Development of fast and accurate Software of Dynamic Journal Bearings
Development of fast and accurate Software of Dynamic Journal Bearings
批准号:
63850050
负责人:
TANAKA Masato
金额:
$3.26万
依托单位:
依托单位国家:
日本
项目类别:
Grant-in-Aid for Developmental Scientific Research
财政年份:
1988
资助国家:
日本
项目状态:
已结题
起止时间:
1988 至 1989
中文摘要
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英文摘要
Usually calculated dynamic coefficient are stored as a database and the database is used in designing journal bearings. However, an amount of the data becomes larger with increase in number of parameters such as L/D ratio and bearing type. Therefore, in these cases, the use of database becomes almost impractical. This is the reason why we develop fast and accurate software for obtaining dynamic coefficients of journal bearings.? 1)Matrix Form of Reynolds Equation,(Expansion of Pressure by Orthogonal Functions). The method is applied to obtaining the static film forces of journal bearings. As this method works effectively when boundary lines are parallel to coordinate axes, a quasi-Reynolds boundary condition is introduced.Under this condition,the trailing boundary line is given by a straight line and the bulk flow across this line is ensured to be continuous. It is shown that so-called Reynolds condition can be satisfactorily approximated by the quasi-Reynolds condition, and the time required by the calculation is such less than that required by ordinary finite difference method.2)A Fast Method for Calculating Dynamic Coefficients of Finite Width Journal Bearings With Quasi Reynolds Boundary Condition. The method is applied to the dynamic problems of journal bearings.The derivatives of the film forces with respect to eccentricity ratio, attitude angle, and with respect to their time are obtained by small number of vector calculations after obtaining the statiefilm forces.3)On the Cross Terms of the Damping Coefficients of Finite Width Journal Bearings. The cross terms of the linear damping coefficients of finite width journal bearings are equal to each other i.e., Cxy=Cyx,the general approach for solving the Reynolds equation 1),2) is used.
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T. KATO Y. HORI: "MATRIX FORM OF REYNOLD EQUATION (EXPANSION OF PRESSURE BY ORTHOGONAL FUNCTIONS)" JSME Prepr Vol.53c, No.495 2380-2386, (1987).
T. KATO Y. HORI:“雷诺方程的矩阵形式(通过正交函数展开压力)”JSME Prepr Vol.53c,No.495 2380-2386,(1987)。
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通讯作者:
Kato,T: "Matrix Form of Reynolds Equation(Expansion of Pressure by Orthogonal Function)" JASM Int.J,. 31. 444-450 (1988)
加藤,T:“雷诺方程的矩阵形式(正交函数的压力展开)”JASM Int.J,。
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加藤: "有限幅ジャ-ナル軸受の減衰係数のクロスタ-ムに関する考察" 日本機械学会論文集. 54C. 2214-2217 (1988)
加藤:“有限宽度轴颈轴承阻尼系数的交叉项研究”日本机械工程师学会会刊 54C(1988)。
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Kato,T: "A Fast Method for Calculating Dynamic Cofficients of Finite Width Journal Bearings with Quasi Reynoolds Boundary Condition" ASME J.Tribology. 110. 387-393 (1988)
Kato,T:“计算具有准雷诺边界条件的有限宽度径向轴承动态系数的快速方法”ASME J.Tribology。
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T. KATO Y. HORI: "MATRIX FORM OF REYNOLD EQUATION (EXPANSION OF PRESSURE BY ORTHOGONAL FUNCTIONS)" JSME Int. J., Ser. 3 Vol.31, No.2 444-450, (1988).
T. KATO Y. HORI:“雷诺方程的矩阵形式(通过正交函数扩展压力)” JSME Int。
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