控制系统对于参数变化的灵敏度是最重要的。
The sensitivity of a control system to parameter variations is of prime importance.
飞兆半导体模型66bp的特点1控制灵敏度“水柱提供一致的准确性，无论系统的压力变化或条件。”
The Fairchild Model 66bp features control sensitivity of 1 "water column delivers consistent accuracy regardless of system pressure changes or conditions."
示范50BP气动调节器控制灵敏度5“水柱提供稳定和可靠的精度，不论系统的压力变化或条件。”
The Model 50bp pneumatic regulator features control sensitivity of 5 "water column to deliver consistent and reliable precision regardless of system pressure changes or conditions."
示范80气动调节功能，小于0.1“水柱，非常低的消费，控制精度高灵敏度，以维持设定点无论供应压力的变化。”
The Model 80 pneumatic regulator features control sensitivity of less than 0.1 "water column, very low consumption and high accuracy to maintain the set point regardless of supply pressure changes."
通过计算发电机转速和无功补偿节点电压变化量对各控制器参数的轨迹灵敏度，获得目标函数对各控制器参数的梯度，以便于用共轭梯度法寻找最优解。
Trajectory sensitivity approach is used to assess the gradient of the PSS and SVC parameters on the objective function and then conjugate gradient approach is applied to find the optimum solution.
通过计算发电机转速和无功补偿节点电压变化量对各控制器参数的轨迹灵敏度，获得目标函数对各控制器参数的梯度，以便于用共轭梯度法寻找最优解。
Trajectory sensitivity approach is used to assess the gradient of the PSS and SVC parameters on the objective function and then conjugate gradient approach is applied to find the optimum solution.
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