Design of Lattice Structures for Additive Manufacturing

    公开(公告)号:US20190205499A1

    公开(公告)日:2019-07-04

    申请号:US16333864

    申请日:2016-09-26

    Abstract: Design of lattice structures for additive manufacturing The present embodiments relate to additive manufacturing, such as three-dimensional printing. By way of introduction, the present embodiments described below include methods and systems for designing, modeling and manufacturing lattice structures. Lattice cells are modeled as parametrized representative unit cell (RUC) models providing a virtual material characterization for a lattice structure. The parametrized RUC models include phase functions for the virtual material characterization and identification of corresponding normalized material curves fit with polynomial functions for each lattice cell structure. Parametrized lattice models with underlying normalized lattice material curves provide design and simulation of true lattice material behavior for use in topology optimization. The topology optimization utilizes the normalized material curves in a penalization process and by defining lattice zones based on the printability of cells of given densities. The lattice structures are sized for geometrical accuracy and finite-element analysis may be performed with corrected beam diameters.

    METHOD FOR COMPUTING AN UNFOLDED PART OF A MODELED BENDED PART OF A 3D OBJECT

    公开(公告)号:US20190197202A1

    公开(公告)日:2019-06-27

    申请号:US16215070

    申请日:2018-12-10

    Abstract: A computer-implemented method computes an unfolded part of a modeled bended 3D object in a 3D scene of a computer-aided design system. The method a) provides the 3D object; b) selects a fixed portion (FP) of the 3D object; c) selects a mobile portion (MP) of the 3D object; d) determines a 1D interface (INT) forming an intersection between the fixed portion (FP) and the mobile portion; e) computes a transformed portion resulting from a linear transformation of the mobile portion (MP) according to an drawing direction (DD); f) trims the transformed portion in the vicinity of the 1D interface (INT), thereby forming a trimmed transformed portion (TTP); g) creates a fillet (FI) between the 1D interface (INT) and the trimmed transformed portion (TTP); and h) defines the unfolded part as an union of the fixed portion (FP), the trimmed transformed portion (TTP) and the created fillet (FI).

    Linear blend skinning weight optimization utilizing skeletal pose sampling

    公开(公告)号:US10061871B2

    公开(公告)日:2018-08-28

    申请号:US14809458

    申请日:2015-07-27

    Abstract: A novel and useful mechanism for the skinning of 3D meshes with reference to a skeleton utilizing statistical weight optimization techniques. The mechanism comprises (1) an efficient high quality linear blend skinning (LBS) technique based on a set of skeleton deformations sampled from the manipulation space; (2) a joint placement algorithm to optimize the input skeleton; and (3) a set of tools for a user to interactively control the skinning process. Statistical skinning weight maps are computed using an as-rigid-as-possible (ARAP) optimization. The method operates with a coarsely placed initial skeleton and optimizes joint placements to improve the skeleton's alignment. Bones may also be parameterized incorporating twists, bends, stretches and spines. Several tools add additional constraints to resolve ambiguous situations and interactive feedback aids users.

    RIVETED JOINT RACK ANALYSIS
    10.
    发明申请

    公开(公告)号:US20180218089A1

    公开(公告)日:2018-08-02

    申请号:US15418056

    申请日:2017-01-27

    CPC classification number: G01M7/025 G01M1/16 G06F17/5086

    Abstract: A method to analyze a rack with riveted joints is provided. The method includes importing a computer aided design (CAD) model of a rack and finding all annular edges in the CAD model with a predefined parameter. The method further includes gathering coordinates of nodes on the found annular edges, calculating average coordinates for the nodes of each found annular edge and identifying the average coordinates as a center point for each found annular edge. The method also includes identifying pairs of proximal center points and, for each pair of proximal center points, connecting the nodes on the found annular edges with the corresponding center point with rigid constraints and generating a beam element connecting the proximal center points in accordance with the rigid constraints.

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