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Response Characteristics and Suppression of Flow-Induced Vibrations of Rectangular Prisms with Rotary Oscillation (2nd Report, Suppression of Flow-Induced Vibration)

机译：带有旋转振荡的矩形棱柱的响应特性和流致振动的抑制（第二份报告，流致振动的抑制）

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高井和紀; 坂本弘志; 小畑芳弘; TAKAI Kazunori; SAKAMOTO Hiroshi; OBATA Yoshihiro;
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年度 2004
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原文格式 PDF
正文语种 ja
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1. Characteristics and suppression of flow-induced vibrations of two side-by-side circular cylinders [J] . Kim Sangil, Alam Md. Mahbub Journal of Fluids and Structures . 2015,第Null期

机译：两个并排圆柱体的流动引起的振动特性和抑制
2. Effects of Span Length and Additional Structure on Flow-Induced Transverse Vibration Characteristic of a Cantilevered Rectangular Prism [J] . La Ode Ahmad Barata, Takahiro Kiwata, Takaaki Kono, Journal of Flow Control, Measurement & Visualization . 2020,第3期

机译：跨度长度和附加结构对悬臂矩形棱镜流动凸起横向振动特性的影响
3. Effects of Span Length and Additional Structure on Flow-Induced Transverse Vibration Characteristic of a Cantilevered Rectangular Prism [J] . La Ode Ahmad Barata, Takahiro Kiwata, Takaaki Kono, 流量控制、测量及可视化（英文） . 2020,第003期

机译：跨度和附加结构对矩形悬臂流动引起的横向振动特性的影响
4. Response characteristics and suppression of flow-induced vibrations of rectangular prisms with cross-flow vibrations [C] . H. Sakamoto, Mahbub Alam, K. Takai International Conference on Hydrodynamics . 2005

机译：交叉流量振动的矩形棱镜流动振动的响应特征和抑制
5. Suppression of rotary unbalance spin-up vibration using passive and semi-active vibration absorbers. [D] . Begg, Colin Duncan. 2001

机译：使用被动和半主动减振器抑制旋转不平衡旋转振动。
6. Effect of Angle on Flow-Induced Vibrations of Pinniped Vibrissae [O] . Christin T. Murphy, William C. Eberhardt, Benton H. Calhoun, -1

机译：夹角对夹式触角流致振动的影响
7. Response Characteristics and Suppression of Flow-Induced Vibrations of Rectangular Prisms with Cross-Flow Vibration [O] . 高井和紀, 小畑芳弘, 坂本弘志, 2006

机译：横流振动矩形棱镜的响应特性及流致振动的抑制
8. Some Transverse Resonant Vibration Characteristics of Wire Rope with Application to Flow-Induced Cable Vibrations. [R] . ramberg, s. e. griffin, o. m. 1974

机译：钢丝绳横向共振特性及其在流体诱导电缆振动中的应用。

Response Characteristics and Suppression of Flow-Induced Vibrations of Rectangular Prisms with Rotary Oscillation (2nd Report, Suppression of Flow-Induced Vibration)

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