CN211025122U

CN211025122U - Three-dimensional six-side sphere toy capable of being changed in all directions

Info

Publication number: CN211025122U
Application number: CN201921404513.3U
Authority: CN
Inventors: 王劲
Original assignee: Individual
Current assignee: Individual
Priority date: 2019-08-27
Filing date: 2019-08-27
Publication date: 2020-07-17
Anticipated expiration: 2029-08-27

Abstract

The utility model provides a can make cubic six spheroid toys of three-dimensional of omnidirectional change, three same gear is with the centre of sphere each other for crossing perpendicularly and set up the sphere of fretwork and constitute cubic six spheroid, the teeth of a cogwheel that the spheroid falls into the gear are each other for joining in marriage can mesh pivoted two sets of respectively four, two sets of each spheroids of four spheroids respectively with another three spheroid gear link up each other and arrange the spherical shell in with 2x2x2 combination, four gears that are in the coplanar on two sets of each spheroids adjacent each other can teeth of a cogwheel intermeshing rotation, cubic six spheroids have realized that all six faces of self can both show the omnidirectional change of making.

Description

Three-dimensional six-side sphere toy capable of being changed in all directions

Technical Field

The utility model relates to an intelligence toy especially relates to a six spheroid toys of three-dimensional.

Background

A regular hexahedron, i.e., a cube, has an unusual role in toys because it has the most typical three-dimensional characteristics. The regular hexahedrons are arranged and combined to play games, and the toys which participate in the games from the regular hexahedrons are collectively called regular hexahedrons, and the mutual position exchange is the common characteristic of most of intelligent toys. The regular hexahedron has six square faces, and if the six faces of the regular hexahedron toy can be completely displayed and changed, the three-dimensional characteristics can be completely revealed. However, it is difficult to realize the toy in which a plurality of regular hexahedrons are mutually moved, the regular hexahedron toy cannot display six faces thereof through rotation of the regular hexahedron toy, and a toy in which all six faces of the regular hexahedron can be displayed in an all-around manner has not been presented so far. The omnibearing change in the three-dimensional space is also a field which has never been involved in the intelligence toy.

SUMMERY OF THE UTILITY MODEL

The utility model discloses the purpose: the three-dimensional hexahedral sphere toy fills up the blank that the intelligence toy does the omnibearing change in a three-dimensional space, and the omnibearing change which cannot be realized originally becomes reality.

The present invention is realized by three identical gears intersecting perpendicularly each other with the centre of sphere to form a three-dimensional sphere, each gear having two sides in the front and back, three gears having six circular faces, called three-dimensional six-sided sphere, this simple three-dimensional gear structure can make six sides of the sphere all show the bright face through the rotation of its own gear, such three-dimensional six-sided sphere has eight, the teeth of the gear divided into the sphere are matched with each other to two sets of four that can be engaged with each other, each sphere of two sets of four spheres is engaged with the three spherical gear of another set to be placed in the spherical shell in combination with 2 × 2 × 2, the combination of the spherical shell is protected for the rotation of the spherical gear, but the rotation of the spherical gear must be supported by bearings, and if the sphere is provided with a fixed shaft, the full-dimensional change of six faces is not possible, the key to the full-tooth socket of the full-rotation change of the three-dimensional sphere lies in the three-dimensional sphere's teeth of the three-dimensional sphere's teeth's socket, which is designed to be the bearing and the three-dimensional sphere's gear's teeth of the gear's teeth of each two adjacent gear's teeth's socket, and the gear's socket can be changed mutually perpendicular to make the three-dimensional sphere's gear's socket, and gear's socket's gear's socket's gear's socket's gear's socket's gear's socket.

In order to make the ball body stably rotate, eight spherical surface vacancies are arranged on the ball body which is vertically crossed by the three gears and all the spherical surfaces can be provided with hollow parts.

The three-dimensional six-side sphere toy is characterized in that the appearance of the three-dimensional six-side sphere toy is a combination of eight spheres, a square is embodied inside, six sides of the square are represented by four gear faces on six layer spheres on the same plane respectively, and the square can be changed to be another face of each gear through the rotation of the sphere per se in an all-round way to enable the square to present six new faces, so that the three-dimensional six-side sphere toy is used for playing a game, and the three-dimensional six-side sphere toy has the characteristics of square and circle.

The utility model has the advantages that: the three-dimensional six-sided sphere toy realizes that all six faces of the regular hexahedron toy can not be shown to do all-directional change, the three-dimensional six-sided sphere toy is surely not like most of intelligent toys that all spheres can move mutually, however, the three-dimensional stereo characteristic can be more clearly shown by deducing the all-directional change of the rotation of the sphere, and the three-dimensional six-sided sphere toy is helpful for learning and cultivating the space concept.

The present invention will be further explained with reference to the drawings and examples.

Drawings

Figure 1-sphere a.

Figure 2-sphere B.

Fig. 3-sphere a, sphere B are placed inside the spherical shell.

Fig. 4-sphere a with hollowed-out spherical surface.

Fig. 5-sphere B with hollowed-out sphere.

In the figure:

1. sphere A gear. 2. Sphere B gear. 3. The gear teeth are round tables. 4. The four gear teeth are round tables. 5. And (4) a spherical shell. 6. And (4) a window. 7. The sphere A is a hollow sphere. 8. Sphere B is hollowed out of the sphere.

Detailed Description

The three gears (1) and (2) which form the three-dimensional six-sided sphere and are mutually vertical and intersected have the same diameter, height and teeth number and modulus, and the eight three-dimensional six-sided spheres are divided into four gear teeth which are matched with each other and can be respectively provided with two groups of A, B which can be meshed and rotated. Every two gears (1) of the four spheres A are vertically intersected to form a gear tooth, the gear teeth are arranged into a circular truncated cone (3), and each sphere A is provided with six gear teeth which are arranged into a circular truncated cone, as shown in figure 1. Every two gears (2) of the four spheres B are in tooth grooves at the vertical intersection, four gear teeth on four sides of the tooth grooves are arranged to be round tables (4), and six gear teeth on each sphere B are arranged to be round tables, as shown in figure 2.

Fig. 3 shows the whole of the present invention, the gear teeth of the circular truncated cone of sphere a and the gear teeth grooves of the intersection of two gears of sphere B are engaged with each other, each of two groups of four spheres of sphere a and sphere B are engaged with each other with three sphere gears of another group to combine 2 × 2 × 2, and the eight sphere surfaces thus combined are all covered with transparent spherical shell (5), each sphere is contained in the spherical shell, and can not drop off, and can rotate flexibly, and the spherical shell is provided with window (6), and three mutually perpendicular and intersected gear non-intersected sections of each sphere are exposed, which is to control the sphere to rotate.

The sphere A and the sphere B are adjacent, two spheres are positioned on the same plane along the gear, the gear teeth can be meshed with each other, the spheres are adjacent and back to each other and rotate respectively, and the four spheres rotate together. The gear teeth at the vertical intersection of every two gears of the sphere A are round tables, which not only serve as gear teeth, but also serve as gear bearings when the sphere rotates, and the four gear teeth at the four sides of the vertical intersection of every two gears of the sphere B are round tables, which also serve as bearings by matching with the gear teeth of the sphere A, so that the sphere can rotate smoothly without resistance.

Eight spherical surface vacancies exist between the non-intersecting sections of the gear of each sphere, spherical surfaces can be added and arranged completely, and when the hollow sphere A and the sphere B rotate, the adjacent spherical surfaces can collide mutually, obviously, the spherical surfaces arranged on the sphere A and the sphere B also keep the parts and the hollow parts mutually opposite, the spherical surfaces are arranged to prevent the spheres from being tampered due to the meshing of gear teeth deviating from the gear, and eight three-dimensional six-surface spheres can make self-rotation omnibearing change in a standard way. The hollow sphere of the sphere is transparent.

Fig. 4 is a sphere a provided with a hollowed-out spherical surface (7), and fig. 5 is a sphere B provided with a hollowed-out spherical surface (8).

The six gear surfaces of each sphere are decorated with different colors, and the full-transparent appearance (three gears of the sphere can also be transparent) can clearly observe the full-direction change of the color surfaces of the eight spheres.

The three-dimensional hexahedral sphere toy can be a combination of N1 × N2 × N3 spheres, N1, N2 and N3 are all required to be equal to or more than 2, and N1, N2 and N3 can be the same number or different numbers.

Claims

1. A three-dimensional six-sided spheroid toy which characterized in that:

the three-dimensional hexahedral sphere toy comprises N1 × N2 × N3 sphere combinations and a sphere shell covering the spheres, wherein N1, N2 and N3 are all required to be equal to or more than 2, N1, N2 and N3 can be the same number or different numbers, the three-dimensional hexahedral sphere comprises three same gears, the same gears and a sphere center are mutually vertically intersected and are provided with eight hollowed-out spherical surfaces, and gear teeth of the gears on the sphere are mutually matched with two groups which can be meshed and rotated.

2. A three-dimensional six-sided sphere toy according to claim 1, wherein one gear tooth that each two gears of a set of spheres commonly meet at a vertical intersection is provided as a circular truncated cone.

3. A three-dimensional six-sided sphere toy according to claim 1, wherein each two gears of another set of spheres are perpendicularly intersected to form a tooth socket, and four teeth on four sides of the tooth socket are arranged to form a circular truncated cone.

4. A three-dimensional six-sided ball toy according to claim 1, wherein the spherical surface of the combination of two sets of balls is covered with a transparent ball shell, and the ball shell is provided with a window to expose three gear non-intersecting sections of each ball which are perpendicular to each other.

5. A three-dimensional six-sided ball toy according to claim 1, wherein the balls are provided with spherical surfaces which cut out portions of the spherical surfaces which collide with each other when the two sets of balls rotate, and the transparent spherical surfaces of the two sets of balls are such that the remaining portions and the cut-out portions are opposite to each other.