Accelerometer data Flashcards

1
Q

Define posture

A

the position in which an animal or human holds their body when standing or sitting

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2
Q

Define motion

A

A change in position

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3
Q

Define acceleration

A

It is a change in velocity over time

So an object accelerates if it speeds up, slows down or changes the direction it is moving in

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4
Q

What does an accelerometer do?

A

It measures linear acceleration.

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5
Q

What are many accelerometers based on?

A

The mass-spring principle.

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6
Q

Explain the following body translation axes:

1) heave
2) Surge
3) Sway

A

1) Heave = up or down change of position
2) Surge = forward-backward position change
3) Sway = left-right translation

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7
Q

Explain the following body rotation axes:

1) Pitch
2) Roll
3) Yaw

A

1) Pitch = rotation around the side to side axis (nose up or down)
2) Roll = rotation around the front-back axis
3) Yaw = rotation around the vertical axis

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8
Q

Explain shock in terms of inertial sensing

A

Detection of a sudden impact

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9
Q

Explain tilt in terms of inertial sensing

A

Measure of the inclination or angle of change

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10
Q

Explain vibration in terms of inertial sensing

A

Detect acceleration and deceleration occurring in a specific manner

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11
Q

Explain rotation in terms of inertial sensing

A

Measure the angular rate–how quickly an object turns.
The rotation is typically measured in degrees per second of change and in reference to one of three axes: yaw, pitch, or roll.

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12
Q

What does OBDA stand for?

A

Overall Dynamic Body Acceleration?

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13
Q

OBDA =

A

OBDA = x + Y + z (after subtracting static components)

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14
Q

Define speed

A

How fast something is moving (speed is always a positive number)

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15
Q

What is a scalar?

A

A quantity that can be described by a single number

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16
Q

Define velocity

A

It is speed and direction

17
Q

What is a vector?

A

Quantities that have direction

18
Q

Define inertia

A

the resistance of an object to change its state of motion

19
Q

What is an inertial sensor?

A

an instrument that uses the principles of inertia to perform measurements