Larry L. Howell
Affiliations: | Mechanical engineering | Brigham Young University, Provo, UT, United States |
Area:
Mechanical Engineering, Biomechanics BiophysicsGoogle:
"Larry Howell"Children
Sign in to add traineeScott M. Lyon | grad student | 2003 | BYU |
Craig P. Lusk | grad student | 2005 | BYU |
Jonathan W. Wittwer | grad student | 2005 | BYU |
Peter A. Halverson | grad student | 2010 | BYU |
Sean S. Tolman | grad student | 2014 | BYU |
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Publications
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Pehrson NA, Bilancia P, Magleby S, et al. (2020) Load–Displacement Characterization in Three Degrees-of-Freedom for General Lamina Emergent Torsion Arrays Journal of Mechanical Design. 142 |
Sargent B, Butler J, Seymour K, et al. (2020) An Origami-Based Medical Support System to Mitigate Flexible Shaft Buckling Journal of Mechanisms and Robotics. 12 |
Ling M, Howell LL, Cao J, et al. (2020) Kinetostatic and Dynamic Modeling of Flexure-Based Compliant Mechanisms: A Survey Applied Mechanics Reviews. 72 |
Jin M, Yang Z, Ynchausti C, et al. (2020) Large-Deflection Analysis of General Beams in Contact-Aided Compliant Mechanisms Using Chained Pseudo-Rigid-Body Model Journal of Mechanisms and Robotics. 12 |
Gou Y, Chen G, Howell LL. (2020) A design approach to fully compliant multistable mechanisms employing a single bistable mechanism Mechanics Based Design of Structures and Machines. 1-24 |
Hyatt LP, Magleby SP, Howell LL. (2020) Developable mechanisms on right conical surfaces Mechanism and Machine Theory. 149: 103813 |
Jin M, Zhu B, Mo J, et al. (2020) A CPRBM-based method for large-deflection analysis of contact-aided compliant mechanisms considering beam-to-beam contacts Mechanism and Machine Theory. 145: 103700 |
Bilancia P, Berselli G, Magleby S, et al. (2020) On the modeling of a contact-aided cross-axis flexural pivot Mechanism and Machine Theory. 143: 103618 |
Lang RJ, Brown N, Ignaut B, et al. (2019) Rigidly Foldable Thick Origami Using Designed-Offset Linkages Journal of Mechanisms and Robotics. 12 |
Badger JC, Nelson TG, Lang RJ, et al. (2019) Normalized Coordinate Equations and an Energy Method for Predicting Natural Curved-Fold Configurations Journal of Applied Mechanics. 86 |