true
1382
784
1366
625
2016
1
31
Desktop
false
0
0
1400
Unknown
Connection
Connection
3
-1
319
210
Normal
3dfc0d5b-0506-4d6d-86c6-c016ff523971
0
# Init Script for Inmoov Head,
$fastspeed=2
$slowspeed=10
$medSpeed=5
$buzzcorr=0
$mov=0
# Eye Vertical Control
SetServoMax(D20, 124 )
SetServoMin( D20,66 )
$Ver_Eye_Center=95
Servo(D20, $Ver_Eye_Center )
ServoSpeed( D20, $medspeed )
# Eye Horizontal Control
SetServoMax(D21, 90 )
SetServoMin( D21,70 )
$Hor_Eye_Center=80
Servo(D21, $Hor_Eye_Center )
ServoSpeed( D21, $medspeed )
# MOUTH INIT Connection D22 on EZB (0)
SetServoMax(D22, 110 )
SetServoMin( D22,80 )
$relaxD22=90
Servo(D22, $relaxD22 )
ServoSpeed( D22,0 )
# HEAD HORIZONTAL MOVE Connection D23 on EZB(0)
SetServoMax(D23, 154 )
SetServoMin(D23, 17 )
$relaxD23=83
servo(D23, $relaxD23)
ServoSpeed(D23,0)
sleep(100)
ServoSpeed(D23,3 )
sleep(100)
ControlCommand("Single Servo Buzz Control", ScriptStart, "D23 Servo Buzz Control v2")
192.168.0.103:23
192.168.1.1:23
192.168.1.1:23
192.168.1.1:23
192.168.1.1:23
6666
6667
6668
6669
6670
true
false
false
false
false
true
true
true
true
true
true
6
7
7
7
7
100000
100000
100000
100000
100000
false
false
false
false
false
0
0
0
0
0
3850
1925
959
477
316
157
EZBInfo
EZ-B v4 Info
220
3
187
73
Normal
ddc4ca71-f3f8-4292-b42f-26f7a413845e
0
Servo_Horizontal
Horizontal Servo
383
550
159
129
Normal
7f0cd753-0164-4008-bd68-8a4c73f62d3a
0
D23
17
154
0
1
Master
false
Notes
Notepad
1
682
625
358
Normal
81fcc834-ea74-45e6-b205-143cdde27334
0
This script will automatically apply a release command after a servo have done his last movement.
If needed, it will be used to stop the buzzing noise when a servo is in standby.
1- Make sure there is no physical obstruction
2- Define minimum & maximum movement values
3- Caution: use this script only if the mechanic can hold position when the servo is released.
The D23 Servo Buzz Control script will start when a connection to EZB is done
For demo, run the "Test Multiple values" Script and observe the servo control window turning to red when released.
The servo will be released only +/- 1 sec after his last movevement
no matter how long it has to travel or at what speed it will do.
The InMoov eyes & head scan Script is also independently monitor by The D23 Servo Buzz Control script
ScriptManager
Single Servo Buzz Control
1
320
352
360
Normal
24959758-c634-44cf-8266-a12d30d7f1d1
0
Servo Release
Release(D23 )
Servo Restart
ServoUp(D23, 1 )
ServoSpeed(D23, 0 )
sleep(100)
servospeed(D23,3)
D23 Servo Buzz Control v2
$LastposD23=0
$D23_a=0
$D23_b=0
:loop
$lastPosD23=GetServo(D23 ) # Servo last Position
WaitForServoMove(D23 ) # Wait for a command to servo
################# RESTART SERVO ###########
ControlCommand("Single Servo Buzz Control", ScriptStart, "Servo Restart ")
################ Calculate distance to travel #######
:Recalc
$D23_a= getservo(D23) #### What is the servo destination value
if ($D23_a > $LastPosD23)
$DistanceD23 = $D23_a - $LastPosD23 ### calculate distance ###
elseif ($D23_a < $LastPosD23)
$DistanceD23 = $LastPosD23 - $D23_a ### calculate distance ###
endif
if ($DistanceD23 < 40 ) ### Compensate for too short traveling ###
$DistanceD23 = $DistanceD23 + 10
endif
############ Monitor Servo #######
$D23_b = GetServo(D23 )
Print( "Distance" +" " + $distanceD23 )
Print("D23_a" + "=" +$D23_a)
Print("D23_b" + "=" +$D23_b)
########## Calculate sleep time to release servo after the last move ####
if ($DistanceD23 > 0 AND $D23_a = $D23_b )
$Sleep= ( 10 * $DistanceD23 /( 1/(GetServoSpeed(D23 )+2 ))) ### Time = Distance / speed
######## Wait 1/2 sec and check again if servo have move ########
sleep(500)
$D23_b = GetServo(D23 )
######## If so, redo the sleep calculation
if( $D23_a != $D23_b)
$lastPosD23=GetServo(D23 ) # Servo last Position
goto (Recalc)
endif
########## If original servo destination remain the same, ######
Sleep($sleep )
release(D23)
endif
sleep(100)
goto (loop)
Test multiple values
### Test multiple values sent to servo ###
### Servo will be release only at the end of last move and not in between.###
### This eliminate chances for servo to loose sync with SW. ###
Servo( D23, 150 )
sleep(1000)
Servo(D23,17)
Sleep(1000)
Servo(D23,100)
Sleep(1000)
Servo(D23,17)
Sleep(800)
Servo(D23,150)
sleep(1000)
Servo(D23,80)
InMoov eyes & Head Scan
$count=0
$eyeCenter=80
$HeadCenter=85
$Head_Mov_right=120
$Head_Mov_left =50
$Eye_Min_Pos = 70
$Eye_Max_Pos = 90
ServoSpeed( D21, 5 )
Servo( D21,$eyeCenter )
ServoSpeed(D23,6 )
Servo( D23,$HeadCenter )
repeatuntil($count=2 )
sleep(1000)
$eye_pos= GetServo(D21 )
$head_pos = GetServo(D23)
repeatuntil($eye_pos = $Eye_Min_Pos )
$eye_pos--
Servo( D21, $eye_pos )
sleep(75)
endrepeatuntil
repeatuntil( $head_pos = $Head_Mov_right )
$head_pos++
Servo(D23, $head_pos)
sleep(50)
if ($head_pos >= ($Head_Mov_right -9))
$eye_pos++
servo(D21,$eye_pos)
sleep(75)
endif
endrepeatuntil
repeatuntil($eye_pos = $Eye_max_Pos )
$eye_pos++
Servo( D21, $eye_pos )
sleep(75)
endrepeatuntil
repeatuntil( $head_pos = $Head_Mov_left )
$head_pos--
Servo(D23, $head_pos)
sleep(50)
if ($head_pos <= ($Head_Mov_left +9))
$eye_pos--
servo(D21,$eye_pos)
sleep(75)
endif
endrepeatuntil
$count++
endrepeatuntil
Servo(D23,$HeadCenter )
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