Determining whether an object will topple or move without a Slope Test

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In summary, the article explores methods to assess whether an object will topple or slide without relying on traditional slope tests. It discusses factors such as the object's center of mass, base of support, and frictional forces, providing alternative approaches for evaluating stability. The focus is on understanding the dynamics involved in these scenarios to predict the object's behavior under various conditions.
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ao01
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Determining whether an object will topple or move without a Slope Test
I want to determine whether an object will topple or move without a Slope Test. Is there an equation for this? What should I pay attention to when calculating this?
 
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  • #2
So by what mechanism would this object topple then ?
Perhaps you can describe some scenario ?

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  • #3
ao01 said:
What should I pay attention to when calculating this?
There are two ratios involved:
- maximal lateral to normal force (static friction coefficient)
- lateral to normal distance between center of mass and the base of support boundary
 
  • #4
BvU said:
So by what mechanism would this object topple then ?
Perhaps you can describe some scenario ?

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I want a device to be able to be used on a 15-degree slope, and I want to be able to calculate this with a certain equation without testing.
 
  • #5
ao01 said:
calculate this with a certain equation
What have you got to put in such an equation ?

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  • #6
ao01 said:
I want a device to be able to be used on a 15-degree slope, and I want to be able to calculate this with a certain equation without testing.
The friction coefficient, u ≥ Tan( 15° ) = 0.268
But the shape of the base, the position of the CoM, and any forces applied to the resting device will change the game.
 
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