Lumped-element circuit modeling for composite scaffold with nano-hydroxyapatite and wangi rice starch

Mechanistic studies of the interaction of electromagnetic (EM) fields with biomaterials has motivated a growing need for accurate models to describe the EM behavior of biomaterials exposed to these fields. In this paper, biodegradable bone scaffolds were fabricated using Wangi rice starch and nano-h...

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Main Authors: Tan, Xiao Jian, Cheng, Ee Meng, Mohd. Nasir, Nashrul Fazli, Abdul Majid, Mohd. Shukry, Mohd. Jamir, Mohd. Ridzuan, Khor, Shing Fhan, Lee, Kim Yee, You, Kok Yeow, Mohamad, Che Wan Sharifah Robiah
Format: Article
Language:English
Published: MDPI 2023
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Online Access:http://eprints.utm.my/106478/1/YouKokYeow2023_LumpedElementCircuitModelingforComposite.pdf
http://eprints.utm.my/106478/
http://dx.doi.org/10.3390/polym15020354
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Summary:Mechanistic studies of the interaction of electromagnetic (EM) fields with biomaterials has motivated a growing need for accurate models to describe the EM behavior of biomaterials exposed to these fields. In this paper, biodegradable bone scaffolds were fabricated using Wangi rice starch and nano-hydroxyapatite (nHA). The effects of porosity and composition on the fabricated scaffold were discussed via electrical impedance spectroscopy analysis. The fabricated scaffold was subjected to an electromagnetic field within the X-band and Ku-band (microwave spectrum) during impedance/dielectric measurement. The impedance spectra were analyzed with lumped-element models. The impedance spectra of the scaffold can be embodied in equivalent circuit models composed of passive components of the circuit, i.e., resistors, inductors and capacitors. It represents the morphological, structural and chemical characteristics of the bone scaffold. The developed models describe the impedance characteristics of plant tissue. In this study, it was found that the ε′ and ε″ of scaffold composites exhibited up and down trends over frequencies for both X-band and Ku-band. The circuit models presented the lowest mean percentage errors of Z′ and Z″, i.e., 3.60% and 13.80%, respectively.