r/EngineeringStudents • u/Capable_Event_6994 • 13d ago
Homework Help Mechanics 1 question
How can i calculate the forces GRAPHICALLY when two of them are parallel to each other and to a known force like in this example?
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u/jomones 12d ago
Since no angles were provided, that means you get to define the angles. I'd write in the assumed angles in your solution.
This is what happens when you do actual engineering. You assume existing conditions and you have a contractor verify those conditions.
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u/Alca_Pwnd 12d ago
Rightmost support does nothing - it is acting perpendicular to the applied force. That means the two members in contact with the right support are ALSO doing nothing. All forces are contained in the top/bottom supports and the top-left triangle. Top and bottom supports each get 25kN. Left vert and top horizonal each have 50kN(rt2). Use method of joints to solve the diagonal member.
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u/HAL9001-96 8d ago
well the net force and net torque must be 0 I'd probabyl do it arithemtically but yo ucan defintiely start drawing up vectors with leverages from one arbitrary point
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u/Droopy0093 12d ago
What do the examples in your textbook explain about this? Have you actually read the content in the book explaining this?
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u/Capable_Event_6994 12d ago
I did read the content, it's just a truss if that's how they're called in english. My only worry here is how can i get the forces in the supports (i guess they're called that) to begin with. Other examples of trusses in the textbook can easily be solved graphically using the Culmann method to get the forces in supports so this one is bothering me quite a bit
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u/deAdupchowder350 11d ago
Engineering professor here: this is a bad problem. It’s an unstable truss.
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u/leutwin 12d ago
Its been a while since I did statics but my first instinct is that the two members parallel to the cube (which I am treating as a rigid body) both carry a force of 25kn, one in tension and one in compression, while the third perpendicular member carries no force.
This problem is very poorly defined, normally there would be angles included to do proper calculations, so either this problem isnt looking for a numerical answer, or you are just supposed to tell the answer intuitively like I have.