Recent content by davidgruty

  1. davidgruty

    Friction of a rope around a cylinder

    or just sum of forces in the vertical direction: T1 + T2 = P
  2. davidgruty

    Friction of a rope around a cylinder

    ok! So sum of moments respect to the center and I already have it. Like this:
  3. davidgruty

    Friction of a rope around a cylinder

    ahá, I see now well the equation. So I have the relation between T1 and T2. Now I need to plug it in the equilibrium equations, but I don't see them yet. How does the friction force affect the cylinder??
  4. davidgruty

    Friction of a rope around a cylinder

    I'm not following. What do you mean with T1 in terms of T2? their relation? Such T2 = N + T1 ? This is one equation on the rope Then we have the N = T2 * e^(mu*theta) And finally the moments around the center: P * a + T2 * R = T1 * R + N (xxxx) I don't know how N contributes in the...
  5. davidgruty

    Friction of a rope around a cylinder

    Yes, the rope should not slip. I want to find the distance "a" maximum before starts slipping. Using the static friction coefficient
  6. davidgruty

    Friction of a rope around a cylinder

    What is theta? the angle of contact between rope and cylinder? 180º in this case (Pi) So N = T2 * e^(mu*PI) ? There are 4 forces: the two tensions (T1, T2), the friction (N) and the weight (P) How can I connect them? I can't say that the sum of forces in the vertical axis is zero. N is...
  7. davidgruty

    Friction of a rope around a cylinder

    ok, right. I just realized the the tension in both sides of the rope is not the same
  8. davidgruty

    Friction of a rope around a cylinder

    Hi, We have a cylinder held by a rope . The rope holds it around its lower half. If the center of mass of the cylinder is not in the middle, but towards a side, a distance "a". How does this offset affect to the friction on the rope? or How big does "a" have to be so the cylinder starts...
  9. davidgruty

    Heat through a semi-infinity solid

    Hi there! I run into a situation where I can't go on. It's about a thermal analysis, I already made a simulation using Ansys but I also want an approach made "by hand". In order to simplify the case I made this example: We have a metallic bar inside the soil. The bar is at 100ºC and the...
  10. davidgruty

    Distribute 24 points in a circle

    My answer seems rude, my exclamation mark is irony! ;) (now, with smiles better)
  11. davidgruty

    Distribute 24 points in a circle

    Of course not! My question is how to spread the points over the crown area, not a circumference.
  12. davidgruty

    Distribute 24 points in a circle

    I have to correct my post; It is not a complete circle, it's an Annulus (circular crown). Thanks
  13. davidgruty

    Distribute 24 points in a circle

    Hello all! I am designing a plate to hold some crystals, bla, bla... The point is that this mounting plate is held by other plate by let's say "interface" pieces. I made some calculations and I need 24 pieces (6 by quadrant) to be on the safe side. I do not know how share them over...
  14. davidgruty

    What is the Optimal Thickness for Insulation in a Cold Space?

    I was thinking this night (i take the work home) i can live with the heat flow but the problem is how to calculate de global K of the wall. i have the K of the material but there is still missing what happens in the faces of the wall
  15. davidgruty

    What is the Optimal Thickness for Insulation in a Cold Space?

    Ok, I understand about the balance of temperatures. (the in part is going to get warmer) Let's say we have a cooling machine inside which keeps the -25ºc. The question is how does the thickness of the wall affects to difference of temperatures. I need to know the global "k" (coefficient...
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