Improved 3D printing path filling method based on Hilbert curve

A 3D printing and filling method technology, applied in the field of 3D printing, can solve the problems of poor mechanical properties of molded parts, different filling rates, reduced printing efficiency, motor life, precision of molded parts, etc.

Active Publication Date: 2020-04-14
HANGZHOU DIANZI UNIV
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Problems solved by technology

This phenomenon is very easy to occur if the parallel filling method is used at the outermost contour of the ply
②The mechanical properties of the molded parts are poor. The difference in the filling rate in each layer when the path is filled will cause the mechanical properties of the molded parts to be different, and the different shapes of each layer of slices will lead to filling using the same method. different rates, so different filling

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  • Improved 3D printing path filling method based on Hilbert curve
  • Improved 3D printing path filling method based on Hilbert curve
  • Improved 3D printing path filling method based on Hilbert curve

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Embodiment Construction

[0035] The present invention will be further described below in conjunction with specific examples, but the present invention is not limited to these specific implementations. Those skilled in the art will realize that the present invention covers all alternatives, modifications and equivalents as may be included within the scope of the claims.

[0036] This embodiment provides an improved 3D printing path filling method based on the Hilbert curve, and its specific steps are as follows:

[0037] (1) Draw a Hilbert curve in MATLAB, save the coordinates of its each control point as a txt text file, and provide raw data for optimization;

[0038] The Hilbert curve is a space-filling curve, which is formed by dividing the known area into 2 exponential square areas, and then connecting their center points according to certain rules. Now set the order of the curve to 4 and draw it in MATLAB, the result is as follows figure 1 shown. Save the coordinates of its control points to "p...

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Abstract

An improved 3D printing path filling method based on a Hilbert curve comprises the following specific steps of (1) drawing the Hilbert curve, and storing coordinates of all control points of the Hilbert curve; (2) carrying out cubic B-spline curve fitting on the coordinates of the control points, carrying out interpolation smoothing on the fitted curve, and storing all control point coordinates ofthe smoothed curve; (3) drawing an optimized Hilbert curve by utilizing all the control points in the step (2), calculating the length of the curve, performing 3D simulation printing, and calculatingthe steering condition of the motor in each direction during printing; and (4) writing a method of fitting the Hilbert curve by using cubic B spline interpolation into 3D printing slicing software silicc3r, performing path filling and slicing processing on the model by using the silicc3r, finally exporting the model as a G-code code, and performing printing by using a 3D printer. According to theinvention, the condition of right-angle turning is reduced, and the starting and stopping times of the motor are reduced, so that an efficient 3D printing forming path is obtained.

Description

technical field [0001] The invention belongs to the technical field of 3D printing, and relates to an improved 3D printing path filling method based on Hilbert curves. Background technique [0002] Fused deposition modeling has become the most vital and fastest-growing technology in 3D printing today due to its fast printing speed and simple work. As a particularly important part of 3D printing, path planning during filling has an important impact on the accuracy, speed, mechanical properties of molded parts and the consumption of consumables. In the process of model printing, the path planning of 3D printing will directly affect the surface quality and mechanical properties of the molded parts. It is mainly manifested in the following aspects: ①The gradient effect appears on the surface of the molded part, which is not only a problem caused by layering, but also caused by improper path planning. This phenomenon is very likely to occur if the parallel filling method is use...

Claims

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Application Information

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IPC IPC(8): B29C64/118B29C64/386B29C64/393B33Y50/00B33Y50/02G06T17/00
CPCB33Y50/00B33Y50/02B29C64/118B29C64/386B29C64/393G06T17/00
Inventor 史廷春黄志鹏
Owner HANGZHOU DIANZI UNIV
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