Hmm.

*       The equipment is tilted in all directions such that the base of the 
equipment is at an angle up to and including 10°; or

Only one direction is significant:  The side of the base that is closest to the 
center of gravity.  This is the worst case.  If the equipment passes this tilt 
direction, it will pass all the other tilt directions.  

*       The equipment is placed on a plane at an angle of 10° from the 
horizontal and rotated slowly through an angle of 360° about its normal 
vertical axis; or

See above.

*       The equipment is placed on a horizontal non-skid surface and subjected 
to a force equal
to:
- 50 % of the weight of the unit vertical downwards, but not more than 100 N. 
If, during
the test, the supporting surface prevents the equipment from overturning, the 
test shall
be repeated such that the supporting surface is not used to pass the test; and 

For the equipment not to tilt over, the moment of the vertical force applied to 
the equipment must not exceed the moment of the center of gravity. 


- 13 % of the weight in all horizontal directions but not more than 250 N,

Again, if the force moment exceeds the center of gravity moment, the equipment 
will tip over.  

that is applied to the worst case positions on the equipment by means of a 
suitable test
apparatus having a flat surface of approximately 125 mm by 200 mm, in such a 
way as to
produce the maximum overturning moment. The test may be applied at any height 
not
exceeding 1,5 m from the base of the equipment. The test force shall be 
discontinued if
the equipment remains stable after being tilted 10° from vertical. 

The worst-case position for maximum overturning moment is maximum distance from 
the center of gravity.  

Assuming the center of gravity is at the geometric center (which is close for 
most equipment), all you need to determine if the equipment will fall over is 
the minimum width and the maximum height to determine if the equipment will tip 
over for the tilt test, the downward force test, and the horizontal force test.

Best regards,

Rich

Note:  To convert weight, kg, to force, N, multiply kg by 9.81.  


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