OP
AllDodge
Platinum Member
- Joined
- Apr 28, 2017
- Messages
- 515
- Location
- S, Central, KY
- Tractor
- Terramite T5C, Kubota M9540HDC24, F3990, RTV1100, Cat 416C, D3B, 955L
Well alrighty then 
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The lifting force of the tractor is determined by measuring the force applied by the 2 lower arms. The top link is has the pivot load, and for the most part is along for the ride. The TL does not pickup the entire load. If all things were equal it might have 1/3 the load or 1833
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Then, just take a moment to think why 3 pt backhoe usually break the top link mount and the top of the transmission case on tractors...
We also have to consider bouncing of heavy implements in the back of the tractor when going on a rough terrain. That's a lot of force on the top link.
If I had that 2" cylinder you linked with it's 1-3/16 rod...it has 2.04 SQ in of piston on the rod side. This would make the pressure on the rod side 1490psi.
Your using some facts and again some assumptions.
Its always good to find what you know is true and then fill in the blanks working backwards.
Start with what someone "thinks" the know is, weight 3041, pressure 575 psi and then work backwards
What is pictured
Gauge reading and calculated surface area (575 psi x 5.29 sq in) = 3041 all is good [Note: Gauge being used while not calibrated gave a reference point]
Calculate surface area for (radius Squared x Pi = surface area)
2.5 = 3.14 then use 3041/3.14 = 968
2.0 = 2.04 (listed but inaccurate) 3041/2.04 = 1490 but actual is 1.954 [(2 in = 3.1415)-(1.1875 rod)] which yields 3041/1.954=1556
Just working in reverse does not provide what happens because not all factors have been calculated
The 30/16 factor means nothing. How does the 30 in arms extension compared/calculated to a distance separating the upper link to the lower arms? Both lower and upper extensions are extended, and at different lengths, but where is the calculated loads on each and how the difference in angles apply's to total load.
To prove your point, there would either need to calculate the load variables at given angles, or would need to at least install the other size cylinders and measure the pressure with the same gauge.
The proper term here is torque - weight x distance. In this case 1 pound at 30" is 30 inch pounds. Since this is rotating about the lower lift pins, the torque on the upper link is also 30 inch pounds, but the distance is only 16" so the upper link sees a force of 1.875 pounds pulling on it for every pound sitting at 30" behind the lift pins.The 30" has nothing to do with the lower arm length. Its is how far BEHIND the lower arms (specifically the ball ends) the load is applied.
impacts from bouncing is really really bad! shock loads are many times static loads.