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Items: 1 to 20 of 3410

1.
On the development of instabilities in an annulus and a shell composed of a poro-hyperelastic material
A. P. S. Selvadurai, A. P. Suvorov
Proc Math Phys Eng Sci. 2018 Oct; 474(2218): 20180239. Published online 2018 Oct 31. doi: 10.1098/rspa.2018.0239
PMCID:
PMC6237497
AbstractArticlePDF–1.5M
2.
Efficient Sensitivity Based Reconstruction Technique to Accomplish Breast Hyperelastic Elastography
Maryam Mehdizadeh Dastjerdi, Ali Fallah, Saeid Rashidi
Biomed Res Int. 2018; 2018: 3438470. Published online 2018 Nov 25. doi: 10.1155/2018/3438470
PMCID:
PMC6286741
AbstractArticlePDF–1.6M
3.
Development and Validation of a New Anisotropic Visco-Hyperelastic Human Head Finite Element Model Capable of Predicting Multiple Brain Injuries
Ding Lyu, Runzhou Zhou, Chin-hsu Lin, Priya Prasad, Liying Zhang
Front Bioeng Biotechnol. 2022; 10: 831595. Published online 2022 Mar 24. doi: 10.3389/fbioe.2022.831595
PMCID:
PMC8987584
AbstractArticlePDF–2.8M
4.
Assessment of Compressive Mechanical Behavior of Bis-GMA Polymer Using Hyperelastic Models
Atefeh Karimzadeh, Majid Reza Ayatollahi, Seyed Saeid Rahimian Koloor, Abd Razak Bushroa, Mohd Yazid Yahya, Mohd Nasir Tamin
Polymers (Basel) 2019 Oct; 11(10): 1571. Published online 2019 Sep 27. doi: 10.3390/polym11101571
PMCID:
PMC6836133
AbstractArticlePDF–3.5M
5.
Biomechanical analysis of sheep oesophagus subjected to biaxial testing including hyperelastic constitutive model fitting
Harry Ngwangwa, Thanyani Pandelani, Makhosasana Msibi, Israel Mabuda, Letlhogonolo Semakane, Fulufhelo Nemavhola
Heliyon. 2022 May; 8(5): e09312. Published online 2022 May 5. doi: 10.1016/j.heliyon.2022.e09312
PMCID:
PMC9124710
AbstractArticlePDF–1.6M
6.
Visco-Hyperelastic Characterization of the Equine Immature Zona Pellucida
Elisa Ficarella, Mohammad Minooei, Lorenzo Santoro, Elisabetta Toma, Bartolomeo Trentadue, Marco De Spirito, Massimiliano Papi, Catalin I. Pruncu, Luciano Lamberti
Materials (Basel) 2021 Mar; 14(5): 1223. Published online 2021 Mar 5. doi: 10.3390/ma14051223
PMCID:
PMC7961360
AbstractArticlePDF–1.0M
7.
A framework for incorporating 3D hyperelastic vascular wall models in 1D blood flow simulations
Alberto Coccarelli, Jason M. Carson, Ankush Aggarwal, Sanjay Pant
Biomech Model Mechanobiol. 2021; 20(4): 1231–1249. Published online 2021 Mar 8. doi: 10.1007/s10237-021-01437-5
PMCID:
PMC8298378
AbstractArticlePDF–3.4M
8.
Strain rate–dependent mechanical metamaterials
S. Janbaz, K. Narooei, T. van Manen, A. A. Zadpoor
Sci Adv. 2020 Jun; 6(25): eaba0616. Published online 2020 Jun 17. doi: 10.1126/sciadv.aba0616
PMCID:
PMC7299623
AbstractArticlePDF–1.4M
9.
Inverse identification of region-specific hyperelastic material parameters for human brain tissue
Jan Hinrichsen, Nina Reiter, Lars Bräuer, Friedrich Paulsen, Stefan Kaessmair, Silvia Budday
Biomech Model Mechanobiol. 2023; 22(5): 1729–1749. Published online 2023 Sep 7. doi: 10.1007/s10237-023-01739-w
PMCID:
PMC10511383
AbstractArticlePDF–2.2M
10.
Finite Bending of Fiber-Reinforced Visco-Hyperelastic Material: Analytical Approach and FEM
Jafar Pashazadeh, Alireza Ostadrahimi, Mostafa Baghani, Eunsoo Choi
Materials (Basel) 2024 Jan; 17(1): 5. Published online 2023 Dec 19. doi: 10.3390/ma17010005
PMCID:
PMC10780281
AbstractArticlePDF–3.8M
11.
Stochastic isotropic hyperelastic materials: constitutive calibration and model selection
L. Angela Mihai, Thomas E. Woolley, Alain Goriely
Proc Math Phys Eng Sci. 2018 Mar; 474(2211): 20170858. Published online 2018 Mar 14. doi: 10.1098/rspa.2017.0858
PMCID:
PMC5897763
AbstractArticlePDF–560K
12.
Numerical Approach to Simulate the Mechanical Behavior of Biodegradable Polymers during Erosion
André F. C. Vieira, Enio H. P. Da Silva, Marcelo L. Ribeiro
Polymers (Basel) 2023 May; 15(9): 1979. Published online 2023 Apr 22. doi: 10.3390/polym15091979
PMCID:
PMC10181274
AbstractArticlePDF–3.8M
13.
A Hyper-Viscoelastic Continuum-Level Finite Element Model of the Spinal Cord Assessed for Transverse Indentation and Impact Loading
Aleksander Rycman, Stewart McLachlin, Duane S. Cronin
Front Bioeng Biotechnol. 2021; 9: 693120. Published online 2021 Aug 12. doi: 10.3389/fbioe.2021.693120
PMCID:
PMC8387872
AbstractArticlePDF–2.1M
14.
Hyperelastic Properties of Bamboo Cellulosic Fibre–Reinforced Silicone Rubber Biocomposites via Compression Test
Siti Humairah Kamarul Bahrain, Nor Nabilah Che Abd Rahim, Jamaluddin Mahmud, M. N. Mohammed, S. M. Sapuan, R. A. Ilyas, Samah Elsayed Alkhatib, M. R. M. Asyraf
Int J Mol Sci. 2022 Jun; 23(11): 6338. Published online 2022 Jun 6. doi: 10.3390/ijms23116338
PMCID:
PMC9181817
AbstractArticlePDF–2.0M
15.
Quantification of Biventricular Strains in Heart Failure With Preserved Ejection Fraction Patient Using Hyperelastic Warping Method
Hua Zou, Ce Xi, Xiaodan Zhao, Angela S. Koh, Fei Gao, Yi Su, Ru-San Tan, John Allen, Lik Chuan Lee, Martin Genet, Liang Zhong
Front Physiol. 2018; 9: 1295. Published online 2018 Sep 19. doi: 10.3389/fphys.2018.01295
PMCID:
PMC6156386
AbstractArticlePDF–2.4M
16.
Mechanical Assessment and Hyperelastic Modeling of Polyurethanes for the Early Stages of Vascular Graft Design
Said Arévalo-Alquichire, Carlos Dominguez-paz, Manuel F. Valero
Materials (Basel) 2020 Nov; 13(21): 4973. Published online 2020 Nov 5. doi: 10.3390/ma13214973
PMCID:
PMC7663800
AbstractArticlePDF–2.8M
17.
Experimental and Numerical Evaluations of Localized Stress Relaxation for Vulcanized Rubber
Kijvanish Sukcharoen, Nitikorn Noraphaiphipaksa, Anat Hasap, Chaosuan Kanchanomai
Polymers (Basel) 2022 Mar; 14(5): 873. Published online 2022 Feb 23. doi: 10.3390/polym14050873
PMCID:
PMC8912403
AbstractArticlePDF–4.5M
18.
Unified one-dimensional finite element for the analysis of hyperelastic soft materials and structures
A. Pagani, E. Carrera
Mech Adv Mat Struct. 2023; 30(2): 342–355. Published online 2021 Dec 23. doi: 10.1080/15376494.2021.2013585
PMCID:
PMC9923886
AbstractArticlePDF–2.8M
19.
Development of an Anisotropic Hyperelastic Material Model for Porcine Colorectal Tissues
Youssef Fahmy, Mohamed B. Trabia, Brian Ward, Lucas Gallup, Mary Froehlich
Bioengineering (Basel) 2024 Jan; 11(1): 64. Published online 2024 Jan 8. doi: 10.3390/bioengineering11010064
PMCID:
PMC10813287
AbstractArticlePDF–8.3M
20.
Simulation of the 3D Hyperelastic Behavior of Ventricular Myocardium using a Finite-Element Based Neural-Network Approach
Wenbo Zhang, David S. Li, Tan Bui-Thanh, Michael S. Sacks
Comput Methods Appl Mech Eng. Author manuscript; available in PMC 2023 May 1.
Published in final edited form as: Comput Methods Appl Mech Eng. 2022 May 1; 394: 114871. Published online 2022 Apr 1. doi: 10.1016/j.cma.2022.114871
PMCID:
PMC9004630
AbstractArticlePDF–2.3M

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