One-dimensional hybrid photonic quasicrystals made of superconductor (HgBa₂Ca₂Cu₃O_8+δ) and Dielectric (Si) materials are theoretically investigated by the Gorter Casimir two fluid model (GCTFM) and the transfer matrix method (TMM). The proposed quasicrystals super-lattices are built according the ternary configuration GF/GTM/GF. Where, GF and GTM are the generalized Fibonacci and Thue-Morse sequences, respectively. An interesting multi- photonic band gaps (m-PBGs) are achieved for suitable hybrid quasiperiodic system. The characteristic of these m-PBGs can be manipulated by the temperature of the superconductor and pressure of the system. The transmittance spectra exhibit tunable resonant peaks within the m-PBGs very sensitive to photonic system parameters. A superconducting resonator can be achieved by tuning the temperature, pressure, and thicknesses of the photonic system materials.

一维超导体杂化光子准晶体（HgBa ₂ Ca ₂ Cu ₃ O _{8 +δ}）和介电（Si）材料通过Gorter Casimir两种流体模型（GCTFM）和传递矩阵法（TMM）进行了理论研究。拟议的准晶体超晶格是根据三元构造GF / GTM / GF建立的。其中，GF和GTM分别是广义斐波那契和Thue-Morse序列。对于合适的混合准周期系统，实现了有趣的多光子带隙（m-PBG）。这些m-PBG的特性可以通过超导体的温度和系统压力来控制。透射光谱在m-PBG内显示出对光子系统参数非常敏感的可调共振峰。通过调节光子系统材料的温度，压力和厚度，可以实现超导谐振器。