复杂电源系统中的明星: 数字化多路电源模块将即将崭露头角

2022-12-07  

近几年来,板级电源模块产品呈现爆炸式发展态势,其集成度高、体积紧凑的优点,吸引了越来越多的终端客户选择。而越来越多的应用类型、越来越复杂的使用场景,也对电源模块产品提出了更高的挑战。如何达到性能最优?如何提升用户设计体验?如何增强可靠性?各种尖锐的问题,促使IC电源厂商不断追求着控制策略优化、工艺优化、设计结构优化。MPS在电源模块产品设计方面有着自己独到的理解和技术沉淀,并藉此推动电源模块产品的交付量迅猛增长。

什么是板级电源模块?答案似乎很简单:把诸如阻、容、感等被动器件,与电源IC封装在一起形成一个整体,这就是一个典型的板级电源模块。但是,这样简单将单颗IC结合被动器件组装出一个电源模块,能否完全激发出性能潜力?这个问题值得电源厂商思考。让我们先来聚焦电源模块应用,甚至推广到板级电源应用中存在的一些痛点:

· AI、数据计算等应用领域,对更大电流能力、更高功率密度解决方案的需求;

· 更紧凑的装配空间,更苛刻的散热条件,导致产品在追求更小体积和更好散热之间难以取舍;

· 越来越复杂的系统让供电轨数急剧增加,如何更好的布板、梳理复杂的电源层、优化电源时序控制、优化EMI问题,也让硬件工程师头痛不已;

· 电源模块通用性需求,为减轻供应链管理难度,物料归一化呼声日渐增多;

· 电源模块智能化、数字化趋势明显,诸如智能均流、智能并联、在线监控等功能,逐渐成为复杂系统供电设计的刚需。


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" alt="复杂电源系统中的明星: 数字化多路电源模块将即将崭露头角 ">

面对这些硬件设计中的痛点,多路数字电源模块的优势越来越明显。除了满足客户常规的“小体积”需求外,其“高效散热、可扩展性、可兼容性、智能化”等特点更能给实际硬件设计带来前所未有的便捷。MPS如何将模块做到既小又好,让我们来一睹它们的技术细节。

· 高功率密度和3D封装的多路模块

Ø 3D封装大幅减小占板面积,有效提高布局密度;

Ø 更灵巧的模块外形设计,模块能贴近负载端放置,减小布局带来的线路损耗;

Ø 灵活方便的多路并联模式,单一输入源可降低布板复杂程度,进一步减少线路损耗;

Ø 并联功能增加模块的输出能力,更让电路工作在多相交错状态,减小模块开关损耗

文章来源于:21IC    原文链接

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