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TPS563200: CIN.bulk formula & PCB Layout

Part Number: TPS563200

Hello Community,

Please help me figure it out. After reading documents on working with buck-converters, I had 2 questions:

1. Is the correct formula I use to calculate the input capacitance and is it suitable for the TPS563200?

Formula:
http://www.ti.com/lit/an/slta055/slta055.pdf 

2. Is there a parasitic effect when using such a wiring? (current loops, electromagnetic pickups, etc.) I did so specifically in order to increase the distributed load current, because my calculations show that with a conductor width of 0.5mm, when using a base coating (18um) and copper deposited ~ ( 20um), with the presence of an internal plane (18um), with a distance (1.2mm) to it will be about 2.2A, when the converter itself is designed for a maximum load current of 3.0A. I do not have the opportunity to use the 35um, since this is due to the peculiarities of production specifically for this board. (minimum track width, clearance, etc.)

Purpose
Get a stable voltage converter with moderate transient and pulsation parameters <100mV.

Thank you in advance for your answers, any information will be useful.

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  • Hi Evgeniy,

    1. Yes you can use the formula for calculation. However, If the input voltage ripple is not a big concern, you can simply choose A ceramic capacitor over 10 µF in parallel with An additional 0.1 µF capacitor as the input cap. The capacitor voltage rating needs to be greater than the maximum input voltage.

    2. The input cap needs to be close with the IC, and the SW trace should be as short as possible. So I recommend to use via for SW trace rather than GND. Please follow the layout in datasheet and EVM user guide.

  • Hi Neal, thank you for you reply,

    1. SLTA055 states the following:
    It is the response of the transient transient transient. Transient Condensation Transient Transient Transient Transient Transient Transient Transient Transient Transient Transient Voltage If you want to make it, it’s not a problem. To comply with output voltage deviation limits, more input capacitance is required. "

    As far as I understand, this is a transitional process and deviations of the input voltage. In accordance with this paragraph, I can assume that the installation of the input volume capacitance is simply necessary for the stable operation of the converter / voltage to be converted. Right? (please see "1.6.1 Calculation" is this formula suitable for TPS563200? What will be the "L" indicator from this formula for TPS563200?)

    2. Will the next layout not have negative consequences?
    http://prntscr.com/mj1t5q
  • Hi Evgeniy,
    1. In "1.6.1 Calculation", this article consider the input voltage drop during output load transient. If you do care about the input voltage drop, yes you can use the formula for calculation. The L depends on the parasitic inductance of the wire from your power supply, to the Cin of TPS563200. Use 50 nH as this article suggested for a fast estimation.
    2. Sorry I can't open the link. could you upload it?
  • 1. Accepted.

    2. Screenshot

     

  • Hi Evgeniy,
    It's good. Please place Cin close to pin 3 and pin 1.
  • Thanks for the support, the answer is received, the topic is closed.