Hello Guest it is March 29, 2024, 05:37:06 AM

Author Topic: My "Bat Desk" is almost done!!!! :) :) :)  (Read 5441 times)

0 Members and 2 Guests are viewing this topic.

Offline poppabear

*
  • *
  •  2,235 2,235
  • Briceville, TN, USA
    • View Profile
My "Bat Desk" is almost done!!!! :) :) :)
« on: February 28, 2011, 07:42:27 PM »
Greetings Campers,

     Got some pics of my new "Bat Desk"!!!! :)

This is my "R & D" station.... It has 2 DL06's hooked up in a 485 drop network (that includes a GS1 drive/spindle motor, and a Sure Servo drive/motor),
the master PLC has 2 HTRIO modules to drive 2 servos that control the swap arm, and caracell of a Read-A-Head ATC, plus an analog module that has
a non-485 0-10v spindle control output option, and analog inputs for FSOVR, SSOVR, JSOVR and a spindle temp monitor. The master and slave plc is hooked to
Mach3 via TCP Modbus. I hooked a Touch Monitor HMI that hooks to the Master PLC to monitor/diagnose peripheral IO of the machine, plus notify the user of a PM schedule and recipes for auto oilier and other routines. It has connections for various PoKeys configs, MPG10, Yaskawa, MP-03, other pendants, a smooth stepper, a galil motion card, and the new Centiped (you can see it on the left table top). I have some other minor details left to do, like add a separate MPG to the button/knob panel on the right, and put the secondary monitor on a swing arm. I added two pull out "Arm Rest", and added a book shelf on top of the Hutch.....
I even put 220v power on a breaker going to it, with LOTS of power strips, 5vdc, 12vdc, and 24vdc PS...

I think this desk almost pegs the "Geek Meter"......

scott
fun times
Re: My "Bat Desk" is almost done!!!! :) :) :)
« Reply #1 on: February 28, 2011, 08:02:45 PM »
Look nice but closed up picture with a zoom would give us a better idea of what's is in your wallet, Oupppss, Was meaning on your desk.


Jeff
My "Bat Desk" is almost done!!!! :) :) :)
« Reply #2 on: February 28, 2011, 10:30:12 PM »
Looks good Scott!


Steve

Offline Tweakie.CNC

*
  • *
  •  9,196 9,196
  • Super Kitty
    • View Profile
Re: My "Bat Desk" is almost done!!!! :) :) :)
« Reply #3 on: March 01, 2011, 02:31:04 AM »
Very impressive Scott but does it dispense Beer ?  ;D

Tweakie.
PEACE
Re: My "Bat Desk" is almost done!!!! :) :) :)
« Reply #4 on: March 01, 2011, 03:22:06 AM »
I think the beer dispenser in the lower right drawer.

If you look closely, I can see what's in it.

Jeff

Offline poppabear

*
  • *
  •  2,235 2,235
  • Briceville, TN, USA
    • View Profile
Re: My "Bat Desk" is almost done!!!! :) :) :)
« Reply #5 on: March 01, 2011, 09:23:47 AM »
Ok,

   here is some close(er), up pics......  had to remove the Bat-Beer dispenser, wife found it, darn that Cat Women...

in the GS-1 drive cubby, you can see a lone MPG that I will be moving/mounting on the button/knob panel below it.

scott
fun times

Offline Hood

*
  •  25,835 25,835
  • Carnoustie, Scotland
    • View Profile
Re: My "Bat Desk" is almost done!!!! :) :) :)
« Reply #6 on: March 01, 2011, 09:36:50 AM »
Looks like it will be a handy test setup for the business :)
Hood
Re: My "Bat Desk" is almost done!!!! :) :) :)
« Reply #7 on: March 01, 2011, 08:01:22 PM »
Hey Poppa...
    Nice bat desk, so now you think you are some kinda super hero??....  Seriously tho shoot me an email at PetefromTn@gmail.com I got a question for ya... peace

Pete

Offline Sam

*
  • *
  •  987 987
    • View Profile
    • hillbillyhilton.com
Re: My "Bat Desk" is almost done!!!! :) :) :)
« Reply #8 on: March 04, 2011, 01:21:17 PM »
That looks waaay better than your previous bat cave. ;D
 http://www.machsupport.com/forum/index.php/topic,5536.0.html
"CONFIDENCE: it's the feeling you experience before you fully understand the situation."

Offline Pythagoras

*
  •  93 93
  • a² + b² = c²
    • View Profile
Re: My "Bat Desk" is almost done!!!! :) :) :)
« Reply #9 on: March 07, 2011, 04:59:47 PM »
What would be scarey, is to next see a pic of you sitting there with a black cape and a pointy ear mask.
The Pythagorean theorem: The sum of the areas of the two squares on the legs (a and b) equals the area of the square on the hypotenuse (c).     a² + b² = c².