バイオグラフィー
Dr. Zhengzhi Mu currently works as an Associate Prof. of Jilin University. He received his PhD in Bionic Science and Engineering from Jilin University (China). He had studied as Research Scholar at the University of Michigan-Ann Arbor (USA) and Visiting Scientist at RWTH Aachen University (Germany).
He has published over 30 scientific papers in many well-known journals including Adv. Mater., ACS Nano, Small, etc. He holds over 30 patents and has hosted/participated more than 10 scientific programs, including National Key R&D Program, NSFC, National Postdoctoral Program for Innovative Talents (NPPIT), etc.
He is a membership of International Society of Bionic Engineering (ISBE), American Chemical Society (ACS) and American Institute of Chemical Engineers (AIChE). He also serves as a Committee Member of International Association of Applied Science and Technology (IAAST), Topical Advisory Panel Member of International Journal of Molecular Sciences, Polymers, Biomimetics, and Guest Editors of Biomimetics and Nanomaterials.
His research interests mainly focus on bioinspired design, biomimetic fabrication, bioinspired composites and biomimetic functional surfaces, etc.
研究の興味
Biomimetic composites, bioinspired functional structures, bionic interface engineering

Editor
仕事内容
Associate Professor
Jilin University
Key Laboratory of Bionic Engineering, Ministry of Education
China
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研究論文
- Homologous Series of Chemical Compounds in Three-component Systems (Aa+ – Bb+ – Cc–) and (Zn2+ - Ge4+ - P3-) in Generalized Form
- Physical Activity and Lifestyle of Female Students of the Faculty of Health Sciences University of Applied Sciences in Tarnów (Poland)
- Improved Energy Valley Optimizer with Levy Flight for Optimization Problems
- Trend of SO2 Gas Dry Deposition in Vietnam
- Synergistic Assessment of Supplementation of Ascorbic Acid and Massularia acuminata Extracts on Serum Electrolyte and Lipid Profile Indices of Dyslipidemia in Adult Wistar Rats Exposed to Aluminum Chloride Toxicity
- Gaussian-Transform for the Dirac Wave Function and its Application to the Multicenter Molecular Integral Over Dirac Wave Functions for Solving the Molecular Matrix Dirac Equation
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