Planning method of prepreg tape laying track based on specified geodesic curvature
A technology of laying trajectory and geodesic curvature, which is applied in the direction of instruments, digital control, control/regulation systems, etc., and can solve problems such as large calculation errors and large gaps between prepreg tapes
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Embodiment 1
[0030] Such as figure 1 As shown, a planning method for prepreg tape laying trajectory based on prescribed geodesic curvature includes the following steps:
[0031] S1. Input the three-dimensional model of the mold surface to be laid, the initial point P of the laying track of the prepreg tape 0 The location of the prepreg tape laying track at the initial point P 0 The unit tangent vector T at 0 , calculation step size h, specified geodesic curvature value k g ;
[0032] S2. According to the unit tangent vector T in step S1 0 Get the prepreg tape laying trajectory at the initial point P 0 The extension direction L at 0 ;According to the specified geodesic curvature value k g Compute the unit tangent vector T 0 at the initial point P 0 relative arc length change rate T 0 ';
[0033] S3. According to the initial point P in step S1 0 The position of , the calculation step size h, and the extension direction L in step S2 0 , get the tentative point According to the ...
Embodiment 2
[0053] In this embodiment, the spherical surface is used as the parametric surface of the mold to be laid, and the specific process is as follows:
[0054] S1. Input the spherical parameter equation r(u,v)=[20cos(u)cos(v), 20sin(u)cos(v), 20sin(v)], the initial point P of the prepreg tape laying track 0 =(0,0) is located on the spherical surface, and the laying track of the prepreg tape is at the initial point P 0 The unit tangent vector T at 0 =[0,1,0]; input calculation step size h=1 and geodesic curvature k g distribution along the track
[0055] S2. Obtain the laying track of the prepreg tape at the initial point P 0 The extension direction L at 0 and the unit tangent vector T of the prepreg tape laying trajectory 0 at P 0 The change rate T of the relative arc length at 0 ’, the specific steps include:
[0056] (2.1) The unit tangent vector T on the three-dimensional model 0 Inversely mapped to the parameter surface of the mold surface to be laid to obtain the l...
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