Sensors & Measurement · Study deck
IMU and Barometric Calibration
Picture a delivery cart that must detect a turn and a change of floor.
Physics Phoebe is your guide for this deck.
After studying this chapter
Learning objectives
You will be able to:
- Explain how a MEMS capacitive accelerometer turns proof-mass deflection into acceleration readings.
- Convert analog and digital IMU readings into physical units while preserving full-scale and offset evidence.
- Diagnose why accelerometers confuse gravity, tilt, vibration, and horizontal acceleration without fusion.
- Use BMP280 pressure changes as relative altitude evidence while accounting for weather drift and baseline freshness.
Major section
Start With the Measurement Story
Its motion sensor reports gravity as well as movement.
- A changing number is not yet proof of a real move.
- If the reference is old or the sensors disagree, lower confidence instead of forcing an answer.
- One indoor check cannot promise accuracy on every vehicle or day.
Major section
Start With the Measurement Story (continued)
The deeper sections explain gravity, drift, alignment, pressure, and combined sensing so each correction has a reference, a limit, and a new-test trigger.
- IMU and barometric readings are useful only after bias, drift, alignment, and altitude assumptions are visible.
- The first story is the reference condition, then the correction, then evidence that motion or pressure changes are real.
- With the chapter's sea-level constants, the scale height is 8.43 km and one pascal is worth 8.32 cm near 101,325 Pa.
Major section
Deflection to Volts
The central MEMS package contains all three axes; the labeled X, Y, and Z outputs are the signals a calibration rig must map from volts back to acceleration.
- The package converts proof-mass deflection into three analogue outputs; the breakout only makes those supply and signal pins accessible.

Major section
Gravity, Brownian Noise, Bandwidth
The accelerometer gives a gravity guide but is noisy in motion.
- Their joint path can estimate roll and pitch.
- The magnetic input needs tilt correction before it can help with yaw.
- This split also explains why pressure needs its own check.
- It should not be mixed into pose without evidence about height and weather.
Deck summary
Key takeaways
Its motion sensor reports gravity as well as movement.
- The deeper sections explain gravity, drift, alignment, pressure, and combined sensing so each correction has a reference, a limit, and a new-test trigger.
- The central MEMS package contains all three axes; the labeled X, Y, and Z outputs are the signals a calibration rig must map from volts back to acceleration.
- The accelerometer gives a gravity guide but is noisy in motion.
Retrieval practice
Recall check 1 of 3

Physics Phoebe says: answer from memory, then check your reasoning.
Q1What physically moves inside a MEMS capacitive accelerometer when the device accelerates?
Show answer
Answer: B Inertia deflects the proof mass, and the resulting capacitance change is the readout.
Retrieval practice
Recall check 2 of 3

Physics Phoebe says: answer from memory, then check your reasoning.
Q2An ADXL335 outputs 300 mV/g with 0 g at 1.5 V. Its axis reads 1.20 V while stationary. What is happening?
Show answer
Answer: C The 0.30 V offset below the 1.5 V zero-g level corresponds to -1 g, i.e. gravity along that axis. (Also: consistent with that axis pointing straight down so gravity acts along it.).
Retrieval practice
Recall check 3 of 3

Physics Phoebe says: answer from memory, then check your reasoning.
Q3Why can a single MEMS accelerometer not distinguish a slow tilt from a genuine horizontal acceleration?
Show answer
Answer: A Gravity reoriented by tilt and genuine linear acceleration both contribute to the same measured specific force, so separating them requires extra information such as fusion with a gyroscope.
Print reference
Answers
Answer key.
- B · Inertia deflects the proof mass, and the resulting capacitance change is the readout.
- C · The 0.30 V offset below the 1.5 V zero-g level corresponds to -1 g, i.e. gravity along that axis. (Also: consistent with that axis pointing straight down so gravity acts along it.).
- A · Gravity reoriented by tilt and genuine linear acceleration both contribute to the same measured specific force, so separating them requires extra information such as fusion with a gyroscope.