I suppose the value of Cct should be 28 uF if the given tPD(r) is 30s accroding to the equation given in below picture. But, I saw this value given in the TPS3890 datasheet is 26uF. Please help me check out that whether did i miss something.
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I suppose the value of Cct should be 28 uF if the given tPD(r) is 30s accroding to the equation given in below picture. But, I saw this value given in the TPS3890 datasheet is 26uF. Please help me check out that whether did i miss something.
Destin,
Thank you for your comment. The equation to calculate tPD(r) is derived from the capacitor equation:
I = C (dv/dt) -> delay [seconds] = (C_CT x V_CT ÷ I_CT) + (nominal delay with no cap at specific Vdd)
So depending on what supply voltage Vdd you are using and if you are calculating the rising or falling delay, the (nominal delay with no cap) will change value. In the table you posted, the value is 25us (nom) for rising delay. In table 7.6 for Timing Requirements, you can see what the nominal delay with no capacitor is for Vdd = 3.3V and Vdd = 5.5V shown below for falling delay and also see the nominal rising delay with no capacitor at Vdd = 3.3V:
So using this approximation (nominal means can vary slightly from device to device) you must then calculate the delay using the above equation in bold. Note that the delay capacitor voltage and current also have tolerance as shown below from Table 7.5:
So if you assume typical values and assume Vdd = 5.5V and assume C_CT = 26uF , you arrive at:
Delay_Falling [unit: seconds] = C_CT [unit: uF] x 1.23 [unit Volts] / 1.15 [unit: uA] + 8 [unit: micro seconds] = 27.8 Seconds
But if you calculate using the minimum values for V_CT and I_CT: 33.8 seconds.
There will be slight device variation and even tolerance in the capacitor can cause slight variation.
I hope this helps! Let me know if you have any more questions.
-Michael
Michael,
Thank you very much for your explanation. That clears my confusion.