33 citations as recorded by crossref.

1. New series and parallel 3D Cartesian right circularly corner-filleted flexible hinges N. Lobontiu et al.
2. Compliance and Dynamic Modeling of General Notch Flexure Hinges Using a Beam Transfer Matrix M. Ling et al.
3. Analytical Modeling and Application for Semi-Circular Notch Flexure Hinges Q. Meng et al.
4. Empirical compliance equations for conventional single-axis flexure hinges Y. Du & T. Li
5. Development of novel multiple-axis flexure hinges based on hook function curve and a generalized model for multiple-axis flexure hinges Y. Du et al.
6. On the design of a novel fully compliant spherical four-bar mechanism V. Parlaktaş et al.
7. The performance comparison of typical notched flexure hinges W. Ma et al.
8. Dynamic Stiffness Matrix With Timoshenko Beam Theory and Linear Frequency Solution for Use in Compliant Mechanisms M. Ling et al.
9. General design equations for the rotational stiffness, maximal angular deflection and rotational precision of various notch flexure hinges S. Linß et al.
10. A semi-analytical modeling method for the static and dynamic analysis of complex compliant mechanism M. Ling et al.
11. The Effects of Structure Thickness, Air Gap Thickness and Silicon Type on the Performance of a Horizontal Electrothermal MEMS Microgripper M. Cauchi et al.
12. detasFLEX – A computational design tool for the analysis of various notch flexure hinges based on non-linear modeling S. Henning et al.
13. Multi-objective optimization of flexure hinge mechanism considering thermal–mechanical coupling deformation and natural frequency L. Zhang et al.
14. Compliance and stress characteristics of the notch-type flexure hinges constructed on cylindrical beams Z. Cai et al.
15. Scanning near-field lithography with high precision flexure orientation stage control J. Qin et al.
16. Empirical Compliance Equations for Constant Rectangular Cross Section Flexure Hinges and Their Applications T. Li et al.
17. Generalized constitutive equations for piezo-actuated compliant mechanism J. Cao et al.
18. Parametric study for asymmetric flexure hinge design for tissue cutting J. Jones et al.
19. Straight-axis folded flexure hinges: In-plane elastic response N. Lobontiu et al.
20. Compliance and precision modeling of general notch flexure hinges using a discrete-beam transfer matrix M. Ling et al.
21. Design and Stiffness Evaluation of a Compliant Joint with Parallel Architecture Realizing an Approximately Spherical Motion F. Parvari Rad et al.
22. Design and analysis of a flexure-based modular precision positioning stage with two different materials B. Ding et al.
23. Closed-form compliance equations for elliptic-revolute notch type multiple-axis flexure hinges H. Wei et al.
24. An improved design method for the dimensional synthesis of flexure-based compliant mechanisms: optimization procedure and experimental validation G. Berselli et al.
25. Kinetostatic and Dynamic Modeling of Flexure-Based Compliant Mechanisms: A Survey M. Ling et al.
26. A compliant-mechanism-based lockable prismatic joint for high-load morphing structures Y. Zhao et al.
27. Compliance modeling of planar flexure-based mechanisms and its application to micro-motion stages Y. Du et al.
28. Application of the ellipse of elasticity theory to the functional analysis of planar compliant mechanisms O. Sorgonà et al.
29. Vibration analysis of nonuniform and curved-axis flexure hinges/beams by a recursive dynamic compliance matrix S. Wu et al.
30. Stiffness modeling of compliant parallel mechanisms and applications in the performance analysis of a decoupled parallel compliant stage Y. Jiang et al.
31. Folding behavior of thermoplastic hinges fabricated with polymer extrusion additive manufacturing C. Balderrama-Armendariz et al.
32. Comparison of flexibility models for the multibody simulation of compliant mechanisms O. Sorgonà et al.
33. Kinetostatic modeling of complex compliant mechanisms with serial-parallel substructures: A semi-analytical matrix displacement method M. Ling et al.