PID控制是根据系统的误差利用比例-积分-微分计算出控制量，由于传统的PID控制算
法，其运算简单、调整方便、鲁棒性强，得到非常广泛的应用；数学模型是为了一定的目的，根据原
型内在的规律和本质属性，通过必要的简化假设，运用适当的数学工具，而作的抽象，简化的数学结
构。数学模型能用来预测事物未来的发展规律，或为控制某一现象的发展提供某种意义下的总线优策
略或较好策略。
west p6100-1000002
west p6100-1100002
west p6100-1110002
west p6100-1111002
west p6100-1111102
west p6100-1101102
west p6100-1200002
west p6100-1201002
west p6100-1211002
west p6100-1220002
west p6100-1200102
west p6100-1300002
west p6100-1301002
west p6100-1311002
west p6100-1300102
west p6100-1301102
west p6100-1311102
west p6100-2000002
west p6100-2100002
west p6100-2110002
west p6100-2111002
west p6100-2111102
west p6100-3100002
west p6100-3110002
west p6100-3111002
west p6100-3200002
west p6100-3211002
west p6100-3201002
west p6100-3211102
west p6100-3700002
west p6100-3711002
west p6100-3701002
west p6100-3711102
west p6100-3707002
west p6100-3717002
west p6100-2707002