When a ceramic output capacitor is used, the stability criteria in Equation 6 cannot be satisfied. The ripple injection approach as shown in Figure 8-4 is implemented to increase the ripple on the VFB pin and make the system stable. In addition to the selections made using Steps 1 through Step 5 in Section 8.2.2.2.1, the ripple injection components must be selected. The C2 value can be fixed at 1 nF. The value of C1 can be selected from 10 nF to 200 nF.

Equation 16.

where

• N is the coefficient to account for L and C_OUT variation.

N is also used to provide enough margin for stability. It is recommended N = 2 for V_OUT ≤ 1.8 V and N = 4 for V_OUT ≥ 3.3 V or when L ≤ 250 nH. The higher V_OUT needs a higher N value because the effective output capacitance is reduced significantly with higher DC bias. For example, a 6.3-V, 22-µF ceramic capacitor may have only 8 µF of effective capacitance when biased at 5 V.

Because the VFB pin voltage is regulated at the valley, the increased ripple on the VFB pin causes the increase of the VFB DC value. The AC ripple coupled to the VFB pin has two components, one coupled from SW node and the other coupled from the VOUT pin and they can be calculated using Equation 17 and Equation 18 when neglecting the output voltage ripple caused by equivalent series inductance (ESL).

Equation 17.

Equation 18.

It is recommended that V_{INJ_SW} to be less than 50 mV and V_{INJ_TOTAL} to be less than 60mV. If the calculated V_{INJ_SW} is higher than 50 mV, then other parameters must be adjusted to reduce it. For example, C_OUT can be increased to satisfy Equation 16 with a higher R7 value, thereby reducing V_{INJ_SW}. Use Equation 19 to calculate C_OUT capacitance needed. For a more holistic calculation, please reference the TPS53353 calculator on ti.com

Equation 19.

The DC voltage at the VFB pin can be calculated by Equation 20:

Equation 20.

And the resistor divider value can be determined by Equation 21:

Equation 21.