• Journal of KSNVE
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• v.10 no.1
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• pp.138-143
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• 2000

Longitudinal vibration of an axially moving material is investigated by using the assumed modes method. To circumvent a difficulty in choosing the comparison functions which satisfy the boundary conditions, the assumed modes method is adopted by which equations of motion are discretized. Based on the discretized equations, the complex eigenvalue problem is solved and then the effects of the translating velocity on the natural frequencies and modes are analyzed.

• Proceedings of the KSME Conference
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• 2000.04a
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• pp.619-624
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• 2000

Longitudinal vibration of an axially moving material is investigated by using the assumed modes method. to circumvent a difficulty in choosing the comparison functions which satisfy the boundary conditions the assumed modes method is adopted by which equations of motion are discretized. Based on the discretized equations, the complex eigenvalue problem is solved and then the effects of the translating velocity on the natural frequencies and modes are analyzed.

• Proceedings of the Korean Information Science Society Conference
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• 2002.10c
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• pp.28-30
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• 2002

시간에 따라 연속적으로 위치가 변화하는 객체를 이동체라 한다. 기존의 R-Tree를 사용한 이동체 색인에 관한 연구에서는 현재 위치 질의 시 고비용의 연산이 요구되고, 시간축의 값이 증가하는 방향으로 보고되는 이동체의 위치데이터의 특징을 고려한 노드 분할 정책이 제안되지 않았다. 이 논문에서는 이동체의 현재 위치 및 과거 위치에 대한 색인 방법인 CPTR-Tree(Current Position and Trajectory R-Tree)를 제안한다. 특히, 제안 방법에서 이동체의 현재 위치에 대한 공간차원의 PMBR(Point MBR)을 유지함으로써, 현재 위치 질의 처리시 불필요한 노드 접근 횟수를 줄일 수 있어 성능향상을 할 수 있다. 그리고, 시간축의 값이 증가하는 형태로 보고되는 이동체 위치 데이터의 특징을 고려하여 시간축 분할시 SP(Split Parameter) 분할 방법을 제공함으로써 노드 공간 활용률을 높여 색인의 크기를 줄이고, 공간축 분할시 노드 겹침을 줄이는 동적 클리핑 분할 정책을 제시하여 이동체 과거 위치 검색 효율을 높인다.

• Proceedings of the Korean Society for Noise and Vibration Engineering Conference
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• 2001.05a
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• pp.385-392
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• 2001

Time-dependent frequency and energy of free vibration of the Spagetti problem, that is the axially moving continuum with time-varying length, are investigated. Exact expressions for the natural frequency and time-varying vibration energy are derived by dealing with traveling waves. When the string length is increased, the vibration period increases, but the free vibration energy varies as a function of both translating velocity and boundary velocity of the continuum. However, when the string undergoes retraction, the vibration energy increases with time, String tension together with non-zero instantaneous velocity at the moving boundary results in energy variation.

• Transactions of the Korean Society for Noise and Vibration Engineering
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• v.12 no.4
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• pp.272-279
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• 2002

The time-dependent frequency and energy of free vibration of the spagetti problem, that is the axially moving continuum with time-varying length, are investigated. Exact expressions for the natural frequency and time-varying vibration energy are derived by dealing with traveling waves. The vibration period increases with increasing length, but the free vibration energy decreases. When the string undergoes retraction, the vibration energy increases with time. The free response of the time-varying string is represented by superposing two traveling waves.