Model Deviation
Mathematical differences between theoretical analytical transfer models and actual measured input-output transducer relationships identify system transfer modeling errors. In sensor signal processing and calibration, transfer function discrepancy represents the deviation of actual sensor transfer characteristics from ideal nominal gain and offset equations. Model deviation governs measurement accuracy and linearity error.
Operational boundaries stop where physical transducer saturation occurs.
Nonlinear Response
Physical non-idealities including diaphragm non-linearity and amplifier gain compression cause transfer function discrepancy. Piezoresistive pressure sensors exhibit non-linear voltage output at high pressure due to large-deflection mechanics. Signal conditioning circuits introduce offset errors and higher-order harmonic distortion.
Analog-to-digital converter differential non-linearity introduces fine-scale deviations from ideal straight-line transfer responses.
Error Propagation
Relying on idealized linear transfer models introduces systematic measurement error across operating ranges. High-precision instruments utilize multi-point calibration to fit higher-order polynomials or lookup tables, minimizing model mismatch. Dynamic transfer function discrepancies manifest as frequency-dependent amplitude and phase errors during high-speed sampling.
Calibration certificates express maximum transfer discrepancy as a percentage of full-scale output span.
Verification Boundary
Automated test systems sweep input measurand values across full scale and record corresponding digital outputs. Mathematical curve fitting routines evaluate residual error vectors to confirm compliance with maximum specified tolerance bands.