JP2009059325A - Moving range analyzing method of wire harness and equipment - Google Patents

Abstract

<P>PROBLEM TO BE SOLVED: To analyze a maximum moving range from a reference routing path of a wire harness between clamp locations in three dimensional space. <P>SOLUTION: A straight line reference line B1 between constraint points a1 and a2 is defined as a base side. Any two or more nodes b1-b10 are located geometrically as a vertex, respectively, to form a vertex of a triangle having a line length L1 of an analytic model M1 as a length of two sides. As analysis path of a joint for analyzing whether to allow move from the reference routing path, a perpendicular to the reference line B1 is set from each vertex, respectively. The vertex is defined as a limit of the moving range. The maximum moving positions Mh1-Mh10 are analyzed by determining whether deformation is permitted based on the shape characteristic of a wiring harness, a material properties and a constraint in a setting position of the node on each analysis path. The maximum moving position is analyzed for two or more analysis face having predetermined rotation angles based on the reference line. <P>COPYRIGHT: (C)2009,JPO&INPIT

Description

  The present invention complies with a reference routing route corresponding to a line-shaped analysis model composed of nodes analyzed by a finite element method for a wire harness that is constrained and routed by a restraint tool. The present invention relates to a wire harness movable range analysis method and apparatus for analyzing a movable range that can be moved by a finite element method.

  In Patent Document 1, a wire composed of a plurality of wire rods is regarded as an elastic body in which a plurality of beam elements whose linearity is maintained in a circular cross section is combined, and calculation using a finite element method by a computer is performed. A method for predicting a movable range of a wire routed at a predetermined position, in a predetermined direction with respect to a node that is a connection point of a plurality of beam elements other than a restrained portion in a stable wire. Disclosed is a method for predicting the movable range of a wire-like structure that uses a finite element method to calculate the movable range of a wire when a predetermined force is applied so as to satisfy the shape characteristics, material characteristics, and constraint conditions of the wire. Yes.

  That is, with respect to the wire harness clamped at both ends, with the restraint position and direction as restraint conditions, the node or beam element translates in three axes and has six degrees of freedom around the three axes according to the hook law. In other words, assuming that there are 12 degrees of freedom at each node of each beam element, the shape characteristics of the length and cross-sectional area of the wire harness and the cross-sectional area, cross-sectional moment of inertia, density, longitudinal elastic modulus and transverse elastic modulus of the beam element It is assumed that a relationship corresponding to a force vector of 12 rows is established by a product of a stiffness vector of 12 rows and 12 columns corresponding to material characteristics and a displacement vector of 12 rows of translation and rotation. Then, for a wire harness in which three or more nodes are continuous, on the premise that the continuity and force of displacement between the nodes are balanced, the routing path function corresponding to the hook law of the following equation (1) The wiring route of the wire harness is analyzed.

[K] {x} = {F} (1)
Here, K: rigidity vector calculated or measured based on the above-described shape characteristics and material characteristics and corresponding to the above-described spring constant, x: displacement vector, F: force vector.

  As a result, on the premise of restraint conditions that define the restraint position and restraint direction of both ends of the wire harness, the beam element as an elastic body is interposed according to the shape characteristics and material properties of the length and circular cross-sectional shape of the wire harness. The standard routing route is analyzed in a state where the forces in the three-dimensional directions of each node are balanced, and the routing route when force is applied to the nodes, that is, gravity, engine drive, vibration during running It is possible to analyze the displacement from the reference routing path caused by the above, and to analyze the force against the displacement.

In Patent Document 2, an image display unit that performs graphic display imitating a three-dimensional shape of a flexible object such as a wire harness on a screen, a specific part instructed on the screen of the flexible object, and a moved movement position are shown. Coordinate value recognizing means for recognizing as a three-dimensional coordinate value in a three-dimensional virtual space, and a node setting means for setting a plurality of nodes for dividing between constrained parts including a specific part recognized for an analysis model of a flexible object In response to the movement of the specific part by the finite element method in response to the recognized movement position and the set three-dimensional coordinate value data of the node using the material property data, shape data and constraint conditions of the flexible object as input conditions Deformation analysis means that analyzes the deformation of the analysis model in the initial state and creates a deformation analysis model, and performs deformation display of the flexible object that simulates the three-dimensional shape of the deformed flexible object Analysis apparatus is disclosed. Thereby, when removing the connector attached to the end of a wire harness, the positional relationship with respect to the movement path | route and the surrounding interference object can be confirmed.
JP 2004-119613 A JP 2005-149055 A

  According to the above-mentioned Patent Document 1, it is possible to analyze a deformed state of a wired wire harness when a specific external force such as vibration is applied to a specific part, but the wire harness between the clamp positions on both sides is compulsory during work. There is no disclosure of a method for analyzing the movable range from the wired state for the entire area of the wire harness, assuming that the wire harness is moved.

  In view of these points, the present invention is based on the analyzed reference arrangement of the wire harness with the geometric maximum variable range defined by the wire harness line length between the clamp positions on both sides in the three-dimensional space as a limit. It is an object of the present invention to provide a wire harness movable range analysis method and apparatus capable of analyzing the maximum movable range from the cable path with high accuracy based on the constraint conditions, shape characteristics, and material characteristics of the wire harness.

  In order to achieve this object, the present invention provides, according to claim 1, a wire harness that is constrained and arranged with a restraint at a distance from each other, and a beam element as an elastic body is provided between each node group. The wire harness can be forcibly moved from the reference routing route analyzed according to the shape characteristics, material characteristics and restraint conditions of the wire harness by the finite element method with respect to the line-shaped analysis model considered to be interposed A method of analyzing a movable range of a wire harness for analyzing a movable range, wherein a linear reference line between restraint points on both sides is a bottom side, and a line length of an analysis model is set to two sides on a planar analysis surface including the reference line Arbitrary multiple nodes are geometrically positioned at the vertices to form triangle vertices with the length of, and whether the nodes belonging to each vertex can be moved from the reference routing path As the analysis path of the node for analyzing, the perpendicular to the reference line is set from each vertex, the vertex is set as the limit of the movable range, the shape characteristics of the wire harness at the set position of the belonging node on each analysis path, Analyzes the maximum movable position according to whether or not the deformation of the wire harness corresponding to the material characteristics and constraint conditions is allowed, and rotates the analysis of the maximum movable position at a predetermined rotation angle around the reference line. The analysis is performed for each of the plurality of analysis surfaces.

  As a result, for the nodes to be analyzed, the analysis path toward the geometric vertex is set, and the vertex is set as the limit position from the reference routing path, and the node belonging to each analysis path is set. Analysis by the finite element method at the set position analyzes whether the deformation from the routing shape of the analysis area is allowed based on the shape characteristics, constraint conditions and material characteristics of the wire harness, and the allowable limit position Is the maximum movable position. That is, in FIG. 5, the beam elements Ea to Ec have nodes a, a ′; b, b ′; c, c ′ as shown in FIG. When A is displaced by ΔVa, the displacement amount ΔVb of the node a ′ is analyzed by the above-described equation (1) and becomes the displacement input of the adjacent node b, and the displacements of the nodes b ′, c, and c ′ are obtained below. The routing shape indicated by the dotted line is analyzed. At that time, the displacement of the adjacent node b with respect to the displacement of the node a ′ cannot be equalized due to the difference in the stiffness vector x due to, for example, the difference in the taping method between the beam elements Ea and Eb. Since the calculation based on 1) does not converge, it cannot be the maximum movable position. Further, when the beam element Eb is in a tension state due to the small curvature of the curved wiring shape reaching the beam element Ec, the force vector F is changed when the node b is displaced corresponding to the displacement of the node a ′. Even if it becomes excessive and cannot balance each other, it will not converge.

  In order to perform the analysis with high accuracy, according to the second aspect, the maximum movable position is analyzed by obtaining a limit position where the deformation of the wire harness is allowed in the process of sequentially moving the associated node on each analysis path. In order to facilitate the confirmation of the analysis result of the maximum movable position on the screen, according to claim 3, a plurality of analysis surfaces rotated at predetermined rotation angles around the reference line are displayed on the screen of the display unit. In response to the movable range data in the three-dimensional space in which the maximum movable positions analyzed on each analysis surface are connected in order and the maximum movable positions of common vertices having different rotation angles are connected in order, A virtual three-dimensional image of the mesh image is displayed. In order to further improve the accuracy of the analysis result of the maximum movable position, according to claim 4, the analysis path is rotated by a predetermined angle on the analysis plane around the intersection of the perpendicular analysis path and the reference line. By analyzing the maximum movable position where the movement of the node is allowed on the inclined line, the position data between the analyzed maximum movable positions on the adjacent analysis path is complemented.

  According to a fifth aspect of the present invention, there is provided an apparatus for carrying out the invention according to the fifth aspect, wherein a wire element as an elastic body is provided between each of the nodes in the wire harness that is constrained and arranged with a restraint at a distance from each other. The wire harness can be forcibly moved from the reference routing route analyzed according to the shape characteristics, material characteristics and restraint conditions of the wire harness by the finite element method with respect to the line-shaped analysis model considered to be interposed A movable range analysis device for a wire harness that analyzes a movable range, wherein a linear reference line between restraint points on both sides is a base, and the analysis model has a line length of two sides on a planar analysis surface including the reference line Vertex setting means for geometrically positioning each of a plurality of nodes as vertices so as to form triangle vertices with a length of, and whether or not the nodes can be moved to their vertices The analysis path setting means for setting the perpendicular to the reference line from the apex as the analysis path of the node for analyzing the point, and the shape of the wire harness at the set position of the belonging node on each analysis path with the apex as the limit of the movable range Depends on whether or not wire harness deformation corresponding to characteristics, material properties and restraint conditions is allowed or not, the maximum movable position determination means for analyzing the maximum movable position, and rotation at a predetermined rotation angle around the reference line For the analysis surfaces of a plurality of surfaces, the maximum movable position analyzed on each analysis surface is connected in order, and the movable range in a three-dimensional space in which the maximum movable positions of common vertices with different rotation angles are connected in order. Movable range data creating means for creating data, and a mesh image of the movable range in response to the movable range data Characterized by comprising a display control means for displaying on.

  According to the invention of claim 1 or claim 5, the apex of the triangle formed according to the wire harness length between the clamp positions on both sides is forcibly moved from the reference routing path as the limit of the maximum movable range. The maximum range of motion in a three-dimensional space is analyzed easily and with high accuracy over the entire area, so that the entire area is subject to vibration with surrounding objects or the occurrence of interference, disconnection, and abnormal noise due to external external forces. The possibility can be surely confirmed before the wire harness is mounted.

  In that case, according to the invention of claim 2, the maximum movable position can be analyzed with high accuracy by analyzing the node while moving the node on the analysis path from the apex or the reference line side. According to the invention of claim 3, the maximum movable range in space is visually recognized on the screen as a point cloud. According to the invention of claim 4, even when the maximum movable position on the adjacent vertical analysis path is interpolated with the additional maximum movable position data therebetween, and particularly when the adjacent maximum movable position changes greatly, The analysis accuracy of the maximum movable range during that time is improved.

  An apparatus for performing the wire harness movable range analysis method according to the embodiment of the present invention will be described with reference to FIGS. This movable range analysis device analyzes, for example, the maximum movable range from the analyzed routing route for a wire harness that is routed while being intermittently restrained in order by the instrument panel of the automobile or its surrounding body. A personal computer 1 is used, and a display unit 2 and a keyboard 3 and a mouse 4 as input units, and an input / output unit 5 such as an input / output disk drive 6 in which a recording medium such as a CD is set are attached. In addition, the following units are configured by incorporating a CPU, a memory, and the like and operating according to a program.

  That is, the analysis condition storage means 11 for storing analysis conditions such as constraint conditions such as the material characteristics and shape characteristics of the wire harness, the three-dimensional coordinate values and the constraint direction of the constraint part, and the mutual spacing between the constraint tools based on the analysis conditions And a routing path analyzing means 10 for analyzing a stable standard routing path of the wire harness by a finite element method with respect to a line-shaped analytical model of the center line, and a display unit 2 in response to input image display data The display control means 12 for performing graphic display imitating a three-dimensional shape in the three-dimensional virtual space of the screen 2a and the movable range analyzing unit 20 for analyzing the movable range of the wire harness are configured.

  This movable range analysis unit forms triangular vertices with the base line of the straight line between the constraint points on both sides as the base and the line length of the analysis model as two sides on the flat analysis surface including the base line As described above, the vertex setting means 21 for geometrically setting an arbitrary plurality of nodes as vertices, and whether or not the nodes belonging to the respective geometric vertices are movable from the reference routing path. As an analysis path of a node for analysis, an analysis path setting means 22 for setting a perpendicular to the reference line from each vertex, and a wire at a set position of the node on the analysis path with the vertex as a limit of the movable range The maximum movable position determination means 23 for analyzing the maximum movable position based on whether or not the deformation of the wire harness can be allowed based on the shape characteristics, material characteristics and restraint conditions of the harness, and the reference line For multiple analysis surfaces rotated at a fixed rotation angle, the maximum movable positions analyzed for multiple nodes on each analysis surface are connected in order, and the maximum movable between common vertices with different rotation angles. The movable range data creating means 24 creates movable range data in a three-dimensional space that connects positions in order.

  For example, as shown in FIG. 3 and FIG. 2A, the routing path analysis means 10 is linear in a circular cross section with respect to the wire harness 9 to be routed by being completely restrained by restraints CL1 and CL2 in different directions. Assuming that a plurality of beam elements that maintain their properties are coupled to each other at the nodes, the length / circular cross-sectional shape characteristics of the wire harness 9 and node groups b1 to b10 at intervals of, for example, 5 mm along the center line The routing route according to the above equation (1) using the three-dimensional coordinate values, the cross-sectional area of the beam element, the secondary moment of the section, the material properties such as the density, the longitudinal elastic modulus, the transverse elastic modulus, and the restraint position / direction as analysis conditions Based on the function, by analyzing the three-dimensional position resulting from the torsional rotation amount and the translation in which the forces are balanced with respect to the above-mentioned center line for each node, stable between the restraint points a1 and a2 To create a linear analytical model M1 to define the quasi-routing path. In this way, the routing route in the three-dimensional space is analyzed for the entire area of the wire harness 9.

  As shown in FIGS. 2A and 2B, the vertex setting means 21 of the movable range analyzing unit 20 has, for example, the line length L1 of the line-shaped analysis model M1 for the nodes b1 to b10 between the constraint points a1 and a2 on both sides as a reference. With respect to the distance of 100 mm of the line B1, the vertex position is calculated as about 110 mm that is longer by the curvature. That is, assuming that the length of the base and the sum of the lengths of the two sides on both sides of the vertex are known, the constraint points on both sides of the nodes b1 to b10 are assumed on the assumption that the triangle, that is, the vertex position can be defined. A linear reference line B1 between a1 and a2 is used as a base, and the vertex position of a triangle defined according to the line length L1 and the line segment length on both sides of any node on the line is set.

  As shown in FIG. 2C, the analysis path setting unit 22 analyzes the intersections h1 to h10 that are the legs of the perpendicular to the reference line B1 from each vertex position, and sets each perpendicular. The movable position determining means 23 sequentially moves the nodes b1 to b10 with respect to each reference plane from the reference routing path (FIG. 2A) toward the geometric apex in the vertical analysis path to which the node belongs. The maximum positions Mh <b> 1 to Mh <b> 10 that converge at the time are analyzed using the analysis software of the above-described equation (1) that constitutes the routing route analysis means 10.

  That is, in the process of sequentially moving the analysis paths to which the nodes b1 to b10 belong by a minute amount, as described above with reference to FIG. 5, the nodes on both sides of the common position belonging to the node b1 and the both sides of the node b2 The maximum position is analyzed in a range in which the displacements between the nodes,... On both sides of the node b10 are equal and the forces are balanced. Incidentally, the displacement vector {x} corresponding to the amount of movement cannot be equal due to the difference in stiffness vector [K] on both sides, or the displacement due to the change in the surrounding routing shape. If the vector {F} cannot be balanced, the relationship of Expression (1) is not established, that is, does not converge.

  As for the node b1, the deformation curvature of the wire harness 9 is reduced in the process of moving to the geometric maximum position, and the maximum position Mh1 within a converging range is determined at a position below the vertex v1 indicated by the x mark. . For the nodes b2 to b8, the maximum positions Mh2 to Mh8 coincide with the vertices to which they belong, which are indicated by x marks. The node b9 is greatly deformed from the routing position on the analysis surface of the reverse rotation phase with respect to the reference line B1 due to the restraining direction at the restraint point a2, and reaches the vertex v9. However, the maximum position Mh9 slightly exceeding the reference line B1 is determined. As for the node b10, the deformation is further restricted by the restriction of the restriction point a2 at the closest position, and the maximum position Mh10 is determined on the analysis surface of the reverse rotation phase.

  It should be noted that the setting to the analysis path to which the nodes b1 to b10 belong in the movable position determining means 23 confirms whether or not the nodes b1 to b10 are converged at the vertex position in the opposite direction to the sequential movement toward the vertex, and does not converge. In some cases, it may be possible to move from the apex to the reference line B1 on the analysis path.

As shown in FIG. 4D, the movable range data creating means 24 displays the maximum movable positions Mh1 _{1 to} Mh10 ₂ of the analysis surfaces shown in FIGS. The maximum movable positions Mh1 _{2 to} Mh10 ₂ connected in the order of the rotated analysis planes are connected in order to the points of the maximum movable positions of the common vertices, and similarly the common vertices rotated over a range of 360 ° by a predetermined angle. The points of the maximum movable positions of each other are connected in order, and movable range data connecting the points of the last Mh1 _{11 to} Mh10 ₁₁ and the first maximum movable positions Mh1 _{1 to} Mh10 ₂ is created (the figure is omitted).

  In response to the movable range data, the display control unit 12 graphically displays a three-dimensional mesh image indicating the maximum movable range in the three-dimensional virtual space on the screen 2a of the display unit 2. The display includes a state in which the reference line B1 is viewed in front in the three-dimensional virtual space on the screen 2a with respect to the three-dimensional coordinate system of the CAD for analyzing the movable range of the movable range data by a known method, In accordance with an operation command from the outside, it is converted into image display data viewed from an arbitrary direction, and graphic display is performed. As a modification of the movable range data creating means, when the points for displaying the maximum movable position are not connected, the display control means 12 displays the maximum movable range as a point cloud or a plot image instead of a mesh image. indicate.

  The operation of the wire harness movable range analyzing apparatus configured as described above will be described with reference to the flowchart of FIG. In this apparatus, the related analysis software is loaded by the input / output unit 5, and the analysis condition is stored in the analysis condition storage means 11 registered in advance for the wire harness 9 by performing an input operation such as an analysis condition. Correspondingly, the stable routing route is analyzed by the routing route analyzing means 10, and the display control means 12 is configured to simulate the three-dimensional shape of the routing shape that is fleshed in a cylindrical shape corresponding to the circular cross section of the wire harness 9. To be displayed on the screen 2a.

  For example, when an analysis of the movable range is instructed with respect to the route displayed on the whole by an input operation, for example, on the route route analyzed between the restraints CL1 and CL2 shown in FIG. In the unit 20, first, vertices forming a triangle for each of the nodes b1 to b10 are analyzed for each reference plane (see FIG. 2B, S1).

Next, a perpendicular analysis path is set (S2), and the maximum movable positions Mh1 _{11 to} Mh10 _{11 in} which movement of the belonging nodes b1 to b10 is allowed from the reference routing path on the analysis path are set as finite elements. Analysis is performed by the method (see FIG. 2C, S3). In the figure, a cross indicates a vertex, and a circle indicates a maximum movable position. That is, the nodes b1 to b10 are moved toward the apex along the analysis path to which the nodes belong, and whether or not the solution of the analysis model M1 can be obtained, that is, the limit position where the routing path function according to the above equation (1) converges. Are determined as the maximum movable positions Mh1 _{11 to} Mh10 ₁₁ .

  In response to the outermost movable range data created by connecting such maximum movable positions Mh1 to Mh10 for each reference plane and connecting the maximum positions Mh1 to Mh10 of the common vertexes in order, an arbitrary reference plane is set. When viewed from the front, a mesh-like three-dimensional image for confirming the maximum movable range from the reference routing route is displayed on the screen 2a (see FIG. 2D, S4). A rotational position necessary for confirmation can be designated by the input device 4 and a front-view image of the region can be displayed.

  FIG. 6 shows another embodiment for creating interpolation data between the maximum movable positions of the vertical analysis path. In the above-described analysis according to FIG. 2, the movement in the oblique direction from the intersection h1 of the node b1 is geometrically viewed in the figure, the right side is the arc R1 with the clamp position CL1 as a fulcrum, and the left side is the maximum movement with an arc with CL2 as a fulcrum Limited position. Within these ranges, the inclination angle of the analysis path is shifted stepwise, and the actual maximum movable position that converges each time can be analyzed and interpolated. In the figure, the maximum movable position Mh1a for interpolation analyzed representatively along the inclined analysis path rotated by the inclination angle θ on the arc R1 side is representatively shown. This method makes it possible to analyze the maximum movable position between the nodes to be analyzed with high accuracy even in a region where the maximum position changes greatly between the nodes to be analyzed.

  FIG. 7 illustrates an analysis method according to yet another embodiment. In the case of the analysis shown in FIG. 2C described above, the maximum movable position is determined on the associated analysis path, but the node having little room for deformation from the reference routing path is not included in the associated analysis path. If the movement is already constrained and cannot move on the analysis path, the three-dimensional position of the node on the routing path itself becomes the maximum movable position. For example, the node b25 at the intermediate position of the wire harness 9a of the arched routing path in FIG. 7 cannot be bent upward, so that it cannot reach the vertex v25, and the three-dimensional position of the node b25 of the reference routing path Becomes the maximum movable position Mh25.

  In this case, since the node b25 can be bent slightly to the left and right, along the analysis path in the oblique direction rotated around the intersection h25 of the analysis path with the arcs R3 and R4 centering on the constraint points a3 and a4 as the limits. For example, the maximum positions Mh25a and Mh25b are analyzed. Similarly, the maximum movable range line Lm25 is created along the vertical and oblique analysis paths for the other node groups on both sides of the node b25. Further, the maximum movable range line is created by rotating it by a predetermined angle. In this case, due to the restraining direction of the clamps CL3 and CL4, the bending rotation of the wire harness 9a around the reference line B1a is limited, so that it converges only within a predetermined rotation range in 360 °, and therefore The movable range data of the range is created.

  In the above-described embodiment, the vertical analysis path is set for each node. However, when the interval between the nodes is further narrow, the node to be analyzed can be set for each of a plurality of nodes. In the above-described embodiment, the analysis path is set based on the node. However, the analysis path group is set in advance along the reference line, and the analysis path in the vicinity of the node position that is the vertex of the analysis path is set along the reference line. It may be possible to fine-tune and finally set a vertical analysis path.

  In the above-described embodiment, when analyzing the maximum movable position, it is assumed that the belonging node is sequentially moved in either direction on each analysis path. It is also possible to set the nodes intermittently on the analysis path by setting wide intervals as appropriate for the purpose of shortening the processing time. In that case, analyze the routing route of the wire harness part on both sides using each analyzed maximum movable position as a restraint point, and make rough analysis by such intermittent processing on the analysis surface of any rotation angle of other nodes. If it exceeds the maximum movable position of the analysis result, it may be replaced with the node position of the routing route.

  Furthermore, although the routing path between the clamps on both sides has been described, it is possible to analyze a wire harness having a T-shaped branching portion as shown in FIG. For example, when the wire harness portion W3 of the restraint point a3 branches from the wire harness portions W1 and W2 between the restraint points a1 and a2, the maximum movable range of W1 and W2 is analyzed on the premise that the tensile restraint by W3 is applied, and then The maximum movable range of W2 and W3 is analyzed on the premise that a tensile constraint by W1 is applied.

  As described above, the present invention analyzes the movable range in which the wire harness can be forcibly moved from the reference routing route analyzed by the finite element method, but the wire harness is obtained by software of a numerical analysis algorithm obtained experimentally. In the case of analyzing the reference routing route, it is also possible to similarly analyze the movable range in consideration of physical properties and the like toward the inside with the geometric area as the outermost position.

It is a figure explaining the structure of the apparatus which implements the movable range analysis method of the wire harness by embodiment of this invention. It is a figure explaining operation | movement of the apparatus. It is a front view which shows WH used as the analysis object of the same apparatus. It is a flowchart explaining operation | movement of the apparatus. It is a figure explaining the principle of operation of the device. It is a figure explaining the movable range analysis method by another embodiment. It is explanatory drawing of the movable range analysis method by another embodiment. It is a figure explaining the analysis method about the branched wire harness by another embodiment.

Explanation of symbols

DESCRIPTION OF SYMBOLS 1 Personal computer 2 Display part 5 Input / output part 9, 9a Wire harness a1, a2, a3, a4 Restraint point B1, B1a Reference line b1-b10, b25 Node CL1, CL2, CL3, CL4 Restraint tool h1-h10, h25 Intersection L1 Line length M1 analysis model
Mh1-Mh10, Mh1a, Mh1b, Mh25a, Mh25b Maximum movable position v25 Vertex

Claims (5)

For wire harnesses that are constrained and arranged with restraints spaced apart from each other, a finite element method is applied to a line-shaped analytical model that is considered to have a beam element as an elastic body between each node group. The wire harness movable range analysis method for analyzing the movable range in which the wire harness can be forcibly moved from the reference routing route analyzed in accordance with the shape characteristics, material characteristics and constraint conditions of the wire harness,
Arbitrary so as to form a vertex of a triangle having a straight reference line between the constraint points on both sides as a base and a line length of the analysis model as two sides on a flat analysis surface including the reference line A plurality of the above nodes are respectively geometrically positioned at the vertices,
As the analysis path of the node for analyzing whether or not the node belonging to each vertex is movable from the reference routing path, each perpendicular to the reference line is set from each vertex,
Using the apex as the limit of the movable range, deformation of the wire harness corresponding to the shape characteristic of the wire harness, the material characteristic, and the constraint condition is allowed at the set position of the belonging node on each analysis path. The maximum movable position is analyzed depending on whether or not
A method for analyzing a movable range of a wire harness, wherein the analysis of the maximum movable position is performed for each of a plurality of analysis surfaces rotated at predetermined rotation angles around the reference line.   2. The movable range of a wire harness according to claim 1, wherein the maximum movable position is analyzed by obtaining a limit position where the deformation of the wire harness is allowed in the process of sequentially moving the node to which it belongs on each analysis path. analysis method.   By displaying the analyzed maximum movable position on each analysis surface as a point with respect to a plurality of analysis surfaces rotated at predetermined rotation angles around the reference line on the screen of the display unit, the rotation angle The point cloud image of the movable range is displayed in virtual three-dimensional manner in response to the movable range data in the three-dimensional space displaying the maximum movable position with different points. Of wire harness movable range analysis.   By analyzing the maximum movable position where the movement of the node is allowed on an inclined line rotated about a predetermined angle with respect to the analysis path on the analysis surface around the intersection of the perpendicular analysis path and the reference line The method for analyzing a movable range of a wire harness according to claim 1, wherein position data between the analyzed maximum movable positions on adjacent analysis paths is complemented. For wire harnesses that are constrained and arranged with restraints spaced apart from each other, a finite element method is applied to a line-shaped analytical model that is considered to have a beam element as an elastic body between each node group. The wire harness movable range analysis device for analyzing the movable range in which the wire harness can be forcibly moved from the reference routing route analyzed in accordance with the shape characteristic, material characteristic and constraint condition of the wire harness,
Arbitrary so as to form a vertex of a triangle having a straight reference line between the constraint points on both sides as a base and a line length of the analysis model as two sides on a flat analysis surface including the reference line A vertex setting means for geometrically positioning the plurality of nodes as vertices, and an analysis path of the nodes for analyzing whether or not the nodes can move to the vertices to which the nodes belong. An analysis path setting means for setting a perpendicular from the apex, and the shape characteristic, the material characteristic, and the constraint of the wire harness at the set position of the node to which the analysis path belongs with the apex being the limit of the movable range A maximum movable position determining means for analyzing a maximum movable position depending on whether or not the deformation of the wire harness corresponding to the condition is allowed, and a predetermined centering on the reference line For the analysis surfaces of a plurality of surfaces rotated for each turning angle, the maximum movable positions of the vertices common to each other with the rotation angles being different from each other while sequentially connecting the analyzed maximum movable positions on the respective analysis surfaces. Movable range data creation means for creating movable range data in a three-dimensional space in which the two are connected in sequence, and display control for displaying a mesh-like image of the movable range in the three-dimensional virtual space of the display unit in response to the movable range data A wire harness movable range analyzing apparatus.

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