Meaning
Analog-to-digital converter step size dictates the lower bound of signal resolution in battery measurement hardware. When monitoring lithium-ion batteries, the quantisation noise floor limits the precision of open-circuit voltage calculations and electrochemical impedance spectroscopy measurements. This fundamental limit arises because continuous physical voltage levels must be mapped onto discrete, digital binary numbers.
It determines the minimum signal amplitude that the instrumentation can resolve without being lost in numerical error, setting a boundary for sensor selection.
Resolution Relationship
Bit-depth selection directly governs the amplitude of the digital approximation errors. A typical twelve-bit sensor spread across a five-volt range produces coarse voltage steps that elevate the quantisation noise floor significantly. Upgrading to a sixteen-bit or twenty-four-bit converter minimizes this source of error, allowing the system to track sub-millivolt changes during relaxation periods.
This increased sensitivity is needed for accurate incremental capacity analysis.
Filtering Requirement
Averaging algorithms and oversampling are applied to extract signals that lie below the theoretical boundary. By collecting samples at a rate higher than the Nyquist frequency, software algorithms reconstruct subtle voltage shifts. However, this relies on the presence of random white noise to randomize the least significant bit.
Without this natural dithering, the digitized output remains locked in staircase patterns.
Practical Limitation
Precision losses affect the accuracy of state-of-charge tracking during periods of low current draw. If the signal remains below the quantisation noise floor, Coulomb counting algorithms accumulate offset errors over time. This leads to drift in state-of-health predictions, requiring periodic battery resets to restore alignment.