产品实现就是产品质量生成过程,以BOM(Bill Of Material)为中心组织产品质量数据已成为产品过程质量管理的关键技术.通过分析产品质量形成及其过程质量管理的特点明确了产品质量保证过程模型,并从质量管理的角度提出了质量BOM的概念,定...产品实现就是产品质量生成过程,以BOM(Bill Of Material)为中心组织产品质量数据已成为产品过程质量管理的关键技术.通过分析产品质量形成及其过程质量管理的特点明确了产品质量保证过程模型,并从质量管理的角度提出了质量BOM的概念,定义了面向对象方法的质量BOM数据结构定义模型,结合关键质量特性链和产品过程实现链提出了质量BOM双演化过程模型,分析了质量BOM的3个组成部分:质量BOM数据项、数据项结构和质量特征演化方法和过程,最后基于质量BOM演化过程模型提出了单一数据源的产品过程质量数据组织集成模型.展开更多
A three dimensional unison product with third derivative of displacement system of differential equations is presented. A projected plasma efavirenz concentration profile of a patient who had been on an orally adminis...A three dimensional unison product with third derivative of displacement system of differential equations is presented. A projected plasma efavirenz concentration profile of a patient who had been on an orally administered 600 mg daily dose of efavirenz is used as a structural aggregate. A three compartmental model of ordinary differential equations is suggested and solved numerically. The model projects descriptors associated with the product of a bounce that is a closed system. The product consists of three independent phases with two variable states, intenseness (concentration) that measures a structural aggregate and an environmental influence which is gravity. The third phase of the product is a processing function (spartial aggregate) which is a free potential. The function, a free potential, is responsible for ordering the product. A dynamical system with an attractive subspace which is an external potential (stable) with a zero eigenvalue is derived. The unison jerk’s Jacobian Matrix has corresponding negative, positive and zero eigenvalues.展开更多
文摘产品实现就是产品质量生成过程,以BOM(Bill Of Material)为中心组织产品质量数据已成为产品过程质量管理的关键技术.通过分析产品质量形成及其过程质量管理的特点明确了产品质量保证过程模型,并从质量管理的角度提出了质量BOM的概念,定义了面向对象方法的质量BOM数据结构定义模型,结合关键质量特性链和产品过程实现链提出了质量BOM双演化过程模型,分析了质量BOM的3个组成部分:质量BOM数据项、数据项结构和质量特征演化方法和过程,最后基于质量BOM演化过程模型提出了单一数据源的产品过程质量数据组织集成模型.
文摘A three dimensional unison product with third derivative of displacement system of differential equations is presented. A projected plasma efavirenz concentration profile of a patient who had been on an orally administered 600 mg daily dose of efavirenz is used as a structural aggregate. A three compartmental model of ordinary differential equations is suggested and solved numerically. The model projects descriptors associated with the product of a bounce that is a closed system. The product consists of three independent phases with two variable states, intenseness (concentration) that measures a structural aggregate and an environmental influence which is gravity. The third phase of the product is a processing function (spartial aggregate) which is a free potential. The function, a free potential, is responsible for ordering the product. A dynamical system with an attractive subspace which is an external potential (stable) with a zero eigenvalue is derived. The unison jerk’s Jacobian Matrix has corresponding negative, positive and zero eigenvalues.
