Submitted:
25 July 2025
Posted:
29 July 2025
You are already at the latest version
Abstract
Keywords:
1. Introduction
2. Materials and Methods
2.1. Diseño del Estudio

2.1.1. Preliminary Data Analysis
2.1.2. Mechanism Design: CAD Modeling and Computational Simulations
2.1.3. 3D Modeling
Model 1
Model 2
Model 3
2.1.4. Functionality Tests
3. Knee Joint Flexion During Gait
4. Discussion
5. Conclusions
Abbreviations
| ICR | Instant Center of Rotation |
| CAD | Computer Aided Design |
References
- Dadkhan B, Valizadeh S, Mohammadi E, Hasssankhani H. Psychosocial adjustment to Lower-limb amputation. HealthMED [Internet]. 2013 [cited 2025 Feb 27];7. Available from: https://www.researchgate.net/profile/Ivan-Merdzhanov-2/publication/272419418_An_electronic_learning_tool_to_improve_language_related_communication_skills_in_healthcare_settings/links/54e3d2cd0cf282dbed6daefb/An-electronic-learning-tool-to-improve-language-related-communication-skills-in-healthcare-settings.pdf#page=159.
- Andriacchi TP, Stanwyck TS, Galante JO. Knee Biomechanics and Total Knee Replacement.
- Andriacchi TP, Stanwyck TS, Galante JO. Knee Biomechanics and Total Knee Replacement.
- Grodzka K, Sajewicz E, Dziemianowicz Marcin. Chapter 5 Kinematic analysis of instantaneous centre of rotation of prosthetic knee mechanisms. 2023 Jan 5; Available from: https://www.researchgate.net/publication/366878422.
- Barbu, DM. A total knee prosthesis CAD design. 2017 E-Health Bioeng Conf EHB 2017. 2017;511–4.
- Sánchez J, Hernández RJ, Torres JE. The mechanical design of a transfemoral prosthesis using computational tools and design methodology. Ing e Investig. 2012;32(3):14–8.
- Andrysek J, Michelini A, Eshraghi A, Kheng S, Heang T, Thor P. Gait Performance of Friction-Based Prosthetic Knee Joint Swing-Phase Controllers in Under-Resourced Settings. Prosthesis. 2022 Mar 15;4(1):125–35. [CrossRef]
- Murabayashi M, Mitani T, Inoue K. Development and Evaluation of a Passive Mechanism for a Transfemoral Prosthetic Knee That Prevents Falls during Running Stance. Prosthesis. 2022;4(2):172–83. [CrossRef]
- Li Z, Han Y, Liu C, Xiu H, Wei G, Ren L. Design_Manufacture_and_Experimental_Validation_of_a_Hydraulic_Semi_Active_Knee_Prosthesis. IEEE Trans NEURAL Syst Rehabil Eng. 2023;31:1394–404.
- Minnoye ALM, Plettenburg DH. Design, fabrication, and preliminary results of a novel below knee prosthesis for snowboarding: A case report. Procedia Eng [Internet]. 2010;2(2):3133–41. Available from. [CrossRef]
- Zhang Y, Cao W, Yu H, Meng Q, Lv J. A four-bar knee joint measurement walking system for prosthesis design. Technol Heal Care. 2021;29(4):823–8. [CrossRef]
- Zhang Y, Wang E, Wang M, Liu S, Ge W. biomimetics Design and Experimental Research of Knee l Joint Prosthesis Based on Gait Acquisition Technology. 2021; Available from. [CrossRef]
- Salas P, Vergara ;, Mary, Provenzano ;, Sebastian. Prótesis de rodilla: Fundamentos teóricos y técnicas computacionales para su diseño Knee Prosthesis: theoretical foundations and computational techniques applied to its design. Vol. 42, Revista Ciencia e Ingeniería. 2021.
- Hagberg K, Brånemark R. Consequences of non-vascular trans-femoral amputation: a survey of quality of life, prosthetic use and problems. Vol. 25, Prosthetics and Orthotics International. 2001.
- Wang, S. Biomechanical Analysis of the Human Knee Joint. J Healthc Eng. 2022;2022.
- Claessens, T. Finding the location of the instantaneous center of rotation using a particle image velocimetry algorithm. Am J Phys. 2017 Mar;85(3):185–92. [CrossRef]
- Sajewicz, E. Chapter 5 Kinematic analysis of instantaneous centre of rotation of prosthetic knee mechanisms. 2023;(January).
- Koo S, Andriacchi TP. The knee joint center of rotation is predominantly on the lateral side during normal walking. J Biomech. 2008;41(6):1269–73. [CrossRef]
- Wang, S. Biomechanical Analysis of the Human Knee Joint. Vol. 2022, Journal of Healthcare Engineering. Hindawi Limited; 2022.
- Ahrendt D, Romero Karam A. Development of a computer-aided engineering–supported process for the manufacturing of customized orthopaedic devices by three-dimensional printing onto textile surfaces. J Eng Fiber Fabr. 2020;15. [CrossRef]
- Alkhatib F, Cabibihan JJ, Mahdi E. Data for benchmarking low-cost, 3D printed prosthetic hands. Data Br [Internet]. 2019;25:104163. Available from. [CrossRef]











| Description | Value (mm) |
|---|---|
| Suggested Position of the ICR origin Relative to the Anatomical Center of the Knee. | 100 |
| Suggested Position of the ICR Origin Relative to the Anatomical Axis of the Leg. | 6 |
| Criterio | Estrategia |
|---|---|
| Range of Motion | Adjust size of the links to match the trajectory of the target curve. |
| Functional and Aesthetic Design | Consider the quantitative parameters to create an aesthetically pleasing design |
| Ensure Voluntary Control | Verify that the position of the ICR, along with the mechanism and the leg, lies within the stability zone. |
| Comfort | Replicate the target ICR. Add flexible material to absorb impact during the stance phase, reducing load and shock on the residual limb. Consider a spring that enables the foot to return at the end of swing phase. |
| Hyperextension | Limit the range of motion to prevent potential injuries. |
| Figure | Link | Length [mm] | Angles (Deg) |
|---|---|---|---|
![]() |
A | 128 | 46.02 |
| B | 28 | 143.53 | |
| C | 79.50 | 121.94 | |
| D | 45 | 48.51 | |
| B and the leg axis | 25 | 33.2 |
| Figure | Link | Length [mm] | Angle (Deg) |
|---|---|---|---|
![]() |
A | 61 | 102.64 |
| B | 16.50 | 89.12 | |
| C | 35.33 | 130.43 | |
| D | 38 | 37.81 | |
| B and the leg axis | 35.5 | 34 | |
| # teeth | Pitch Diameter | Outer Diameter | Base Diameter |
|---|---|---|---|
| N1 = 15 | Module m=1 | Addendum → a = 1/1 | Pressure Angle → u=20 |
| N2 = 14 | Dp1 = N1 . m = 15 | Db1 = Dp1 . cos 20 = 14.095 | Db1 = Dp1 . cos 20 = 14.095 |
| NL = 14 | Dp2 = N2 . m =14 | Db2 = Dp2 . cos 20 = 13.156 | Db2 = Dp2 . cos 20 = 13.156 |
| Figure | Link | Lenght [mm] | Angle (Deg) |
|---|---|---|---|
![]() |
A | 61 | 102.64 |
| B | 16.50 | 89.12 | |
| C | 35.33 | 130.43 | |
| D | 38 | 37.81 | |
| E | 43.81 | 21.36 | |
| F | 28.5 | 173.08 | |
| G | 18.81 | 107.84 | |
| H | 18.80 | 74.44 | |
| B and reference line | 35.50 | 163.28 |
| Comparison | Discrete Fréchet Distance (mm) |
|---|---|
| Reference Curve vs. Model 1 | 50.90 |
| Reference Curve vs. Model 2 | 14.46 |
| Reference Curve vs. Model 3 | 5.33 |
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