Stress in aircrafts landing gear

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    Gear Stress
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Discussion Overview

The discussion revolves around calculating the stress in the landing gear of aircraft, specifically focusing on the Boeing 747 and Boeing 737. Participants are exploring the necessary figures, such as the force exerted on the landing gear during landing and the cross-sectional area of the landing gear components, to apply the stress formula.

Discussion Character

  • Homework-related
  • Mathematical reasoning
  • Technical explanation

Main Points Raised

  • One participant seeks data on the force and area for the landing gear of any aircraft, mentioning the Boeing 747's maximum takeoff weight of 396,890 kg as a starting point.
  • Another participant provides a link to a resource but does not specify the relevant chapter or page.
  • A participant calculates the force on the Boeing 747 as approximately 3,889,522 N and estimates the cross-sectional area of the landing gear to be about 0.0314 m², leading to a stress calculation of about 25 MPa across the five main landing gear sets.
  • Another participant suggests that a stress of 25 MPa seems reasonable, referencing typical tire pressure and noting that the nose gear carries minimal weight.
  • A participant shifts focus to the Boeing 737, using similar cylinder dimensions and calculating the stress to be approximately 10.5 MPa across the two main landing gear sets, questioning the accuracy of this figure and the appropriateness of the chosen cross-sectional area.
  • One participant challenges the use of the provided PDF, indicating it pertains to a jack rather than the actual landing gear, and suggests that the 737 may have smaller diameter cylinders compared to the 747.
  • Another participant proposes a different method for calculating stress, suggesting the use of total area rather than individual cylinder areas.

Areas of Agreement / Disagreement

There is no consensus on the accuracy of the stress calculations or the appropriateness of the chosen cross-sectional areas. Multiple competing views and methods for calculating stress are presented, and the discussion remains unresolved.

Contextual Notes

Participants express uncertainty regarding the dimensions of the landing gear components and the applicability of the resources cited. There are also unresolved questions about the appropriate method for calculating stress based on different aircraft models.

marcus91
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Hi I am doing a physics coursework presentation, and i need to calculate the stress in the landing gear of an aircraft. It can be any aircraft I just need some figures, for instance the force on the landing gear as it lands, and the cross-sectional area of the landing gear.

The formula for stress = force / area
so does anyone know a particular aircrafts force when it lands, and the area of the landing gear? If you know a website with data on this or other helpful info. please let me know what it is.

I could state the stress on the landing gear whilst on the ground stationary, but this would require the area. For the boeing 747 i know the maximum takeoff weight is 396890kg so i could use this figure but still need the area. Many thanks in advance
 
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Last edited by a moderator:
Hi thanks for the reply, do you know which chapter or page I should look at? thanks for this though its useful.

I also found a few other figures out now:
max weight of B747 = 396890, so max force would be this x9.8 so i got 3889522N

for the area i found a website http://www.malabar.com/pdf/product/axle/sd65P10AR.pdf stating cyclinder diamater is 8 inches, which is about 20cm. So therefore the cross-sectional area would be about 0.0314159265 msquared

so now one divided by the other gives about 123,807,330 Pa. But this would be across the 5 main landing gear sets so the stress on landing gear of B747 when stationary is about 24761466 Pa or about 25MPa. Does this seem an appropriate figure?
 
Last edited by a moderator:
Another ball park estimate is that the tire pressure is about 150psi which is 1Mpa so 25Mpa in the gear seems reasonable.

Generally there is almost no weight (5%) on the nose gear - just enough to provide some friction for steering.

Boeing provide detaile dspecs on their aircraft and the airport and servicing requirements start here http://www.boeing.com/commercial/overview/overview3.html
 
Last edited by a moderator:
hm ok thanks, I decided I would use a B737 now instead, but the cyclinder diameter is supposed to be the same as the website http://www.malabar.com/pdf/product/axle/sd65P10AR.pdf states it is used in main landing gear. A B737 only has 2 main landing gears sets and a nose gear. If i took the max weight to be about 70080kg, and the area of the cylinder at 0.032365 Meters squared, then the stress would work out at

21219649.797Pa, or about 21MPa, but this is across the two main landing gear so approximate stress would be 10.5MPa

so firstly does this number seem more accurate for the landing gear?
do my calculations make sense?
and are my choices of the cyclinder Cross-sect-area best to look at stress of landing gear?

Thanks for all your help let me know any suggestions or whatever ... thanks
 
Last edited by a moderator:
The pdf is for a jack not the actual landing gear, the 737 probably has smaller diamter cylinders than a 747.
And it would be more normal to say that the stress is 70t / 2*0.3m^2, and use the total area.
 

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