I'm having a hard time understanding how to calculate tension. Help please?

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Understanding how to calculate tension involves recognizing that tension is a force acting along a string or rope, typically analyzed in statics problems where the system is in equilibrium. To solve for tension, it's essential to draw free body diagrams for each block and identify the forces acting on them, ensuring that the sum of forces equals zero. The user is encouraged to break down the forces into their x and y components, using the angle provided in the problem to apply trigonometric functions. It's clarified that in statics, acceleration is zero, meaning gravitational acceleration should not be used in the tension calculation. A diagram or detailed description of the setup is vital for accurate assistance in solving the tension problems.
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Now, I'm not going to ask anyone to do my assignments. I just want help understanding how to calculate tension so that I can complete my work by myself. I may give examples from my assignments, but I don't want anyone to just work it out and post answers - I want to understand.

I'm new to studying physics so I would appreciate simple explanations that I can understand(I'm in an intro course).

I've read that there isn't a formula for calculating tension and that tension is just a force. Right now I'm working with problems that involve a string under ideal conditions.

Ex. The diagram is displayed as a right triangle with theta in the lower left. Two blocks are connected by a string and tied to a wall. They look like this along the hypotenuse; []-[]-
The mass of both blocks and the value for theta are given. I need to (i)calculate the tension of the string connecting the two blocks, and (ii)the tension in the string tied to a wall.

I first tried to find the x and y components(as it is set up to look like a vector and we have been doing this a lot in class). For the magnitude I added the masses of the blocks, but I don't know if that is right. Then I used cos(theta)*magnitude for x-component, and sin(theta)*magnitude for y-component. Honestly, I'm not too sure if I even need to find the vector components.

I also know that F=m*a. The mass(for part (i)) would be the mass of both blocks and the acceleration would be g=9.81m/s^2?

Basically I've tried this several different ways and I am getting all my tension problems wrong. This is because I don't fully understand the concept of calculating tension and I would appreciate some help.

Thanks.
 
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Please post a diagram so we can understand exactly what you are asked to find. (I'll move this to Intro Physics, where it belongs.)

I presume this is a statics problem. The blocks are in equilibrium, thus ΣF = 0 for each block. (In a statics problem the acceleration is zero, not 9.8 m/s^2.)

Start by identifying the forces on each block and drawing free body diagrams. Then you can come up with equations for the x and y components of the forces.
 
Doc Al said:
Please post a diagram so we can understand exactly what you are asked to find. (I'll move this to Intro Physics, where it belongs.)

I presume this is a statics problem. The blocks are in equilibrium, thus ΣF = 0 for each block. (In a statics problem the acceleration is zero, not 9.8 m/s^2.)

Start by identifying the forces on each block and drawing free body diagrams. Then you can come up with equations for the x and y components of the forces.

I can't post a diagram.
 
why is that so?
 
RainbowMop said:
I can't post a diagram.
Why not?

Then at least describe how the blocks and the string are connect in more detail. Is the arrangement: wall - string1 - block1 - string2 - block2 - string3 - wall? Is the string connecting the two blocks horizontal?

But even if you don't you can still use the hints I gave earlier.
 
ashishsinghal said:
why is that so?

I can't copy and paste the picture, I can't link you to it...

Nevermind if it's too much trouble.
 
Open up Paint, draw your item, save to computer, create account on photobucket.com, upload image, paste link, and make everything easier.
 
Too much trouble nevermind.
 
Without a diagram, you'll at least have to describe the setup as I suggested in post #5. That should be easy to do.
 
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