Are my answers correct? (3D statics)

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In summary, someone made a mistake in their solution and it was difficult to follow. The person also mentioned that z should be pointing up to the physical top of the page in the 3D drawings, but it is not always the case.
  • #1
Femme_physics
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I don't have the solution manual answer for this problem, can anyone help please confirm my answers are correct?

Homework Statement




http://img860.imageshack.us/img860/6118/40893341.jpg [/QUOTE]

On a smooth horizontal weightless surface ABDC acts at the center a vertical force of 600 [N]. The surface is connected to the wall through axes A and B and supported by shaft CE.

A) Calculate reaction at CE
B) Calculate reactions at axes A and B. Presume the forces at the B axis are at the X and Y direction only.


The Attempt at a Solution



This is my solution attempt

http://img204.imageshack.us/img204/2712/20112011a.jpg

http://img834.imageshack.us/img834/6539/20112011b.jpg ]


And here below in the thumbnail I have attached my friend's attempt. He's smart, but new to 3D statics, and I don't understand how what he did makes sense. In fact it contradicts my results and methods.
 

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  • #2
Femme_physics said:

I don't understand what your friend did.
It looks rather complex, but his answers are wrong.

I definitely prefer your method. :smile:
Reducing the problem to 2D makes it much easier to follow what you did.

However, you also made a mistake.
It starts with your zx-view, when you calculated TCEzx where you used TCEy, but you should have used TCEx.
Same for the calculation of TCEz.

As a consequence, your Bx, Ax, and Az are wrong too.
 
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  • #3
However, you also made a mistake.
It starts with your zx-view, when you calculated TCEzx where you used TCEy, but you should have used TCEx.
Same for the calculation of TCEz.

As a consequence, your Bx, Ax, and Az are wrong too.

*smacks forehead*

I'll tell you why, I'm used to "y" being up so I keep confusing myself :tongue:


Thanks a bunch :smile: will correct it today
 
  • #4
Femme_physics said:
I'll tell you why, I'm used to "y" being up so I keep confusing myself :tongue:

But "y" is up! :confused: :tongue2:
 
  • #5
I like Serena said:
But "y" is up!:confused: :tongue2:

It's "up" in the 3D drawing. But in the 2D ones, it's always psychologically my "up"-- something which I still haven't completely gotten rid off.
 
  • #6
Femme_physics said:
It's "up" in the 3D drawing. But in the 2D ones, it's always psychologically my "up"-- something which I still haven't completely gotten rid off.

Uhh, it's up in 3D and it's up in your yx-view and it's up in your yz-view. :uhh:

It's just that in 3D normally z is always up, and in the yz-view z should be up too! :smile:
 
  • #7
Yes, I said psychologically "up" as in the sense that's it's pointing towards the upper part of the page that I'm writing on heh, I still haven't gotten over it is what am saying
 
  • #8
Still, in this problem y is pointing up to the physical top of your page.

I think you've gotten over that just fine! :smile:
You're already used to the fact that z should be pointing up to the physical top of your page.

The challenge in this problem is to apply the direction of the y-coordinate mathematically, carefully without making assumptions based on the 3D you're already used to.
That really makes this problem harder than it has to be. :wink:
 
  • #9
Still, in this problem y is pointing up to the physical top of your page.
not if you're looking at the xz view
 
  • #10
Femme_physics said:
not if you're looking at the xz view

*smacks forehead*

Oooooooooooooooooooooooh!
(Thanks for clarifying that! :wink:)
 
  • #12
Yay! :smile:

You didn't ask for it, but I give it the ILSe-stamp-of-approval.
Btw, whatever happened to that item that I didn't put a stamp-of-approval on? :blushing:
 
  • #13
Maybe I didn't ask, but I secretly desired! :wink:
Thanks :mrgreen:

"Btw, whatever happened to that item that I didn't put a stamp-of-approval on?
"

To be amended, rest be assured! :smile:
 

1. What is 3D statics?

3D statics is a branch of mechanics that deals with the analysis of forces and torques on objects that are in a state of static equilibrium in three-dimensional space.

2. How do I know if my answers for 3D statics problems are correct?

To determine if your answers for 3D statics problems are correct, you can compare them to the solutions provided in your textbook or by your instructor. You can also check your work by using online calculators or software specifically designed for 3D statics problems.

3. What are some common mistakes to avoid when solving 3D statics problems?

Some common mistakes to avoid when solving 3D statics problems include incorrectly identifying the direction of forces, miscalculating moments, and forgetting to consider all forces acting on a given object.

4. Can I use a calculator to solve 3D statics problems?

Yes, you can use a calculator to solve 3D statics problems. However, it is important to understand the concepts and equations involved in 3D statics in order to use the calculator effectively and interpret the results correctly.

5. Are there any tips for solving 3D statics problems more efficiently?

Some tips for solving 3D statics problems more efficiently include drawing clear and accurate diagrams, labeling all forces and directions, breaking down complex problems into smaller parts, and checking your work for errors.

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