Shell membrane model for forecasting bending and folding characteristics of inflatable membrane beam
A thin-film model and thin-film technology, which is applied in the field of thin-film structural mechanics and structural buckling analysis, can solve problems such as high estimated forecast value and no consideration of inflation pressure effect
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specific Embodiment approach 1
[0013] Specific implementation mode one: combine Figure 1 ~ Figure 4 Describe this implementation mode, this implementation mode is established through the following steps:
[0014] Step 1: Establish a membrane model for predicting the wrinkle characteristics of the membrane inflatable beam: first, assume that the wall material of the membrane inflatable beam is a pure membrane, and combine specific wrinkle conditions to establish a membrane model for predicting the wrinkle characteristics of the membrane inflatable beam;
[0015] Step 2: Introduce the critical compressive stress to establish a thin shell model for predicting the buckling characteristics of the membrane inflated beam: introduce the critical compressive stress form of the elastic thin shell, and superimpose the bending moment generated by it on the membrane model to establish a thin shell model for predicting the buckling characteristics of the membrane inflated beam shell model;
[0016] Step 3: Determine th...
specific Embodiment approach 2
[0018] Specific implementation mode two: combination figure 1 Describe this embodiment, this embodiment will further explain the first embodiment, the establishment of the thin film model of the wrinkle characteristic prediction of the film inflatable beam in step one of this embodiment:
[0019] First, the balance equation of the structural force is established according to formula 1:
[0020] formula one p = rt ∫ 0 2 π σ 1 dθ π r 2 ;
[0021] where, p is the inflation pressure, r is the circular section radius of the membrane inflatable beam, t is the wall thickness of the membrane inflatable beam, σ 1 is the axial stress of the membrane inflated beam, ...
specific Embodiment approach 3
[0043] Embodiment 3: This embodiment further explains Embodiment 1. Step 2 of this embodiment introduces critical compressive stress on the basis of Step 1, and then establishes a thin shell model for predicting the buckling characteristics of a thin film inflatable beam:
[0044] Considering that the beam wall material of the film inflatable beam is an elastic thin shell, the conditions for wrinkling are:
[0045] Formula eleven σ 1 =-σ cr ;θ=θ w ;
[0046] Among them, σ cr is the critical compressive stress of the thin shell, from which the undetermined constant C of the thin shell model is determined 1 for:
[0047] formula twelve C 1 = kr cos θ w - v pr Et - σ cr E ;
[0048] Substitute Equation 12 into Equation 3 to obtain ...
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