• The Optical Journal
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• s.171
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• pp.23-24
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• 2017

• Railway Journal
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• v.19 no.5
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• pp.44-53
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• 2016

• Railway Journal
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• v.20 no.4
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• pp.70-73
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• 2017

• The Journal of Korea Institute of Information, Electronics, and Communication Technology
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• v.13 no.5
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• pp.443-451
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• 2020

A futuristic locomotion system called Hyperloop is projected for driving at ulta-high speed, levitated in the tube. In hyperloop localization of pods on the linear synchronous motor is essential for pod driving. precision localization is required for acceleration and deceleration of pods driving at speed above 1,000km/h, and also required for adjusting the pod speed driving at this very-high speed to maintain inter-vehicle distance. In this work, a new scale of localization is challenged by modified laser surface velocimeter. In acceleration the speed of a virtual pod is calculated along its displacement measured by laser reflection. Under the requirement of precise localization of the pod driving at ultra-high speed, a displacement measurement device, which detects the difference in reflections from tiles passing by the pod, is developed and evaluated through performance test. Tests of pod speeds below 500km/h have showed exact localization results of the precision in centimeters, and tests of pod speeds above 500km/h have showed localization with very low error rates under 0.1%. For the measurement above 500km/h, future works would pursue the error rate converges to zero.

• Proceedings of the KIPE Conference
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• 2017.07a
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• pp.50-51
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• 2017

최근 전 세계적으로 차세대 초고속 교통수단의 연구, 개발에 박차를 가하고 있다. 대표적으로 미국에서 개발하고 있는 하이퍼루프는 승객을 태운 차체가 원통형인 튜브안에서 최대 1200 km/h로 이동하는 초고속 교통수단이다. 이렇게 빠른 속도에 도달하기 위해서 수십 MW 수준의 상당히 큰 전력이 필요하며, 이러한 큰 전력소모에 의한 전력망의 부담을 덜기 위해, 태양광 시스템을 튜브에 장착하여 추진에 필요한 일부 전력을 태양광 발전으로 대체하는 시스템이 연구되고 있다. 본 논문에서는 튜브의 방향, 태양전지의 배열에 따른 에너지 생산량, 전력발전량 및 비용 등의 다각적인 측면에서의 분석을 제시하였다. 원통형 튜브에 부착되는 태양전의 배열을 여섯 가지 경우로 나누었을 때, 삼각 지붕 모양으로 태양전지를 배열한 Case 2가 가장 높은 에너지 생산량을 보였다. 하지만 태양전지의 단위면적 당 에너지 생산량을 비용으로 계산하였을 경우, 튜브 위에 평평하게 태양전지를 배열한 Case 1이 가장 높은 가격 경쟁력을 가졌다.

• Electronics and Telecommunications Trends
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• v.36 no.4
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• pp.23-33
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• 2021

Wireless communication for train control is an active research field. The World Railway Federation in Europe developed GSM-R, which integrates the GSM-based voice call standard and train control signals. To provide advanced railway services, the LTE-R wireless communication system was developed in Korea for passenger services and wireless image information required by the railroad industry. Recently, direct communication technology for autonomous train driving has been studied to decrease the driving interval, and research is being conducted on a hyperloop train control system that runs at a maximum speed of 1,220km/h in a subvacuum environment of 0.001 atmosphere. In this paper, we summarize the trends in wireless communication technologies used for GSM-R/LTE-R railway systems. For future wireless communication in railway systems, we discuss autonomous train driving and the hyperloop railway control system, define wireless communication technology, and discuss trends in domestic and foreign technologies.

• The KIPS Transactions:PartA
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• v.11A no.3
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• pp.189-198
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• 2004

We consider the fault hamiltonian properties of m ${\times}$ n meshes with two wraparound links on the first row and the last row, denoted by M$_2$(m,n), (m$\geq$2, n$\geq$3). M$_2$(m,n), which is bipartite, with a single faulty link has a fault-free path of length mn-l(mn-2) between arbitrary two nodes if they both belong to the different(same) partite set. Compared with the previous works of P$_{m}$ ${\times}$C$_{n}$ , it also has these hamiltonian properties. Our result show that two additional wraparound links are sufficient for an m${\times}$n mesh to have such properties rather than m wraparound links. Also, M$_2$(m,n) is a spanning subgraph of many interconnection networks such as multidimensional meshes, recursive circulants, hypercubes, double loop networks, and k-ary n-cubcs. Thus, our results can be applied to discover fault-hamiltonicity of such interconnection networks. By applying hamiltonian properties of M$_2$(m,n) to 3-dimensional meshes, recursive circulants, and hypercubes, we obtain fault hamiltonian properties of these networks.