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CN201262792Y - 314 pieces - Google Patents

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Publication number
CN201262792Y
CN201262792Y CNU200720199761XU CN200720199761U CN201262792Y CN 201262792 Y CN201262792 Y CN 201262792Y CN U200720199761X U CNU200720199761X U CN U200720199761XU CN 200720199761 U CN200720199761 U CN 200720199761U CN 201262792 Y CN201262792 Y CN 201262792Y
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CN
China
Prior art keywords
blocks
multiplied
pieces
cubes
taking
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Expired - Fee Related
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CNU200720199761XU
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Chinese (zh)
Inventor
赵永建
郭丽华
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Jinhua Polytechnic
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Jinhua Polytechnic
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Priority to CNU200720199761XU priority Critical patent/CN201262792Y/en
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Publication of CN201262792Y publication Critical patent/CN201262792Y/en
Anticipated expiration legal-status Critical
Expired - Fee Related legal-status Critical Current

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Abstract

Fourteen blocks consist of 314 blocks with equal volume. Six 1 multiplied by 1 multiplied by 1 cubes are contacted face to face and combined together to form 35 different combinations on the plane, the 35 different combinations are used for making 35 blocks with the equal volume, then one 1 multiplied by 1 multipled by 1 cube is respectively contacted with two planes of the 35 blocks face to face and combined together to form 314 different combinations, so as to make 314 blocks with the equal volume, and the volume of each block is 7 cubic units. A 7 multiplied by 7 multiplied by 7 cube can be built by taking 49 blocks from the 314 blocks; two 7 multiplied by 7 multiplied by 7 cubes can be built by taking 98 blocks from the 314 blocks; three 7 multiplied by 7 multiplied by 7 cubes can be built by taking 147 blocks from the 314 blocks; four 7 multiplied by 7 multiplied by 7 cubes can be built by taking 196 blocks from the 314 blocks; five 7 multiplied by 7 multiplied by 7 cubes can be built by taking 245 blocks from the 314 blocks; and six 7 multiplied by 7 multiplied by 7 cubes can be built by taking 294 blocks from the 314 blocks.

Description

314拼块 314 pieces

所属技术领域 Technical field

本实用新型涉及教育教学用具(或玩具),在教学立体几何时,能使教师在课余多一种有效的工具使学生应用所学知识,以及动手动脑。通过培养学生的空间形象思维,来开发右脑,激发人们潜在的自主创新能力。The utility model relates to an educational teaching tool (or toy). When teaching three-dimensional geometry, teachers can have one more effective tool after class to enable students to apply the knowledge they have learned and use their hands and brains. By cultivating students' spatial image thinking, the right brain is developed and people's potential independent innovation ability is stimulated.

背景技术 Background technique

目前的积木拼板类产品中用途比较单一,技术含量不高,它们主要适合幼儿以及中学以下的人群,而知识与技术含量较高且又能适合大多数成人的同类产品较少,兼学习与娱乐于一体的教具(或玩具)较少,随着现在人们生活水平的提高,需要在较高的知识层面上进行娱乐,为适应这一变化,314拼块能解决这一问题。The current building block puzzle products are relatively simple in use and low in technical content. They are mainly suitable for children and people below middle school, while there are few similar products with high knowledge and technical content and suitable for most adults. There are fewer teaching aids (or toys) for entertainment. With the improvement of people's living standards, entertainment needs to be carried out on a higher level of knowledge. In order to adapt to this change, 314 pieces can solve this problem.

发明内容 Contents of the invention

为了解决人们动手动脑的用具问题,本实用新型提供一种314拼块,集平面几何与空间立体知识于一体且变化多样,能使人们通过动手动脑,培养空间形象思维,开发人们的右脑,使左右脑平衡发展,从而提高整体智力水平。In order to solve the problem of people's hands-on brain tools, the utility model provides a 314-piece puzzle, which integrates plane geometry and spatial three-dimensional knowledge and has various changes, so that people can cultivate spatial image thinking and develop people's right brain through hands-on brain. Balance the development of the left and right brain, thereby improving the overall intelligence level.

本实用新型所采用的技术方案是:The technical scheme adopted in the utility model is:

在平面上,将六个1×1×1的正方体面对面接触地组合在一起形成三十五种不同的组合,将这三十五种不同的组合做成等体积的三十五块积木(图1),再将一个1×1×1的正方体与所述三十五块积木的两平面分别面对面接触地组合在一起形成314种不同的组合,做成314块等体积的拼块,由这314块等体积的拼块组成314拼块。材料可用木材、塑料等,要求每个拼块两两都能拼入,表面光滑。每个拼块的体积是7个立方单位。从314拼块中取其中的49块能拼成一个7×7×7的正方体;从314拼块中取其中的98块能拼成两个7×7×7的正方体;从314拼块中取其中的147块能拼成三个7×7×7的正方体;从314拼块中取其中的196块能拼成四个7×7×7的正方体;从314拼块中取其中的245块能拼成五个7×7×7的正方体;从314拼块中取其中的294块能拼成六个7×7×7的正方体。拼玩时由于所选择的拼块不同以及拼入的位置不同,能形成多种不同的拼法。不同思维方式能形成多种不同的拼法。On the plane, six 1×1×1 cubes are combined face to face to form thirty-five different combinations, and these thirty-five different combinations are made into thirty-five building blocks of equal volume (Fig. 1), then combine a 1×1×1 cube with the two planes of the thirty-five building blocks in face-to-face contact respectively to form 314 different combinations, and make 314 pieces of equal volume. 314 blocks of equal volume form 314 blocks. The material can be wood, plastic, etc., and it is required that each piece can be joined in pairs, and the surface is smooth. The volume of each tile is 7 cubic units. Taking 49 of them from the 314 pieces can form a 7×7×7 cube; taking 98 of them from the 314 pieces can form two 7×7×7 cubes; from the 314 pieces Taking 147 of them can form three 7×7×7 cubes; taking 196 of them from 314 pieces can form four 7×7×7 cubes; taking 245 of them from 314 The pieces can be assembled into five 7×7×7 cubes; 294 of the 314 pieces can be assembled into six 7×7×7 cubes. When playing together, due to the different pieces selected and the different positions of the pieces, a variety of different spelling methods can be formed. Different ways of thinking can form many different spellings.

本实用新型的有益效果是:The beneficial effects of the utility model are:

314拼块构造简单容易实现,适应各年龄段人们的需要,教具与玩具相结合,训练人们的空间形象思维的同时开发了右脑,促使人们动手动脑,激发人们潜在的自主创新能力。由于拼块的位置不同,变化很多,留给人们想象和证明。The 314 block structure is simple and easy to realize, and it can meet the needs of people of all ages. The combination of teaching aids and toys can train people's spatial image thinking while developing the right brain, prompting people to use their brains, and stimulating people's potential independent innovation ability. Due to the different positions of the pieces, there are many changes, which are left to people's imagination and proof.

附图说明 Description of drawings

下面结合本实用新型的图形进一步说明:Below in conjunction with the figure of the present utility model further explanation:

图1是等体积的三十五块积木的平面图;Fig. 1 is the plan view of thirty-five building blocks of equal volume;

图2是314拼块中编号为1至24的不同组合拼块的透视图,Fig. 2 is the perspective view of different combinations of blocks numbered 1 to 24 in 314 blocks,

图3是314拼块中编号为25至56的不同组合拼块的透视图,Fig. 3 is the perspective view of different combinations of blocks numbered 25 to 56 in the 314 block,

图4是314拼块中编号为57至88的不同组合拼块的透视图,Fig. 4 is the perspective view of different combinations of blocks numbered 57 to 88 in the 314 block,

图5是314拼块中编号为89至120的不同组合拼块的透视图,Fig. 5 is the perspective view of different combinations of blocks numbered 89 to 120 in the 314 block,

图6是314拼块中编号为121至152的不同组合拼块的透视图,Fig. 6 is the perspective view of different combinations of blocks numbered 121 to 152 in 314 blocks,

图7是314拼块中编号为153至184的不同组合拼块的透视图,Fig. 7 is the perspective view of different combinations of blocks numbered 153 to 184 in the 314 block,

图8是314拼块中编号为185至212的不同组合拼块的透视图,Fig. 8 is the perspective view of different combinations of blocks numbered 185 to 212 in the 314 block,

图9是314拼块中编号为213至242的不同组合拼块的透视图,Fig. 9 is a perspective view of different combinations of blocks numbered 213 to 242 in the 314 block,

图10是314拼块中编号为243至270的不同组合拼块的透视图,Fig. 10 is a perspective view of different combination blocks numbered 243 to 270 in the 314 block,

图11是314拼块中编号为271至298的不同组合拼块的透视图,Fig. 11 is the perspective view of the different combination pieces numbered 271 to 298 in the 314 pieces,

图12是314拼块中编号为299至314的不同组合拼块的透视图。Figure 12 is a perspective view of different combination blocks numbered 299 to 314 in the 314 block.

具体实施方式 Detailed ways

从314拼块中取其中的49块拼成一个7×7×7的正方体。随着拼玩能力的提高,可以从314拼块中取49块的倍数来拼多个7×7×7的正方体,最后目标是从314拼块中取其中的294块拼成六个7×7×7的正方体。Take 49 of the 314 pieces and put them together into a 7×7×7 cube. With the improvement of playing ability, multiples of 49 pieces can be taken from the 314 pieces to form multiple 7×7×7 cubes, and the final goal is to take 294 pieces from the 314 pieces to form six 7× 7×7 cube.

Claims (1)

  1. 314 pieces, it is characterized in that: form 314 pieces by 314 isopyknic pieces, they are six 1 * 1 * 1 square to be combined face-to-face contiguously to form 35 kinds of different combinations in the plane, isopyknic 35 blocks of building blocks are made in these 35 kinds of different combinations, again one 1 * 1 * 1 square is combined respectively face-to-face contiguously with two planes of described 35 blocks of building blocks and formed 314 kinds of different combinations, make 314 isopyknic pieces.
CNU200720199761XU 2007-11-29 2007-11-29 314 pieces Expired - Fee Related CN201262792Y (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
CNU200720199761XU CN201262792Y (en) 2007-11-29 2007-11-29 314 pieces

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
CNU200720199761XU CN201262792Y (en) 2007-11-29 2007-11-29 314 pieces

Publications (1)

Publication Number Publication Date
CN201262792Y true CN201262792Y (en) 2009-06-24

Family

ID=40809268

Family Applications (1)

Application Number Title Priority Date Filing Date
CNU200720199761XU Expired - Fee Related CN201262792Y (en) 2007-11-29 2007-11-29 314 pieces

Country Status (1)

Country Link
CN (1) CN201262792Y (en)

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Date Code Title Description
C14 Grant of patent or utility model
GR01 Patent grant
C17 Cessation of patent right
CF01 Termination of patent right due to non-payment of annual fee

Granted publication date: 20090624

Termination date: 20091229