A slightly different B9 Robot
Center of Gravity
Home
Bluetooth sound
Testing & Mobility
Cost (never done)
Treads DONE!
Power DONE!
Control DONE!
Structure DONE!
Knees DONE!
Legs DONE!
Torso Rotation DONE !
slip rings
Torso
Not neon
Not Neon Sound interface
Collar
Slightly different radar
Pneumatic bubble lifter
Claws & Arms
Pneumatic Claws of Death!
Center of Gravity
Robot pneumatics
RoboPhone
So what the *##?!@ is Center of Gravity?
cg.jpg
Very simple: "Center of Gravity", or CG, is where all the mass of an object can be considered to be concentrated.  Look in the above picture.  This Robots CG is too high and combined with the angle of the ramp has caused the CG to fall outside of where the treads make their point of contact.  Yes, the Robot is tipping over.  Robot go Boom. I understand that there was little damage and the man inside was not injured.

 

To prevent such accidents the CG must be kept as low as possible.  This is why SUVs often flip and Jaguars do not.  To this end the weight and height of the CG of every part must be known so that the location of the Robot's CG can be calculated.  Its not that difficult.  At the moment my Robot should be able to climb 30 deg slopes without falling over.  This is because the tread section has many heavy parts like motors, differentials and batteries.  It alone weighs over 200 lbs!

 

And if your robot is capable of  moving under its own power it is even more critical that the CG be kept low: A strong motor starting or stopping suddenly can cause a robot with a high CG to topple over even on a flat surface!

 

At a recent stack up I tried to see how far back things could lean. In this picture the Torso is empty and there are no batteries in the Tread section.

 

leanback2.jpg

So, how to calculate where the CG is.  Use the following equation:

cg2.jpg

In this equation "Wt" is just the weight of a part/object.  Probably best to use Lb (pounds) as a unit.  The "Y" is how far the CG of the specific part is from the ground in inches.  People sometimes confuse this Y dimension with how far the CG of a part is from its base, don't make this mistake!
 
So, in human words, take each part and multiply its weight by the distance the parts CG is from the ground.  Add them all up.  Then add up the total weight of the Robot.  Divide.  This will be the height of the Robots CG above the ground in inches.
 
Maybe make a table like this:
 
cg4.jpg
With these numbers the cg will be about 22 inches above the ground. Not too bad.
 
The Excel file to do this is here:

CG calculations

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