[发明专利]一种高速并联机器人的模糊前馈控制方法有效
申请号: | 202110691349.4 | 申请日: | 2021-06-22 |
公开(公告)号: | CN113359458B | 公开(公告)日: | 2023-02-28 |
发明(设计)人: | 刘祺;蔺景龙;马跃;李彬;张冕;刘振忠;宋晨阳;张智涛 | 申请(专利权)人: | 天津理工大学 |
主分类号: | G05B13/04 | 分类号: | G05B13/04 |
代理公司: | 天津易企创知识产权代理事务所(普通合伙) 12242 | 代理人: | 宋朋飞 |
地址: | 300000 *** | 国省代码: | 天津;12 |
权利要求书: | 查看更多 | 说明书: | 查看更多 |
摘要: | |||
搜索关键词: | 一种 高速 并联 机器人 模糊 控制 方法 | ||
1.一种高速并联机器人的模糊前馈控制方法,其特征在于:包括以下步骤,
S1、确定输入及输出变量;
采用三输入双输出的模糊控制结构:输入变量为驱动关节跟随误差ei(i=1,2,3,4)、关节速度关节加速度
输出变量为速度前馈控制器参数调整量ΔKvi(i=1,2,3,4)与加速度前馈控制器参数调整量ΔKai(i=1,2,3,4);
S2、构建模糊规则;
将各输入、各输出划分为3个区间,定义对应语言变量为NB-负大,ZO-零,PB-正大,则相应的模糊子集表示为{NB,ZO,PB},定义模糊规则如下:
If e is PB andis PB andis PB,then ΔKv is PB and ΔKa is PB;
If e is PB andis PB andis NB,then ΔKv is PB and ΔKa is NB;
If e is PB andis PB andis ZO,then ΔKv is PB and ΔKa is ZO;
If e is PB andis NB andis PB,then ΔKv is NB and ΔKa is PB;
If e is PB andis NB andis NB,then ΔKv is NB and ΔKa is NB;
If e is PB andis NB andis ZO,then ΔKv is NB and ΔKa is ZO;
If e is PB andis ZO andis PB,then ΔKv is ZO and ΔKa is PB;
If e is PB andis ZO andis NB,then ΔKv is ZO and ΔKa is NB;
If e is PB andis ZO andis ZO,then ΔKv is ZO and ΔKa is ZO;
If e is NB andis PB andis PB,then ΔKv is NB and ΔKa is NB;
If e is NB andis PB andis NB,then ΔKv is NB and ΔKa is PB;
If e is NB andis PB andis ZO,then ΔKv is NB and ΔKa is ZO;
If e is NB andis NB andis PB,then ΔKv is PB and ΔKa is NB;
If e is NB andis NB andis NB,then ΔKv is PB and ΔKa is PB;
If e is NB andis NB andis ZO,then ΔKv is PB and ΔKa is ZO;
If e is NB andis ZO andis PB,then ΔKv is ZO and ΔKa is NB;
If e is NB andis ZO andis NB,then ΔKv is ZO and ΔKa is PB;
If e is NB andis ZO andis ZO,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis PB andis PB,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis PB andis NB,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis PB andis ZO,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis NB andis PB,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis NB andis NB,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis NB andis ZO,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis ZO andis PB,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis ZO andis NB,then ΔKv is ZO and ΔKa is ZO;
If e is ZO andis ZO andis ZO,then ΔKv is ZO and ΔKa is ZO;
S3、前馈控制器参数模糊调节;
采集S1中的三个输入变量并按照步骤S2定义的三个语言变量对其进行分类;然后,根据步骤S2定义的模糊规则进行推理,进而确定两个输出的语言变量;最后,将输出变量清晰化,得到速度与加速度前馈控制器参数的模糊调整量ΔKvi与ΔKai,则可根据如下算法计算速度与加速度前馈控制器参数,
Kai=Ka0i+ΔKai
式中,与分别表示模糊调节前的速度与加速度前馈控制器参数初值;
在步骤S3中,设定步骤S1中的三个输入变量的阈值分别为[e]、通过采集驱动关节跟随误差ei、关节速度关节加速度与阈值进行分步比对,确定模糊调节算法执行流程;
首先,将驱动关节跟随误差e与对应阈值[e]比对;
进一步将关节速度关节加速度与对应阈值比对;
包括模糊控制器、前馈控制器和反馈控制器,模糊控制器用于确定输入及输出变量,作为反馈控制器的输入,θdi关节转过的角度作为前馈控制器和反馈控制器的输入,前馈控制器和反馈控制器的输出与被控伺服系统连接,被控伺服系统的输出θai作为反馈控制器的输入;在步骤S3中,若满足ei≤[e],则认为速度与加速度前馈控制器参数准确,无需调节;
若满足ei>[e],则认为速度与加速度前馈控制器参数不准确,需调用前馈控制器参数模糊调节算法进行调节;在步骤S3中,若满足且则认为机器人系统处于低速运行状态,跟随误差增大与前馈控制器参数无关,需调用模糊PID控制方法调节反馈控制器参数;
若满足且则认为机器人系统处于高速运行状态,跟随误差增大与前馈控制器参数有关。
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