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Novel Terrain Integrated Navigation System using
Neural Network aided Kalman Filter
umair ali
Previous and this work
โ€ข SINS/DVL
โ€ข INS/GPS
โ€ข SINS/GPS/DVL
โ€ข SINS/TAN/DVL/MCP
implemented in this paper
Why NN with KF
โ€ข Kalman filter diverge from
estimate and can not deal
colured noise underwater
โ€ข Neural Network are good
with dealing non linearity
(main point is always inertial
measurement with external
global fixes)
Configuration of system
โ€ข SINS has no substansive
plateform so acceleration
and angular velocity are
there pose, position and
velocity are calculated at
100Hz
โ€ข Dvl provid velocity relative to
sea bottom
โ€ข heading is found by Dvl
โ€ข position fixes are by TAN
Filter equation - Mathematical model
โ€ข east-north-vertical coordinate
and state vector is
vilocity errors attitude
angle errors
lattitude
longtude and
high errors
accelerometer
biases
gyro drifts
real
postion
position
obtrained
from TAN
SINS
TAN
BP neural network (intro)
โ€ข Main functions are
adapation, generation and
powerful fault tolerance
โ€ข Neural network uses non-
linearity and differential
function to train weights.
BP NN algorithm
โ€ข input(x) and output(y) with
connection wij and wjk
โ€ข Training process:
w and b small random values,
determine actual output(for x, y),
lastly weights are adjusted to
minimize errors, gives us result
followed by gradient descent of
cost function
iterate until the cost function smaller
the e(set value)
USE OF BP NN in this paper
โ€ข Recall phase
correction by NN(sample with
enough percision) are added to
Kalman filter
input of NN is highly error
producing sensors
โ€ข Observation and prediction
vector as one input
300 samples to train network offline
Simulations
โ€ข Matlab 6.5 and VC++6.0
tool is used
โ€ข flat plane under certain
depth with some coditions
โ€ข linear velocity is 4kn,
heading 45, longitude and
latitude 165 and 32, drift
5/h and noise 10/h,
random constant bias
50ug and error 50ug, dvl
covariance error 0.5m/s,
compass 3 and TAN 50m
conclusion
โ€ข In this approach, the errors
in
โ€ข the classical federated
Kalman filter estimation
are corrected by
โ€ข the BP neural network
which is trained off line.
AUV position
โ€ข error is substantially
reduced and the precision
of the
โ€ข underwater navigation is
greatly improved.

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Novel Terrain Integrated Navigation System using Neural Network aided Kalman Filter

  • 1. Novel Terrain Integrated Navigation System using Neural Network aided Kalman Filter umair ali
  • 2. Previous and this work โ€ข SINS/DVL โ€ข INS/GPS โ€ข SINS/GPS/DVL โ€ข SINS/TAN/DVL/MCP implemented in this paper
  • 3. Why NN with KF โ€ข Kalman filter diverge from estimate and can not deal colured noise underwater โ€ข Neural Network are good with dealing non linearity (main point is always inertial measurement with external global fixes)
  • 4. Configuration of system โ€ข SINS has no substansive plateform so acceleration and angular velocity are there pose, position and velocity are calculated at 100Hz โ€ข Dvl provid velocity relative to sea bottom โ€ข heading is found by Dvl โ€ข position fixes are by TAN
  • 5. Filter equation - Mathematical model โ€ข east-north-vertical coordinate and state vector is vilocity errors attitude angle errors lattitude longtude and high errors accelerometer biases gyro drifts real postion position obtrained from TAN SINS TAN
  • 6. BP neural network (intro) โ€ข Main functions are adapation, generation and powerful fault tolerance โ€ข Neural network uses non- linearity and differential function to train weights.
  • 7. BP NN algorithm โ€ข input(x) and output(y) with connection wij and wjk โ€ข Training process: w and b small random values, determine actual output(for x, y), lastly weights are adjusted to minimize errors, gives us result followed by gradient descent of cost function iterate until the cost function smaller the e(set value)
  • 8. USE OF BP NN in this paper โ€ข Recall phase correction by NN(sample with enough percision) are added to Kalman filter input of NN is highly error producing sensors โ€ข Observation and prediction vector as one input 300 samples to train network offline
  • 9. Simulations โ€ข Matlab 6.5 and VC++6.0 tool is used โ€ข flat plane under certain depth with some coditions โ€ข linear velocity is 4kn, heading 45, longitude and latitude 165 and 32, drift 5/h and noise 10/h, random constant bias 50ug and error 50ug, dvl covariance error 0.5m/s, compass 3 and TAN 50m
  • 10. conclusion โ€ข In this approach, the errors in โ€ข the classical federated Kalman filter estimation are corrected by โ€ข the BP neural network which is trained off line. AUV position โ€ข error is substantially reduced and the precision of the โ€ข underwater navigation is greatly improved.