The discussion revolves around an Atwood Machine simulation involving two masses, m1 and m2, with specific values and conditions. The focus is on determining the normal force exerted by the floor on m2 and the tension in the rope at a specified time during the simulation.
There is ongoing clarification regarding the definitions of the forces involved and the conditions of equilibrium. Some participants express confidence in the calculations presented, while others seek further understanding of the implications of the time variable.
The discussion includes assumptions about equilibrium conditions and the specific setup of the Atwood Machine simulation. The relevance of the time at which the tension is measured is also under scrutiny.
OK, now I see what you're talking about. Since T is given and equilibrium is assumed, your answer is correct; rounded off, the normal force would be 1.0 N.extreme said:The question "What is the normal force, FN, and what is the tension, T, in the rope? T (at t = 2.54s) = ______. At equilibrium: FN + T – m2 • g = 0. Then FN = _______." This is a timed simulation and at 2.54s the rope tension,T, is 9.789