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Yong Hoon Jang

Researcher at Yonsei University

Publications -  63
Citations -  1822

Yong Hoon Jang is an academic researcher from Yonsei University. The author has contributed to research in topics: Thermoelastic damping & Contact area. The author has an hindex of 14, co-authored 61 publications receiving 1547 citations. Previous affiliations of Yong Hoon Jang include University of Michigan.

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Conductive Fiber‐Based Ultrasensitive Textile Pressure Sensor for Wearable Electronics

TL;DR: A flexible and sensitive textile-based pressure sensor is developed using highly conductive fibers coated with dielectric rubber materials that exhibits superior sensitivity, very fast response time, and high stability when applied to make smart gloves and clothes that can control machines wirelessly as human-machine interfaces.
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Linear elastic contact of the Weierstrass profile

TL;DR: In this article, the authors considered a contact problem in which an elastic half-plane is pressed against a rigid fractally rough surface, whose profile is defined by a Weierstrass series.
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Experimental investigation of frictional and viscoelastic properties of intestine for microendoscope application

TL;DR: In this article, the authors developed an analytical model that can predict the frictional resistance of the capsule endoscope moving inside the living body of a pig, and the experimental results showed that the average frictional force was 10-50 mN and higher moving speed of a capsule dummy resulted in larger frictional resistances.
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Analytical model development for the prediction of the frictional resistance of a capsule endoscope inside an intestine.

TL;DR: The proposed model can provide quantitative estimation of the frictional resistance of the capsule under various moving conditions inside the intestine and is expected to be useful in the design optimization of the capsules locomotioninside the intestine.
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Effect of contact statistics on electrical contact resistance

TL;DR: In this paper, a smoothed version of the interaction effect is developed and used to predict the contact resistance when the statistical size and spatial distribution of contact spots is known, and it is shown that including finer scale detail in the fractal surface, equivalent to reducing the sampling length in the measurement of the surface, causes the predicted resistance to approach the perfect contact limit.