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Steering MAV Swarms

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Semantic Consistency. MURI. Monitoring of MAV pattern formation ... Semantic Consistency. MURI. Trigonometry checker. Implemented at Cornell (Rubinfeld, White, Batu) ... – PowerPoint PPT presentation

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Title: Steering MAV Swarms


1
Steering MAV Swarms
  • Demonstration
  • Oleg Sokolsky
  • Diana Gordon, William Spears, Insup Lee
  • Patrick White, Tugkan Batu
  • April 27, 1999

2
Monitoring of MAV pattern formation
  • Demo is implemented as a concurrent Java
    application
  • An alternative implementation of MaC framework
  • the MaC objects are a part of the same
    application
  • allows us to explore advanced features
  • steering
  • program checking
  • The structure of MaC is followed closely
  • Instrumentation is done by hand at source code
    level

3
Application Structure
4
Two avenues of monitoring
  • Pattern formation
  • monitored entity distance to a neighbor
  • primitive event MAValert
    0.25R ? distance ? 0.75R
  • monitor alarm pattern alarm
  • trigonometric calculations
  • monitored entities calls to functions sin and
    cos
  • primitive events IoM(sin), IoM(cos)
  • monitor alarm radiation alarm

5
Trigonometry checker
  • Implemented at Cornell (Rubinfeld, White, Batu)
  • Self-testing
  • does the given code compute the required
    function?
  • used by the monitor to check its own
    trigonometric computation
  • Checking
  • given numbers x and y, and a function f, is
    yf(x)?
  • used by the monitor to check trigonometric
    computation in MAVs

6
Steering (repair)
  • Monitor cannot address individual MAVs. All
    commands are broadcast by means of the Air class.
  • Two types of steering are used
  • after a pattern alarm, repulsion between close
    MAVs is suspended. MAVs are drawn together,
    re-starting the formation process.
  • after a radiation alarm, computation of
    trigonometric functions is switched to a
    different mode.

7
Monitoring script (PEDL)
MonScr MAVpattern export event MAValert,
startPgm, checkSin, checkCos monobj int
Air.DIST monmeth void EmulateMAV.main(String)
monobj double MAV.run().dist monmeth double
MAV.myMath.sin(double) monmeth double
MAV.myMath.cos(double) event checkSin IoM(
MAV.myMath.sin(double) ) event checkCos IoM(
MAV.myMath.cos(double) ) event startPgm
startM( EmulateMAV.main(String) ) event
MAValert start( MAV.run().dist gt 0.25
Air.DIST MAV.run().dist lt 0.75
Air.DIST ) End
8
Monitored requirements (MEDL)
ReqSpec HexPattern import event MAValert,
startPgm, checkSin, checkCos var long
currInterval var int count0, count1, count2
var int prevAvg, currAvg event startPeriod
start(time(MAValert) - currInterval gt 10000)
property trigOK sinChecker.correct(value(checkS
in,1), value(checkSin,2))
cosChecker.correct(value(checkCos,1),
value(checkCos,2)) property NoPattern
(currAverage lt prevAverage1.15 100)
(prevAvg -1) startPgm -gt currInterval
time(startPgm) count0 0 prevAvg
-1 currAvg -1 startPeriod -gt
currInterval currInterval 10000 prevAvg
currAvg currAvg (curr0curr1curr2)/3 coun
t2 count1 count1 count0 count0 0
MAValert -gt count0 count0 1 End
9
Legend
Number of alerts goes down fast if everything is
normal
After a pattern alarm occurs, number of alerts
goes up due to correction
A radiation alarm occurs after a trigonometric
error is detected
A pattern alarm occurs after the number
of alerts grows too much
A bomb blast is shown in black
A radiation attack is shown in blue
10
Summary
  • Demonstrate the integration of research results
    of the MURI participants
  • steering of MAVs by means of artificial physics
  • run-time monitoring of real-time systems with the
    MaC framework
  • checking of trigonometric functions using program
    checking techniques
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