Monte Carlo method based tensegrity structure form-finding method
A technique of tensioning the overall structure and Monte Carlo method, applied in special data processing applications, instruments, calculations, etc., can solve the problems of lack of processing methods and low calculation speed, and achieve the effect of significant effect and speed up
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specific Embodiment approach 1
[0030] Specific implementation mode 1: This implementation mode provides a parameter definition and setting method of a tensegrity structure form-finding method based on the Monte Carlo method, such as figure 1 As shown, it specifically includes the following steps:
[0031] Step 1: Set the initial conditions, which can be divided into the following steps:
[0032] 1.1. The total number of elements is m, the number of nodes is n, and the number of struts is e b , the cable number is e s , where e b +e s =m.
[0033] 1.2. Material properties: The material properties that need to be set include the cross-sectional area A of the unit (the compression rod and the cable are respectively marked as A b 、A s ) and the elastic modulus E of the unit (E b ,E s , generally the materials of similar units are the same) and the original length L of the unit o (L ob , L os , if the lengths of each unit are different, input the original length matrix L of the unit by row o ).
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specific Embodiment approach 2
[0051] Specific implementation mode two: this implementation mode provides a kind of MATLAB programming implementation of the T prism tensegrity overall structure form-finding method based on the Monte Carlo method, including the following steps:
[0052] Step 1: Set the initial conditions, which can be divided into the following steps:
[0053] 1.1. For T prism geometric parameter setting, only the unit number parameter setting statement is given.
[0054] m=12.
[0055] 1.2. Material properties: Set the material properties of the compression bar and the cable respectively, and only give the program section for setting the material properties of the compression bar.
[0056] Ab = 200;
[0057] Eb=2.06e+5;
[0058] Lob=2.7806e+3.
[0059] 1.3. To calculate the stiffness S of the element, only the stiffness component of the strut element (the first row of the matrix) is given.
[0060] Sb=Eb*Ab / Lob; % element stiffness of compression bar
[0061] Sr1=[Sb; Sb; Sb]; % Stiff...
specific Embodiment approach 3
[0091] Specific implementation mode three: This implementation mode takes the T prism as a calculation example, and provides the process and results of the form-finding calculation of the tensegrity structure based on the Monte Carlo method, including the following steps:
[0092] Step 1. Set initial conditions.
[0093] T prism geometric parameter setting: the number of units is m=12, e b = 3 pressure rods, e s =9 stay cables, the number of nodes n=6. Material property settings for tie and strut.
[0094] Step 2: Randomly generate an initial configuration.
[0095] Randomly generate the initial configuration P, such as image 3 Shown, and calculate the energy E of the configuration. In each step of iterative calculation, the energy of the obtained configuration is calculated to understand its change trend, such as figure 2 .
[0096] Step 3: Randomly generate a new configuration and judge whether to accept it.
[0097] Calculate the energy E' of the new configuration...
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