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TPSM84624: Turbo Trans resistor value in table 8

Part Number: TPSM84624


Hi team,

RTT values in the table 8 in the datasheet might be calculated by equation (3). It seems that the RTT value in 0.8V < Vout < 1.8 is almost consistent with the result from the eq (3). However, there are some gaps in 3.3V < Vout < 7.5V between RTT value in table 8 and calculated value by eq (3). I calculated the RTT value as the following table.

Could you check if the RTT values in table 8 is correct ?

VOUT[V] KTT COUT1 Ceramic [uF] COUT2 BULK[uF] RTT[kΩ] RTT Datasheet[kΩ]
0.8 0.65 300 220 3.408 3.4
0.8 0.65 400 330 5.592 5.36
1 1 200   2 2
1 0.6 200 220 3.04 3.01
1 1 400   6 6.04
1 0.6 400 220 5.44 5.49
1.2 1.12 200   3.376 3.4
1.2 0.6 200 220 4.048 4.02
1.2 1.12 400   8.752 8.87
1.2 0.6 400 220 6.928 7.68
1.8 1.5 100   3.4 3.4
1.8 1.5 300   14.2 14.3
1.8 0.6 100 220 4.912 4.87
3.3 2 100   11.2 8.66
3.3 0.9 100 220 17.008 31.6
3.3 2 200   24.4 19.1
5 2 100   18 10
5 1.2 100 220 36.4 31.6
5 2 200   38 22.1
7.5 2.25 100   31.75 10.5
7.5 1.8 47 220 70.09 28

Regards,

Saito

  • Hi Saito-san,

    Thank you for bringing this to my attention. Let me talk to the apps engineer that wrote the datasheet and get back to you on this.

    Regards,
    Jimmy

  • Hi Saito-san,

    Equation 3 requires the calculation of the total effective output capacitance which accounts for DC biasing of the capacitor.

    For the case of VOUT=3.3V; Ktt=2; Cout_ceramic=100uF, let's assume you are using 2 x 47uF ceramic capacitors. You will notice that at 3.3Vout, the output capacitance of a single 47uF is now 40uF. Therefore the total output capacitance is actually 80uF instead of 94uF. 

    Plugging that back into Equation 3 yields the following: Rtt = ((2*3.3V*80uF)/50 - 2) = 8.56kOhm which is closer to Table 8 recommended 8.66kOhm. By using the typical instead of the effective capacitance the error becomes more significant at higher Vouts. 

    Do note that in general ceramics will derate faster than polymer for a given voltage. 

    Hope this answer provides insight on why there appears to be a discrepancy between calculated and recommended.

    Regards,

    Jimmy 

  • Thanks! I understand.