contributions
- Fabricated a 16 GHz epitaxial AlN FBAR and measured RF performance from 6.5 K to 300 K.
- Developed a physics-based model for FBAR Q-factor limits, incorporating intrinsic, extrinsic, and anchor losses.
- Measured Q-factor decreased from 1589 at 6.5 K to 363 at 294 K, matching theoretical predictions.
- Validated the model using a 23 GHz HBAR, proving its generality for low-loss resonator analysis.
Why it matters
This work provides a practical framework to understand temperature-dependent quality factor limits in low-loss resonators. This enables the design of advanced cryogenic microwave filter elements crucial for 6G communications and superconducting quantum hardware.
Original Abstract
Aluminum nitride (AlN)-based thin-film bulk acoustic wave resonators (FBARs) are promising compact platforms for 6G communications and quantum memory hardware, enabled by their integrable acoustic modes with high quality factors. However, temperature-dependent acoustic dissipation ultimately limits device performance. In this work, we fabricated a 16 GHz epitaxial AlN FBAR as a test platform, performed small-signal RF measurements from 6.5 K to 300 K, and developed a physics-based model to estimate the fundamental quality-factor limits of FBARs to cryogenic temperatures. The proposed model incorporates both intrinsic and extrinsic loss mechanisms, including an analytical anchor-radiation loss model for bulk acoustic wave resonators, rather than relying solely on finite-element simulations. Measured loaded quality factor (Q) decreases monotonically with temperature, from Qmax of approximately 1589 (Qf=24.79 THz) at 6.5 K to 363 at 294K (Qf=5.66 THz). This trend is consistent with the theoretical limit based on the resonator geometry and the chosen Metal-Insulator-Metal (MIM) stack. To demonstrate the generality of the physics-based framework, we further validate it by benchmarking against a 23 GHz high-overtone bulk acoustic resonator (HBAR) using previously reported data. The validated model provides a practical, transferable framework to interpret Q(T) limits in low-loss resonators by quantifying the temperature-dependent mechanisms that constrain Q, enabling the design of cryogenic microwave filter elements for superconducting quantum hardware.
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