Simulating stopping of a heavily loaded trailer
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Hi,
I want to simulate how a trailer with weight (content) loaded high above the bed will react upon an emergency stopping at 90km/h.
I want to see the lifting effect it has on the bed, as well as structural stresses on the bed and the trailer content.
Using this calculator, I get a stopping distance of roughly 50m. I read that the stopping distance is weight independent, as more weight induces more friction on the tires surface, hence more powerful braking.
I then use the formula a = (Vf²-Vi²)/2d where a is the deceleration, Vf is 0m.s⁻¹, Vi is 25 m.s⁻¹ (90km/h) and d is 50m. Which gives me
a = -6.25m.s⁻²
Then to calculate the force (braking force) I need to apply to the bed (I don't model the wheels), I use the following formula: Fb = m*a.
In Fusion360, here are my static simulation settings:
● structural load of value a lot greater to Fb (to be sure to see the expected results) to all the 6 faces of the bed in the reverse direction of motion
● full constraint on the road
● suppressed the contact between the road and the trailer bed to allow the back of it to lift (possibly)
I don't understand the results as I'm expecting:
● the load to bend in the opposite direction of the force because of its inertia
● the back the trailer bed to lift because of the distance between the bed experiencing the force and the load (the same effect as would a car heavily loaded on its back experience when brutally accelerating)
Am I doing the force calculations right or am I missing some things ?
Can it be done in Static simulation or should I go for Event simulation ?
Also, I don't model the inertial forces of the {trailer + content} set going at 90km/h, should I (or is it already taken in account when calculating the deceleration), if yes then how ?
The case study is actually a simplification of my actual problem, where I want to build an enclosed trailer with a roof which should be able to withstand the weight of 4 persons, which gives me quite a heavy roof. You will find attached the current design.