I am sure I will forget all this later, so...
A Coulomb (C) is defined as 1A * 1sec. This implies 1A = 1C/sec.
In the previous example, we have a 4V/2600mAh battery driving a 1K resistor. Through the LTC4150, we are measuring consumption of 0.614439C in 150.8s,
Load = 0.614439C / 150.8s = 0.004075C/s = 4.075mA
Therefore battery should last 2600mAh/4.075mA = 638 hours
What if you have varying loads? eg.
(1) Load = 0.614439C for 180s = 0.00341C/s = 3.41mA for 3 mins
(2) Load = 0.614439C for 60s = 0.01024C/s = 10.24mA for 1 min
(Repeat)
Then the average load is:
Average load = 2 * 0.614439C for 240s = 0.00512C/s = 5.12mA
Therefore battery should last 2600mAh / 5.12mA = 507.8 hours
A Coulomb (C) is defined as 1A * 1sec. This implies 1A = 1C/sec.
In the previous example, we have a 4V/2600mAh battery driving a 1K resistor. Through the LTC4150, we are measuring consumption of 0.614439C in 150.8s,
Load = 0.614439C / 150.8s = 0.004075C/s = 4.075mA
Therefore battery should last 2600mAh/4.075mA = 638 hours
What if you have varying loads? eg.
(1) Load = 0.614439C for 180s = 0.00341C/s = 3.41mA for 3 mins
(2) Load = 0.614439C for 60s = 0.01024C/s = 10.24mA for 1 min
(Repeat)
Then the average load is:
Average load = 2 * 0.614439C for 240s = 0.00512C/s = 5.12mA
Therefore battery should last 2600mAh / 5.12mA = 507.8 hours
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