ዲዛይን RenyiTong ናይ ህንጻ ጸወታ ብ Chao Yang ኣብ ናይ ውድድር ምድብ ንድፊ ጻወታ፣ ጸወታን ፍርያት ትርፊ ግዜን ኣዝዩ ዝኸበረ ተሸላማይ ናይ 2020 ናይ ነሓስ ሽልማት A' Design Award እዩ።

ነሓስጻወታ· 2020

RenyiTong ናይ ህንጻ ጸወታ

ብ Chao Yang

ዓሚል: Yang Chao

ኣብ ምድብ ጻወታ ተሸላማይ ናይ ነሓስ ሽልማት A' Design Award

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ዝተረጋገጸ ተሸላማይ

ንቁጽሪ #83468 ሽልማት ኣረጋግጽ

ሳይት ብጻሕ ኣብ A' Design Award ርአዮ ጋዜጣዊ መግለጺ ባጅ ሽልማት

ሕብርታት

እቲ ዲዛይን

ብዛዕባ RenyiTong ናይ ህንጻ ጸወታ

RenyiTong ካብ ሰለስተ-ሒዳዊ (three-dimensional) ክቢ መራኸብታት እተሰርሐ ናይ ህንጻ ጸወታ እዩ። እዚ ስሪት እቲ ውሑድ ትሕዝቶኡ ሽዱሽተ ኣካላት ይጠቅም። ነፍስወከፍ ኣካል ኣብ ሓደ ዙረት (cycle) ተኣሳሲሩ ሰለስተ-ሒዳዊ ቅርጺ ክፈጥር ይኽእል። ብተመሳሳሊ ብዙሓት ኣካላት ተጠምረም ዝያዳ ዝተሓላለኸ ሰለስተ-ሒዳዊ ኣብነታት (models) ክህነጹ ይኽእሉ። ነቲ ኽፋላት ንምርኻብ ናይ ዓንዲ ብሎቓት (column holes) ይጥቀም። እቲ ንድፍ ካብ ናይ ታይ ቺ (Tai Chi) ስርዓትን ካብ ሞቢየስ ስትሪፕ (Mobius strip)ን ተበገሶ ረኺቡ፣ ክልቲኦም ንተኸታታሊ ዙረታት ስለ ዝገልጹ። RenyiTong ብስተርዮሊቶግራፊ 3D ዕትበታ (printing) ይፈጠር። እዚ ጸወታ ንህጻናትን ንዓበይትን ከም ትምህርታዊ ንዋት ኪኸውን ተባሂሉ ተዳልዩ ኣሎ።

እቲ ኣፍልጦ

ብዛዕባ ናይ ነሓስ ሽልማት A' Design Award

RenyiTong ናይ ህንጻ ጸወታ ናይ ነሓስ ሽልማት A' Design Award ዝዓወተ እዩ፣ ብፈጠራ፣ ርእሰ ሓይልን ስቕታን ዝፍለዩ ብልጫ ዘለዎም ዲዛይናት ዝወሃብ ኣዚዩ ክቡር ኣፍልጦ። ዘዓወቱ ነሓስ ሰፊሕ ተሞክሮ፣ ምሕሳብን ርእሰ ምምዕባልን ዲዛይነራቶም ዘረጋግጹ ኣዚዮም ክኢላታትን ብዘደንቕ መገዲ ፈጠራውያንን ኣርቴፋክትታት እዮም። RenyiTong ናይ ህንጻ ጸወታ ብዙሕ ዝተመነየ፣ ዝደነቐን ዝፈተዎን ብኣገዳሲ መገዲ ሞያውን ሓድሽን ኣቕሓ ክኾን ይጽበ። እዚ ዝዓወተ ዲዛይን ናይ ነሓስ ሽልማት A' Design Award ኣብ ጥበብ፣ ሳይንስ፣ ዲዛይንን ቴክኖሎጂን ዝበለጹ ልምድታት ዘጣምር፣ ንዝርዝር ብዝህቦ ኣቓልቦ ድማ ዝበለጸ እዩ። RenyiTong ናይ ህንጻ ጸወታ ድልየታት ብጽባቐ የማልእ፣ ንድሌታት ይትንክፍ፣ ንስምዒታት የማርኽን ሕቶ ድማ የሰሕብን።

ድሕሪ እቲ ዲዛይን

ናይ ፕረስ ኪት

ክረዲትታት፣ ኣባላት ጋንታን ቴክኒካዊ ዝርዝራትን ብዲዛይነር ዝቐረቡ።

ፍሉያት ባህርያት: With a minimum of six components, each component can be individually cyclically connected to form a three-dimensional shape, or according to the needs of the user, they can cooperate with each other to achieve a more complex three-dimensional shape.
ዓቐንን ማዕሸግን: 1# 36x13x10 ;2# 36x36x16 ;3# 36x36x12.5 ;4# 26x13x13 ;5# 16x16x16 ; 6# 184x13x8
መለለዪታት: Creative toy, educational toy, interconnected, and architectural toy
ናይ ምፍራይ ቴክኖሎጂ: Renyitong is made by 3D printing Sla
ናይ ዲዛይን ብድሆ: Individual elements can be combined arbitrarily in three-dimensional space. According to user needs, more elements can be mixed to build complex models. 3D circular connectors have the fewest challenges and the most suitable combination of components.
ምርምር: Look for innovative and creative educational toys for unique groups, trying to widen both the children’s and adults’ wisdom by playing this component, and trying to make innovations. For the major clients, the youth always have special learning requirements. So what we should focus on is that how should we develop and challenge their creativity and intelligence.My component will satisfy the youth’s special requirements in a fun, convenient and unexpected way. Besides, it is happy and relaxing when the youth use Renyitong.
ምንጪ ሓሳብ: Inspired by the Tai Chi principle and the Mobius Strip theory, which indicate that everything is closely linked and in a circle, each individual itself is a unique cycle, and many individuals connect with one another and collaborate to form a colorful world. The 3D Circle Connectors use the fewest components to achieve the most looks.
ናይ ፕሮጀክት ግዜ: The project is to be started in Shantou Guangdong on Feb. 10, 2019, which will be finished in Shantou Guangdong on Mar. 3, 2020.
ናይ ስርሒት ፍሰት: Use column holes to connect and challenge your imagination.
ፓተንታት: Applying
ናይ ስእሊ ክረዲት: Yang Chao