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    • 2. 发明申请
    • METHOD OF CALCULATING COORDINATES AT CUTTING WORK COMPLETION IN SHOULDER CUTTING BY MEANS OF ROTATING TOOL
    • 通过旋转工具在切割工件中切割工件完成时计算坐标的方法
    • US20080215177A1
    • 2008-09-04
    • US11964114
    • 2007-12-26
    • Koji UtsumiMasayuki Kyoi
    • Koji UtsumiMasayuki Kyoi
    • G06F17/00
    • B23Q17/0976B23C2250/16B23Q17/005B23Q17/0938
    • Using parameters such as diameters of a rough cutter and a finishing cutter, a position of a tool at cutting work completion in a rough work, a finishing cutting area, specifications of a rotating tool (the number of cutting edges, a cutting force eigenvalue, a compliance transfer function), etc., a cutting force acting on a cutting edge of the rotating tool is found, and results thereof are made use of to analyze a characteristic equation being a loop transfer function of a vibration system composed of the rotating tool and a work, whereby it is possible to predict presence of generation of self-excited vibration of the finishing cutter performed after a rough work in a shoulder cutting work. Thereby, the rotating tool operates stably in a finishing work and besides shoulder cutting of a work can be performed in a high work efficiency.
    • 使用诸如粗切割机和精加工刀具的直径的参数,在粗加工中切割加工完成时的刀具的位置,精加工切割区域,旋转刀具的规格(切削刃数量,切削力特征值, 符合传递函数)等,发现作用在旋转工具的切削刃上的切削力,并且使用其结果来分析作为由旋转工具构成的振动系统的循环传递函数的特性方程 以及可以预测在肩部切割作业中粗加工后进行的精加工刀具的自激振动的产生的存在的工作。 因此,旋转工具在精加工中稳定地​​工作,并且可以以高的工作效率进行工件的肩部切割。
    • 3. 发明授权
    • Method of calculating coordinates at cutting work completion in shoulder cutting by means of rotating tool
    • 通过旋转刀具计算肩切割中切割工作完成时的坐标方法
    • US07822502B2
    • 2010-10-26
    • US11964114
    • 2007-12-26
    • Koji UtsumiMasayuki Kyoi
    • Koji UtsumiMasayuki Kyoi
    • G06F19/00
    • B23Q17/0976B23C2250/16B23Q17/005B23Q17/0938
    • Using parameters such as diameters of a rough cutter and a finishing cutter, a position of a tool at cutting work completion in a rough work, a finishing cutting area, specifications of a rotating tool (the number of cutting edges, a cutting force eigenvalue, a compliance transfer function), etc., a cutting force acting on a cutting edge of the rotating tool is found, and results thereof are made use of to analyze a characteristic equation being a loop transfer function of a vibration system composed of the rotating tool and a work, whereby it is possible to predict presence of generation of self-excited vibration of the finishing cutter performed after a rough work in a shoulder cutting work. Thereby, the rotating tool operates stably in a finishing work and besides shoulder cutting of a work can be performed in a high work efficiency.
    • 使用诸如粗切割机和精加工刀具的直径的参数,在粗加工中切割加工完成时的刀具的位置,精加工切割区域,旋转刀具的规格(切削刃数量,切削力特征值, 符合传递函数)等,发现作用在旋转工具的切削刃上的切削力,并且使用其结果来分析作为由旋转工具构成的振动系统的循环传递函数的特性方程 以及可以预测在肩部切割作业中粗加工后进行的精加工刀具的自激振动的产生的存在的工作。 因此,旋转工具在精加工中稳定地​​工作,并且可以以高的工作效率进行工件的肩部切割。
    • 4. 发明授权
    • Method and program for calculating maximum depth of cut without self-excited vibration of cutting tool
    • 用于计算切削刀具无自激振动的最大切削深度的方法和程序
    • US07500812B2
    • 2009-03-10
    • US11698109
    • 2007-01-26
    • Hideaki OnozukaTomu KatoKoji Utsumi
    • Hideaki OnozukaTomu KatoKoji Utsumi
    • G06F19/00
    • G05B19/40937G05B2219/49237Y02P90/265Y10T409/303808
    • A method for calculating depth of cut without any milling self-excited vibration. An initial value for machining-surface-perpendicular depth of cut is set. A cutting start angle and cutting end angle for a cutting edge is obtained, based on the initial value. A machining-surface-perpendicular depth of cut that causes no self-excited vibration is calculated. The maximum depth of cut that corresponds to the stability limit of a milling self-excited vibration is calculated, by repeating the calculation while modifying the initial value until the difference between the initial value and the calculation result becomes the same as, or smaller than, a given value. As a result, the stability-limit depth of cut is preliminarily analyzed to the milling self-excited vibration in consideration of a pick feed, the gradient angle of a workpiece, and a machining-surface curvature radius, so that man-hours required for creation and modification of NC data can be reduced.
    • 一种计算切削深度的方法,无需任何铣削自激振动。 设定加工面初始值 - 垂直切割深度。 基于初始值获得切削刃的切削起始角和切削端角。 计算出不产生自激振动的加工面垂直切削深度。 通过在修改初始值的同时重复计算直到初始值和计算结果之间的差值变得等于或小于该值,计算对应于铣削自激振动的稳定极限的最大切削深度, 一个给定的值。 结果,考虑到拾取进给,工件的倾斜角和加工表面曲率半径,预先分析了切削的稳定极限深度对于铣削自激振动,从而所需的工时 可以减少NC数据的创建和修改。
    • 5. 发明申请
    • Method and program for calculating maximum depth of cut without self-excited vibration of cutting tool
    • 用于计算切削刀具无自激振动的最大切削深度的方法和程序
    • US20070179661A1
    • 2007-08-02
    • US11698109
    • 2007-01-26
    • Hideaki OnozukaTomu KatoKoji Utsumi
    • Hideaki OnozukaTomu KatoKoji Utsumi
    • G06F19/00
    • G05B19/40937G05B2219/49237Y02P90/265Y10T409/303808
    • There is provided a method for calculating depth of cut without any milling self-excited vibration, in consideration of a machining condition, the rigidity of a machining tool, the machinability of a material, and the like; in the method, an initial value for the machining-surface-perpendicular depth of cut is firstly set, by utilizing as input values the curvature radius of a machining surface, a tool radius, a pick feed, the gradient angle between the machining surface and a rotation axis of the tool, and the number of tool edges; a cutting start angle and a cutting end angle for a cutting edge is obtained, based on the initial value; the machining-surface-perpendicular depth of cut that causes no self-excited vibration is calculated; and the maximum depth of cut that corresponds to the stability limit of a milling self-excited vibration is calculated, by repeating the calculation while modifying the initial value until the difference between the initial value and the calculation result becomes the same as or smaller than a given value. As a result, in gradient-surface milling processing by use of a rotating tool, the stability-limit depth of cut is preliminarily analyzed to the milling self-excited vibration in consideration of a pick feed, the gradient angle of a workpiece, and a machining-surface curvature radius, so that the number of man-hours required for creation and modification of NC data can be reduced.
    • 考虑加工条件,加工工具的刚性,材料的机械加工性等,提供了一种用于计算切削深度的方法,而不需要任何铣削自激振动。 在该方法中,首先通过利用加工面的曲率半径,刀具半径,拾取进给,加工面与切削面之间的倾斜角度作为输入值,设定加工面垂直切削深度的初始值 刀具的旋转轴线和刀刃数量; 基于初始值获得切削起始角度和切削刃的切削端角度; 计算不产生自激振动的加工面垂直切削深度; 并且通过在修改初始值的同时重复计算,直到初始值和计算结果之间的差值变得等于或小于一个来计算与铣削自激振动的稳定极限对应的最大切削深度 给定值。 结果,在通过使用旋转工具进行的梯度表面铣削加工中,考虑到拾取进给,工件的倾斜角和工件的倾斜角度,预先将切割的稳定极限深度分析为铣削自激振动 加工表面曲率半径,从而可以减少创建和修改NC数据所需的工时。