Dr. Zhimo Jian
Department of Engineering Mechanics, Tsinghua University, Beijing, 100084, China, Beijing, China
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Academic Career Length
7Years (2020-Present)
(Calculated once Scilit publication data is synced: current year − year of first publication + 1)
Representative Publications
View All Publications1 September 2020 in International Journal of Fatigue
Journal Article
GQGuian Qian
Guian Qian
Zhimo JianYQYujia Qian
Yujia Qian
XPXiangnan Pan
Xiangnan Pan
Xianfeng MaYHYoushi Hong
Youshi Hong
1 February 2021 in International Journal of Fatigue
Journal Article
Zhimo JianGQGuian Qian
Guian QianDPD.S. Paolino
D.S. Paolino
Andrea Tridello
Filippo BertoYHYoushi Hong
Youshi Hong5 April 2023 in Journal of the Mechanics and Physics of Solids
Journal Article
JSJingyu Sun
Jingyu SunGQGuian Qian
Guian QianJLJianghua Li
Jianghua Li
RLRuiyang Li
Ruiyang LiZhimo JianFBFilippo Berto
Filippo Berto
+1
Journal Article
In recent years, the concept of physical fractal space has been abstracted from muscle/ligament fibers, nerve fibers and blood flows. In the physical fractal space, bio-fractal mechanics may be set up. Surprisingly, the concepts and methods developed in the above bio-fractal mechanics are of universalities, i.e., the physical fractal spaces, fractal operators and fractional-order mechanics universally exist in various biological systems such as bones. This paper will focus on the bones in which the physical fractal space is abstracted, the fractal operators are derived and the fractional-order mechanics is established.
Journal Article
Zhimo JianGPGang Peng
Gang PengDLDongan Li
Dongan LiXYXiaobin Yu
Xiaobin YuYYYajun Yin
Yajun YinThis article studies the convolutional kernel function of fractal operators in bone fibers. On the basis of the micro-nano composite structure of compact bone, we abstracted the physical fractal space of bone fibers and derived the fractal operators. The article aims to construct the convolutional analytical expression of bone fractal operators and proves that the error function is the core component of the convolution kernel function in the fractal operators. In other words, bone mechanics is the fractional mechanics controlled by error function.
Journal Article
TZTianyi Zhou
Tianyi ZhouYYYajun Yin
Yajun YinGPGang Peng
Gang PengCLChaoqian Luo
Chaoqian LuoZhimo JianIn this paper, we present a re-established functional fractal circuit model of arterial blood flow that incorporates the shunt effect of the branch vessels. Under the background of hemodynamics, we abstracted a family of fractal operators and investigate the kernel function and properties thereof. Based on fractal operators, the intrinsic relation between Bessel function and Struve function was revealed, and some new special functions were found. The results provide mathematical tools for biomechanics and automatic control.
About Me
Zhimo Jian is a postdoctoral fellow at Tsinghua University, Haidian District, Beijing, China. He completed his Ph.D. studies in Solid Mechanics at Tsinghua University, China in 2026. He holds a Master's degree in Solid Mechanics from the Institute of Mechanics, Chinese Academy of Sciences (IMCAS). In 2024, he worked as a visiting scholar at the Harvard John A. Paulson School of Engineering and Applied Sciences (SEAS), conducting collaborative research in the field of mechanical metamaterials. His primary research direction is solid mechanics, with research interests including but not limited to materials science, applied mathematics, and biology. He is committed to integrating mechanics with interdisciplinary fields such as materials science, engineering, and biomedicine to achieve breakthroughs in frontier areas.
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