工作流技术重点关注如何将已经抽象的企业业务模型描述成计算机可理解和自动处理的流程及其自动处理所需要的各种资源或条件,而并不关心如何对业务进行抽象才能最恰当地反映企业的实际需要.针对此问题,提出了一套通用的点线面一体化业...工作流技术重点关注如何将已经抽象的企业业务模型描述成计算机可理解和自动处理的流程及其自动处理所需要的各种资源或条件,而并不关心如何对业务进行抽象才能最恰当地反映企业的实际需要.针对此问题,提出了一套通用的点线面一体化业务分析概念模型,即PLS模型(Point-Line-Surface ConceptualModel),定义了用PLS模型分析系统所涉及的各种元素,并分析了PLS模型元素和EPC(Event-driven Process Chains)元素间的映射关系,从而通过PLS构建的系统可以用EPC描述.为验证模型的实用性,以南水北调中线干线工程建设管理信息系统为例,详细阐述了如何利用PLS模型分析企业业务并用EPC描述.展开更多
This paper studies representation of rigid combination of a directed line and a reference point on it （here referred to as a ＂point-line＂） using dual quatemions. The geometric problem of rational ruled surface des...This paper studies representation of rigid combination of a directed line and a reference point on it （here referred to as a ＂point-line＂） using dual quatemions. The geometric problem of rational ruled surface design is viewed as the kinematic prob- lem of rational point-line motion design. By using the screw theory in kinematics, mappings from the spaces of lines and point-lines in Euclidean three-dimensional space into the hyperplanes in dual quaternion space are constructed, respectively. The problem of rational point-line motion design is then converted to that of projective Bezier or B-spline image curve design in hyperplane of dual quatemions. This kinematic method can unify the geometric design of ruled surfaces and tool path generation for five-axis numerical control （NC） machining.展开更多
文摘工作流技术重点关注如何将已经抽象的企业业务模型描述成计算机可理解和自动处理的流程及其自动处理所需要的各种资源或条件,而并不关心如何对业务进行抽象才能最恰当地反映企业的实际需要.针对此问题,提出了一套通用的点线面一体化业务分析概念模型,即PLS模型(Point-Line-Surface ConceptualModel),定义了用PLS模型分析系统所涉及的各种元素,并分析了PLS模型元素和EPC(Event-driven Process Chains)元素间的映射关系,从而通过PLS构建的系统可以用EPC描述.为验证模型的实用性,以南水北调中线干线工程建设管理信息系统为例,详细阐述了如何利用PLS模型分析企业业务并用EPC描述.
基金supported by the National Natural Science Foundation of China(Grant Nos.50835004 and 51005087)the National Basic Research Program of China(Grant No.2011CB706804)
文摘This paper studies representation of rigid combination of a directed line and a reference point on it （here referred to as a ＂point-line＂） using dual quatemions. The geometric problem of rational ruled surface design is viewed as the kinematic prob- lem of rational point-line motion design. By using the screw theory in kinematics, mappings from the spaces of lines and point-lines in Euclidean three-dimensional space into the hyperplanes in dual quaternion space are constructed, respectively. The problem of rational point-line motion design is then converted to that of projective Bezier or B-spline image curve design in hyperplane of dual quatemions. This kinematic method can unify the geometric design of ruled surfaces and tool path generation for five-axis numerical control （NC） machining.
