Tanaka E | Kobe Univ. Kobe‐shi Jpn
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概要
関連著者
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Tanaka Eiichi
Faculty Of Engineering Gifu University
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Tanaka E
Kobe Univ. Kobe‐shi Jpn
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Tanaka E
神戸大学工学部
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TANAKA Toshio
Faculty of Engineering, Gifu University
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Inoue Yoshihiro
Faculty Of Engineering Gifu University
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Tanaka Toshio
Faculty Of Engineering Gifu University
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KOZATO Yasuaki
Ishikawajima-Harima Heavy Industries Co. Ltd.
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SUEMATSU Tatsuro
Takasago Thermal Engineering Co. Ltd.
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Liu Shaoming
Faculty of Engineering, Kobe University
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Masuda Sumio
Faculty of Engineering, Kobe University
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Tanaka E
Kobe Univ.
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Kozato Yasuaki
Department Of Mechanical And Systems Engineering Gifu University
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Liu Shaoming
Graduate School Of Science And Technology Kobe University
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Liu Shaoming
Faculty Of Engineering Kobe University
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Liu Shaoming
神戸大学大学院自然科学研究科
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Masuda Sumio
Faculty Of Engineering Kobe University
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Kuroda Ken-ichi
Faculty Of Engineering Kobe University
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Tanaka Eiichi
神戸大学工学部
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Tanaka Eiichi
Faculty Of Engineering Kobe University
著作論文
- Impingement of a Radial Jet with an Annular Jet : Deflection Properties of Main Jet Flow
- A Study on the Control of the Radial Wall Jet Through Two Parallel Disks (Jet Flow Properties at and after Reattachment Point)
- A Study on the Deflection and Reattachment of an Axisymmetric Radial Wall Jet (Jet Flow Properties Before Reattachment Point)
- A Study on the Deflection and Reattachment of an Axisymmetric Radial Wall Jet (Deflection of Main Jet Near Nozzle) : Fluids Engineering
- Study on the Control of Radial Attaching Jet Flow (5 th Report, Comparison of the Results Between Velocity, Pressure and Flow Visualization) : Series B : Fluids Engineering, Heat Transfer, Combustion, Power, Thermophysical Properties
- Study on Control of Radial Attaching Jet Flow : 4th Report, Flow at and after Reattachment Point : Series B : Fluid Engineering, Heat Transfer, Combustion, Power, Thermophysical Properties
- Study on Control of Radial Attaching Jet Flow : 3rd Report, Flow before Reattachment Point
- The Distances between Unrooted and Cyclically Ordered Trees and Their Computing Methods
- Efficient Algorithms for Finding Largest Similar Substructures in Unordered Trees (Special Section on Discrete Mathematics and Its Applications)
- An Error-Correcting Version of the Leiss's Parser for Context-Free Languages
- Largest Common Similar Substructures of Rooted and Unordered Trees