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International Journal of Bioprinting                                 Acoustic analysis of 3D-printed ossicles




            properties of artificial bones made of different materials, the   normal ossicular chain to analyze the influence of different
            printed models underwent a series of tests, including tensile   material combinations on various index parameters.
            tests, hardness tests, friction and wear tests, roughness   The middle ear model comprising the tympanic
            profile tests, sample density tests, and electrochemical   membrane, ossicles (malleus, incus, and stapes), joints,
            corrosion tests. Additionally, biocompatibility was   ligaments, and tendons is depicted in Figure 1. This model
            assessed through cell death staining experiments. In   is based on a fresh human temporal bone specimen (male,
            order to create a testing environment similar to that of the   60-year-old, right ear) and was established using micro-CT
            human temporal bone, a middle ear model that resembles   scanning and reverse molding technology.
            the  actual anatomy  and  function  of  the  structure  was
            created. This model includes a tympanic membrane made   In this study, the finite element model of the human ear
            of silicone rubber and an ear canal prepared using a 3D   was used, where each part is simplified as a homogeneous
            printing method and filled with fluid in the inner ear to   and isotropic material with a Poisson’s ratio of 0.3. During
                                                               the  dynamic  analysis,  two  different  forms  of  energy
            act as a lymphatic fluid. Furthermore, to verify the acoustic   loss were considered. The tension part of the tympanic
            performance of artificial hearing bones made of different   membrane (both the inner and outer layers), the relaxation
            materials, laser vibration experiments were conducted   part of the tympanic membrane, the ligament of the
            on the printed model. Through a comparative analysis of   tympanic membrane ring, and the ligament of the stapes
            the experimental data, three hearing bone materials that   ring were all modeled using viscoelastic material properties
            closely resemble the human ear model were analyzed to   (as shown in Table 1). The dynamic energy dissipation is
            investigate the influence of different material combinations.  represented by the viscous part, and its relaxation modulus
                                                               E(t) is defined by Equation I.
            2. Materials and methods
            Based on the established finite element model of the middle                                    (I)
            ear ossicular chain, this study simulates the replacement
            of auditory ossicles with different materials. It involves
            modifying the Poisson’s  ratio,  Young’s  modulus,  and   where E  is the first-order relaxation modulus; τ  is the
                                                                                                        1
                                                                        1
            density of the materials. Specifically, different materials   first-order relaxation time; and Young’s modulus is shown
            such as titanium alloy, stainless steel, hydroxyapatite, and   in Table 2.
            polycaprolactone composite were used for modeling the   Except for the human ear soft tissues mentioned above,
            same parts (stapes, malleus, and incus) under replacement.   the energy loss of other parts is in the form of Rayleigh
            The principle of dynamic conduction vibration was applied,   damping, and the damping coefficient is set as α = 0 s ,
                                                                                                            -1
            and the mechanical behavior  was compared with  the   β = 0.000.



























                                             Figure 1. Finite element model of the middle ear.


            Volume 10 Issue 3 (2024)                       324                                doi: 10.36922/ijb.2040
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