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  1. Feb 13, 2012 · What factors affect the distribution of weight on two supports? There are several factors that can affect the distribution of weight on two supports. These include the size and shape of the supports, the materials they are made of, and the angle at which the weight is applied.

  2. Sep 14, 2019 · What factors affect weight distribution? Several factors can affect weight distribution, including the shape and stiffness of the supporting structure, the number of supports, the spacing between supports, and the uniformity of the load.

  3. Aug 3, 2017 · What is the weight distribution (forces) on both supports? If calculating, we find that although tilted, the lines of action of the upward reaction forces from both supports are equidistant from the center of gravity, so the forces on both supports should be equal, so that there is no net rotational moment.

  4. Apr 1, 2019 · The maximum weight added without tipping for a slab resting on two supports is affected by several factors, including the strength and stiffness of the supporting structure, the dimensions and material properties of the slab, and the location and distribution of the load on the slab.

  5. Jun 16, 2019 · At that point, the bridge will be balancing upon the right hand support (now the center support), and as long as the bridge's mass is uniform and the two supports are the same height, the entire 80N will rest on the center support, with no weight at all on the left support.

  6. Sep 19, 2021 · For a mass supported with two forces F1 and F2, the vertical components must balance the weight of the mass: mg + F1,z + F2,z = 0. If the mass does not spin, then the torques must be balanced as well. This is why gandalf comments that the distance from the centre of mass is important.

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  8. Typically reaction forces are either as follows: a pinned and a fixed reaction force together (1 reaction force + 2 reaction forces = 3 restraints) or a fixed beam (2 reaction forces and 1 moment = 3 restraints). The information shown here is to model 2d situations.

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