The “10-year battery” claim was based on theoretical calculations that ignored real deployment conditions. Let’s see the math that predicted 10 years and the reality that delivered 3 months:
Theoretical Daily Consumption (Datasheet): \[
\begin{align}
\text{Sleep: } & 1\,\mu\text{A} \times 23.97\,\text{hr/day} = 0.024\,\text{mAh/day}\\
\text{Sensor: } & 5\,\text{mA} \times 0.1\,\text{sec} \times 1/\text{day} \div 3600 = 0.0001\,\text{mAh/day}\\
\text{LoRa TX: } & 30\,\text{mA} \times 2\,\text{sec} \times 1/\text{day} \div 3600 = 0.017\,\text{mAh/day}\\
\hline
\text{Total: } & 0.041\,\text{mAh/day}\\
\text{Battery: } & 2400\,\text{mAh} \div 0.041\,\text{mAh/day} = 58,536\,\text{days} = 160\,\text{years!}
\end{align}
\]
Actual Daily Consumption (Deployed): \[
\begin{align}
\text{Sleep: } & 50\,\mu\text{A} \times 23.0\,\text{hr/day} = 1.15\,\text{mAh/day}\\
\text{Sensor: } & 5\,\text{mA} \times 0.1\,\text{sec} \times 24/\text{day} \div 3600 = 0.033\,\text{mAh/day}\\
\text{LoRa TX: } & 35\,\text{mA} \times 2.5\,\text{sec} \times 24/\text{day} \div 3600 = 0.583\,\text{mAh/day}\\
\text{GPS fix: } & 100\,\text{mA} \times 30\,\text{sec} \times 24/\text{day} \div 3600 = 20\,\text{mAh/day}\\
\text{Retries (10× avg): } & 35\,\text{mA} \times 2.5\,\text{sec} \times 10 \times 2.4/\text{day} \div 3600 = 0.583\,\text{mAh/day}\\
\hline
\text{Total: } & 22.35\,\text{mAh/day}\\
\text{Battery: } & 2400\,\text{mAh} \div 22.35\,\text{mAh/day} = 107\,\text{days} \approx 3.5\,\text{months}
\end{align}
\]
The GPS fix alone consumed 90% of daily energy. Had they measured instead of estimated, this would have been caught before deploying 10,000 units.