电源中需要考虑的安全规范
[*]IEC60950规定：
当人体触摸通电物体时，会因为电位差产生电流，大约1mA的电流就能在健康的人体内产生反应，而且这种不知不觉的反应可能会导致间接的危害。如果电流再大些就会产生直接的影响。在干燥的条件下，不超过40Vac的峰值电压或者60Vdc直流电压通常被认定为安全电压。但是，对使用时必须接触的或用手操作的裸露零部件，则应使其处于低电位，或者采取适当的隔离。
I类设备：用以下方法来获得防电击保护的设备a）采用基本绝缘b） 有一种连接装置，基本绝缘一旦实效就会让带危险电压的导电零部件或建筑物配线中的保护接地导体相连
II类设备：防电击保护不仅依靠基本绝缘，而且还采取附加安全保护措施的设备。比如采用双层绝缘或加强绝缘的设备。这类设备既不依靠保护接地，也不依靠安装条件的保护措施。
[*]IEC60950要求：
在确定用于测试的电源最不利电压时，应考虑一下各种因素：A） 多种额定电压B） 额定电压范围的极限C） 制造商规定的额定电压容差。
设备在设计上要保证在断电时，不会因为电路电容内的残留电造成电击危险。如果设备中的X电容容量高于0.1uF，则必须设法对电容进行放电，1s内要放到安全电压以下。
接地漏电流要求：
在最高输入电压工况下，最大接地漏电流不得超过下表中规定的限值。对于II类设备，当输出没有与大地连接时，测试要在可解除的导电零部件上进行，而对于可接触的非导电零部件，应对贴在该零部件上面积小于10cm×20cm的金属箔进行测量。
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
抗电强度：
绝缘强度要能够承受1分钟的测试电压。该电压或是50Hz或60Hz的正弦交流电，或是等效于交流电压峰值的直流电压。测试电压如下表所示。
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***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
异常工况：
电源的设计应尽可能避免因机械，电气过载或实效，异常工作或使用不当而造成的起火或者电击危险。
[*]最小电气间隙和爬电距离的确定
电气间隙是指两个导电零部件间或导电零部件与设备界面间测到的最短空间距离。爬电距离是指沿绝缘表面测到的两个导电零部件间或导电零部件与设备界面间测到的最短路径。下表中给出了各不同标准下最小电气间隙和爬电距离的计算：
电气间隙和爬电距离的位置Upeak/VUrms/V绝缘电气间隙要求/mm爬电距离要求/mm标准
L-N（保险丝前后）340240功能绝缘1.52.5GB4943
1.52.5IEC60950
3.03.0GB8898
2.02.5IEC60065
变压器初级-次级625269加强绝缘4.65.6GB4943
4.65.6IEC60950
6.06.0GB8898
4.65.6IEC60065
电源具有良好的隔离设计，防止电流泄露 需在10ms内切断电流，防止元件过热损坏。 在功率元件（如MOSFET、电感）附近放置NTC热敏电阻，实时监测温度。 在输入端添加X/Y电容和共模电感，滤除高频噪声 电源安全规范按电压分三级：超低电压（≤36V）需防接触电流；低压（≤1500V DC/1000V AC）需绝缘防护与过流保护；高压（＞1500V DC/1000V AC）需额外电弧防护、爬电距离与 EMC 设计，均需符合 IEC62368 等标准。
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