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Fast SiC Switching Limits for Pulsed Power Applications

机译:脉冲功率应用的快速SiC开关极限

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Solid-state semiconductor switches are emerging as an attractive choice for the fast switching of compact, repetitive, and pulsed power systems. In particular, the high voltage and fast switching capabilities of SiC MOSFETs are well suited for many applications when appropriately gated. For instance, the turn-on and turn-off characteristics of such devices are strongly dependent on the gate driving circuitry. Traditional commercial gate drivers, typically utilizing push-pull or totem-pole driving topologies, are often not well suited for fast, high current switching with rise times on the order of 10-20 ns, as the driving performance is highly dependent on the combined RLC characteristics of the driving circuitry and the switching device. The proposed gate drive topology utilizes a current-carrying inductor to rapidly charge theMOSFET gate-source capacitance. A high-voltage inductive kick generates the necessary potential to drive the inductor current into the gate through the parasitic gate impedance. As the energy stored in the drive inductor is continuously variable, it can be adjusted such that the gate voltage settles to a lower value, typically 20 V, after the initial kick to prevent excessive gate-source overvoltage. With an inductive drive current of 23 A, a peak $ext{d}I/ext{d}t$ of 25 kA $mu ext{s}{-1}$ was achieved for the tested bare SiC MOSFET die. Additionally, a peak $ext{d}I/ext{d}t$ of 13 kA $mu ext{s}{-1}$ was achieved with the TO-247 packaged device.
机译:固态半导体开关作为快速切换紧凑,重复和脉冲电源系统的一种有吸引力的选择正在兴起。特别是,SiC MOSFET的高电压和快速开关功能在经过适当选通后非常适合许多应用。例如,这种器件的导通和截止特性在很大程度上取决于栅极驱动电路。传统的商用栅极驱动器通常采用推挽或图腾柱驱动拓扑,因此通常不适用于上升时间为10-20 ns的快速,高电流开关,因为驱动性能高度依赖于组合驱动电路和开关设备的RLC特性。提出的栅极驱动拓扑利用载流电感器对MOSFET栅极-源极电容快速充电。高压感应突跳产生必要的电势,以通过寄生栅极阻抗将电感器电流驱动到栅极中。由于存储在驱动电感器中的能量是连续可变的,因此可以对其进行调整,以使栅极电压在初始突跳后稳定到较低的值,通常为20 V,以防止栅极-源极过电压过大。在23 A的感应驱动电流下,测试的裸SiC MOSFET的峰值$ text {d} I / text {d} t $达到25 kA $ mu text {s} {-1} $死。此外,使用TO-247封装的设备,峰值$ text {d} I / text {d} t $达到了13 kA $ mu text {s} {-1} $。

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