(1) 伺服放大器的发热量
伺服放大器在额定过载时损耗、电源设备容量如表10.1所示。在进行密闭型控制柜的散热设计时考虑
到最坏使用条件后使用表中的数值。根据运行的频率,实际设备的发热量为介于额定输出时和伺服关
闭时的中间。以不满额定转速进行运行时,电源设定容量比表中值低,但是伺服放大器的发热量还是
一样。
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)
(2)伺服放大器密闭型控制柜的散热面积
容纳伺服放大器的密闭型控制柜内的温度请控制在环境温度40°C,上升温度在+10°C以下。(使用环
境条件温度最大为55℃时,留有大约5℃的裕量)控制柜的散热面积根据公式(10.1)计算出来。
![](data:image/png;base64,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)
根据公式(10.1)算出的散热面积将P作为控制柜内全发生损失的合计进行计算。伺服放大器的发热
量请参考表10.1.A表示散热的有效面积,因此当控制柜直接安装在隔热墙壁上时,请多估计一点控制
柜的表面积。
而且,需要的散热面积根据控制柜内条件不同而改变。若控制柜内的对流不好时不能进行有效的散热,
所以在设计控制柜时,请充分考虑到控制柜内的器件配置以及采用冷却风扇实现搅拌效果等。表10.1
显示环境温度40℃,在稳定负载状态下使用时的伺服放大器控制柜的散热面积(大致)。
![](data:image/png;base64,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)
密闭型控制柜的内外都存在沿着控制柜外壁流动的空气时,控制柜温度梯度会比较陡,能够进行有效
的热交换。