Can the spacing of rods affect the weight needed for applied force?

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The discussion revolves around calculating the weight needed to apply a specific force to rods in two scenarios. In the first problem, ten rods require a total mass of approximately 500g to ensure each rod experiences a force of 0.49N. The second problem introduces spacing between the rods, creating confusion regarding how this affects the required weight. Participants note that while the first calculation seems straightforward, the impact of spacing on force distribution is unclear. The consensus is that the spacing may not significantly alter the total weight needed, but further clarification is sought.
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Hey guys, i need you help to find the weightof a mass required to produce the same applied force to rods.
(sorry english is not my first language) i will try to explain this with a diagram.

Homework Statement


First problem:
So let's say i have 10 small rods with a diameter of 2mm and a length of 3cm.
they are positioned next to each other, and stand on the ground. Then i have a weight that is applying force to those 10 rods alltogether. SO my question is, how much is the weight of the mass that i need, to make sure that every rods will be applied 50g(0,49N) each.

known values:
F(on each rods)= 0.49N or 50g
length of each rod=3cm
diameter or a rod=2mm

Problem 2:
Now its exactly the same as situation 1, but the rods are positioned at a distance from each other, let's say this distance is x=2mm
How much is the weight required for applying each rods the same force of 0.49N?


Homework Equations


g=9,81ms-2
1000g=1kg=9,81N

The Attempt at a Solution



Problem 1
For applying each rod 0.49N,
the mass should be= 10rodsx0.49N= 4,9N which is about 500g
i wish it would be that easy, but i think there's got to be something that is not right?

Problem 2
this is actually very confusing, so i can't really know how to go with it, would you guys help me?

Thanks!
 
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Seems like problem 1 is correct. Why would spacing the rods make a difference?
 
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