NAV SOL Flashcards

1
Q

What is the INAV in the KC-130J?

A
GPS
INS
EGI
NAVAIDS 
Distributed Air Data System (DADS)
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2
Q

Describe an EGI

A

All functions of the EGI (GPS, INS) are performed in the H-764G, Honeywell EGI.

Each EGI is a 3-axis navigation system that uses data from its own internal accelerometers, laser ring gyros, and GPS

Each provide independent blended solutions.

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3
Q

Location of EGI’s

A

Both EGI’s are located at the back of FS 245

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4
Q

3 segments of GPS

A

Space, Control and User Segment

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5
Q

Describe space segment

A

consists of actual satellite constellation

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6
Q

Describe control segment

A

consists of a network of monitoring and control facilities used to manage the satellite constellation and update the satellite navigation data messages

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7
Q

Describe user segment

A

receivers used to process the GPS signals

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8
Q

What is FOM?

A

FIGURE OF MERIT
FOM is typically calculated as the root-sum-square of the estimated errors contributing to the solution accuracy.

FOM 1-9, FOM 1 indicates best navigation performance

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9
Q

What is EHE?

A

Estimated Horizontal Error (0-9.99nm)
A measurement of horizontal position error displayed in NM, based upon a variety of factors including Geometrical Dilution of Precision (GDOP) and satellite signal quality.

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10
Q

FOM 1-9 descriptors

A
  1. less than or equal to 25 meters
  2. 26-50 meters
  3. 51-75 meters
  4. 76-100 meters
  5. 101-200 meters
  6. 201-500 meters
  7. 501 to 1000 meters
  8. 1001 to 5000 meters
  9. greater than 5000 meters
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11
Q

What is INS?

A

Internal Navigation System
Contains a 3 axis laser ring gyro assembly, and accelerometers

Not susceptible to mechanical drift, align quickly and have low power demands–drift rate is less than 0.8NM per hour

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12
Q

What is EGI?

A

EGI solution is the primary navigation solution. The solution is the result of optimal mixing of GPS, INS and DADS using a Kalman Filter

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13
Q

What is the Kalman Filter?

A

The Kalman Filter is a series of algorithms that recursively estimate the error state vector. It also calculates the uncertainty in its estimate as given by its covariance matrix.

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