003 mA, especially for a battery with the characteristics we are using (4.5 Ah capacity), is a very good value. See, for example, if there were 4 resistors of 1KR, according to Ohm's Law, the loss would be: U = R * i => 12V = 4000R * i => i = 12V / 4000R => i = 3mA 3 mA constantly, but as we chose 4 resistors of 1 MR, we have: U = R * i => 12V = 4000000R * i => i = 12V / 4000R => i = 0.003 mA 0.003 mA of constant loss. What changes is the amount of current that would be lost in that system. Note that there could be 4 resistors of 5 KR, or 4 of 1 KR, or 4 of 330 R, or even 4 of 1 R, since, for the calculation of the voltage divider, the final result would be the same, calculate yourself. The value of the resistors was made according to the current drain, which naturally occurs in our load level measurement system. It is the time to explain the two points that remain unexplained, the first is why the resistors of 1 MR. ![]() This output voltage (V_OUT) will always be a fraction of the input voltage (V_IN) in relation to the values of resistors R1 and R2. The sensor itself, consists of a voltage divider, as seen in Figure 2, is a simple arrangement of two resistors and the ability to read the voltage between them. ![]() As there will be two batteries in series, the values we will use are 12 V, 4.5 Ah capacity, fluctuating from 13.5 to 13.8 V, in cyclic from 14.1 to 14.4 V, total.Īt the other end, we will use an Arduino analog port, which in the case of Arduino Uno, operate at a resolution of 10 bits and 5 V.įigure 2 - Scheme of a Voltage Divider and its formula There is some information that is crucial to build this circuit, the first is the properties of the battery in use, for example, for this experiment we will use two sealed 6 V lead acid batteries, 4.5 Ah capacity, in fluctuation from 6.75 to 6.90 V, in cyclic from 7.05 to 7.2 V, each. There is a simple way to measure this, so let's get to practice. One of the main concerns of a project that will be powered by batteries is knowing exactly when they are about to discharge.
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