Calculate Max Lever Length for Toppling Block

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To calculate the maximum lever length before a block topples, it's essential to understand the block's center of gravity (CoG) and the point of rotation. The height of the block, specified as 1100mm, is relevant for determining stability. The equilibrium condition occurs just before toppling, where the gravitational force acts through the CoG. The discussion highlights the need for a formula that considers these factors, particularly focusing on the balance of forces and moments. Understanding these principles is crucial for the project's success.
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Hi, I have a block with a specified weight and a lever with a force at the other end. I was hoping someone could tell me what formula i need to work out the maximum length of lever before the block falls over.
 

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Hi there. This homework ?
And: how come you don't worry about the height of the block ?
 
Thanks for your response.

Yes. Sorry, the height of the block is 1100mm.
 
Thank you for the response to the second question. Now how about the first one ?
 
Yes, it is for a project.
 
Fair enough. Around what point (axis) will it rotate when it topples ?
Where does gravity act ?
Just before it topples, what is the equilibrium condition ?
 
The CoG of the block is in the centre of the block, and I assume the block will topple at the bottom right point?

I am unsure what formula to use to work out the equilibrium and toppling?
 
Isn't the aim of the project to find that out ?
 
No, this is additional work I wanted to include but needed some guidance on what formula to use. No worries if you can't assist, its not essential work.
 
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Hmm... what's the non-additional work, then ?
When is a balance with unequal arms in equilibrium ? (do you see the similarity with your case ?)
 
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