Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法灵敏度分析法对超重训练设备的固有频率进行修改设计。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通过灵敏度分析得到对状态变量影响较大的参,作改进的粒子群算法对参进行寻优修正。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

在引入EOQ概念的基础上,剖析典EOQ模型,并对其进行灵敏度分析,指出不足。

Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法采用度分析法对超重训练设备的固有频率进行改设计。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通度分析得到对状态变量影响较大的参数,采用繁殖操作改进的粒子群算法对参数进行寻优。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

引入EOQ概念的基础上,剖析典EOQ模型,并对其进行度分析,指出不足。

Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法采用灵敏度分法对超重训练设备的固有进行修改设计。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通过灵敏度分得到对状态变量影响较大的参数,采用繁殖操作改进的粒子群算法对参数进行寻优修正。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

在引入EOQ概念的基础,典EOQ模型,并对其进行灵敏度分,指出不足。

Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法采用灵敏度分析法超重训练设备的固有频率进行修改设计。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通过灵敏度分析得到量影响较大的参数,采用繁殖操作改进的粒子群法参数进行寻优修正。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

在引入EOQ概念的基础上,剖析典EOQ模型,并其进行灵敏度分析,指出不足。

Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法采用法对超重训练设备的固有频率进行修改设计。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通过得到对状态变量影响较大的参数,采用繁殖操作改进的粒子群算法对参数进行寻优修正。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

在引入EOQ概念的基础上,剖典EOQ模型,并对其进行,出不足。

Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法采度分法对超重训练设备的固有频率进行修改设计。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通过度分得到对状态变量影响较大的参数,采繁殖操作改进的粒子群算法对参数进行寻优修正。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

在引入EOQ概念的基础上,剖典EOQ模型,并对其进行度分,不足。

Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法采用灵敏度分析法对超重训练备固有频率进行计。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通过灵敏度分析得到对状态变量影响较大参数,采用繁殖操作进粒子群算法对参数进行寻优正。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

在引入EOQ基础上,剖析典EOQ模型,并对其进行灵敏度分析,指出不足。

Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法灵敏度分析法对超重训练设备的固有频率进行修改设计。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通过灵敏度分析得到对状态变量影响较大的参数,操作改进的粒子群算法对参数进行寻优修正。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

在引入EOQ概念的基础上,剖析典EOQ模型,并对其进行灵敏度分析,指出不足。

Method The natural frequencies of the hypergravitation training facility were modified by using sensitivity analysis method.

方法采用灵敏度分析法对超重训练备的固有频率进行修。

Using the structure model of hyphomycetoma growth,a time-segment parameter adjustment approach was proposed to adapt to the change of parameters throughout the fermentation process.

通过灵敏度分析得到对状态变量影响较大的参数,采用繁殖操作进的粒子群算法对参数进行寻优修正。

On the basis of introducing the concept of economic order quantity, classical EOQ modes and their sensitivity have been discussed ,pointing out their insufficience .

在引EOQ的基础上,剖析典EOQ模型,并对其进行灵敏度分析,指出不足。