Van-Du Nguyen

Dr. Van-Du Nguyen

orcid

Research Focus & Metrics

Academic Career Length

19Years (2008-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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8 August 2010 in Nonlinear Dynamics
Verified
Journal Article
Closed access
PDF file
JHJee Hou Ho
Jee Hou Ho
VNVan-Du Nguyen
Van-Du Nguyen
KWKo-Choong Woo
Ko-Choong Woo

8 April 2021 in Meccanica
Verified
Journal Article
Closed access
PDF file
KNKhac-Tuan Nguyen
Khac-Tuan Nguyen
LTLa-Ngoc Tuan
La-Ngoc Tuan
THThanh Ky Ho
Thanh Ky Ho
HNHuy Quoc Ngo
Huy Quoc Ngo
HNHUNG CHU NGOC
HUNG CHU NGOC
VNVan-Du Nguyen
Van-Du Nguyen

1 March 2020 in Biosystems Engineering
Verified
Journal Article
Closed access
VVVan-Dam Vu
Van-Dam Vu
HNHuy Quoc Ngo
Huy Quoc Ngo
TNThanh-Toan Nguyen
Thanh-Toan Nguyen
HNHuu-Cong Nguyen
Huu-Cong Nguyen
QNQuoc-Tuan Nguyen
Quoc-Tuan Nguyen
VNVan-Du Nguyen
Van-Du Nguyen

31 July 2008 in International Journal of Non-Linear Mechanics
Verified
Journal Article
Closed access
VNVan-Du Nguyen
Van-Du Nguyen
KWKo-Choong Woo
Ko-Choong Woo
EPEkaterina Pavlovskaia
Ekaterina Pavlovskaia

1 May 2018 in International Journal of Mechanical Sciences
Verified
Journal Article
Closed access
TDThe-Hung Duong
The-Hung Duong
VNVan-Du Nguyen
Van-Du Nguyen
HNHuu-Cong Nguyen
Huu-Cong Nguyen
NVNgoc Pi Vu
Ngoc Pi Vu
NNNhu-Khoa Ngo
Nhu-Khoa Ngo
VNVan-Tuan Nguyen
Van-Tuan Nguyen

4 May 2020 in Mechanics Based Design of Structures and Machines
Verified
Journal Article
Closed access
VNVan-Du Nguyen
Van-Du Nguyen
NLNgoc-Tuan La
Ngoc-Tuan La
This paper presents the design, mathematical development and experimental validation of a new vibration-driven locomotion module for capsule robots. The proposed system consists of a mass moving inside a body mass. A nonlinear elastic spring is used to connect the two masses, providing the ability to enhance the resonant characteristics. Being excited by a half-sine electromagnetic force, the internal mass periodically oscillates and thus generates locomotion. The system was found to move effectively in expected direction under isotropic friction condition. Bifurcation analysis showed that the system always has period-1 motion.