Hey,
I'm working on a Buck convert (LM5116). I must calculate the gate drive current supplied by the internal VCC regulator to make sure that it's lower than the regulator limit current.
The datasheet says :
On a spreadsheet offered by TI, I found the following equation :
\[ Qg_{(Vgs=VCC)} = Qg_{(Vgs=4.5)}+(VCC-4.5)*Qg_{(Vgs=10)}-Qg_{(Vgs=4.5)}/(10-4.5) \]
I can't find the explaination of it, maybe it's just basic linear math and I can't see the it but I'm not sure.
Do you understand it ?
Thx, Adrien.
I'm working on a Buck convert (LM5116). I must calculate the gate drive current supplied by the internal VCC regulator to make sure that it's lower than the regulator limit current.
The datasheet says :
The used mosfet has the following charactéristic :The gate driving current is supplied by the internal linear regulator. The gate drive current supplied by the VCC regulator is calculated as:
IGC =(Qgh + Qgl) x fSW
Qgh + Qgl represent the gate charge of the HO and LO MOSFETs at VGS = VCC
To ensure start-up, IGC must be less than the VCC current limit rating of 15 mA minimum when powered by the internal 7.4-V regulator. Failure to observe this rating can result in excessive MOSFET heating and potential damage.
On a spreadsheet offered by TI, I found the following equation :
\[ Qg_{(Vgs=VCC)} = Qg_{(Vgs=4.5)}+(VCC-4.5)*Qg_{(Vgs=10)}-Qg_{(Vgs=4.5)}/(10-4.5) \]
I can't find the explaination of it, maybe it's just basic linear math and I can't see the it but I'm not sure.
Do you understand it ?
Thx, Adrien.