E pāʻani ana i ke ʻano o nā Instructables ma nā Codeblocks Tinkercad

na losc

He aha ke kumu?
Ma hea mākou e ʻike ai i nā mamana? ʻO ke kumu hoʻohālike kekahi mea e hana hou a hana hou. A he nui nā ʻano hoʻohālike! Ma kēia aʻo ʻana, hoʻomaka mākou me ka hana ʻana i kekahi mau kala kala a me nā helu helu me ka coding - nā Tinkercad Codeblocks! I ka hana ʻana i kēlā mau hiʻohiʻona, loaʻa paha iā ʻoe kahi illusion optical. ʻaʻohe hopohopo! No ka mea, ke hana nei ʻoe i nā kiʻi hoʻopunipuni me nā hiʻohiʻona. Ma hope aku, e hoʻolauna mākou i kahi hiʻohiʻona helu kūikawā i manaʻo ʻia e hoʻomaikaʻi maikaʻi i kāu hana kiʻi. E hauʻoli a hauʻoli!

ʻŌlelo

1. E ho'āʻo e mālama i ke code i ka pōkole e like me ka hiki
2. ʻO ke code example no ke kuhikuhi wale

Mea lako
ʻO Tinkercad Codeblocks

KaʻAnuʻu Hana 1: E hana i 5 cubes i ka lālani

E nānā i ka animation, a e hoʻāʻo e kākau i nā code me ka hoʻohana ʻana i kēia mau ʻenehana:

1. HUI a NEE
2. KOPE a NEE
3. VARIABLE a me LOOP

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO nā ana o ka pahu pahu he W=10, L=10, H=1
2. ʻO ka mamao ma waena o nā ʻāpana he 12

KaʻAnuʻu Hana 2: Hana 5 lālani

E nānā i ka animation, a e hoʻāʻo e kākau i nā code me ka hoʻohana ʻana i kēia mau ʻenehana:

1. elua LOOPS kaawale
2. LOOPS pūnana

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO nā ana o ka pahu pahu he W=10, L=10, H=1
2. ʻO ka mamao ma waena o nā ʻāpana he 12

KaʻAnuʻu Hana 3: E hana i kahi maʻamau i nānā ʻia (style 1)

E nānā i ka animation, ʻike ʻoe i ka hoʻopunipuni? ʻIke ʻia nā kiko ʻeleʻele a nalo ma nā hui. E ho'āʻo e kākau i nā code. E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO nā ana o ka pahu pahu he W=10, L=10, H=1
2. ʻO ka mamao ma waena o nā ʻāpana he 12

KaʻAnuʻu Hana 4: E hana i kahi ʻano i nānā ʻia (Style 2)

E nānā i ka animation, ʻike ʻoe i ka hoʻopunipuni? ʻIke ʻia nā kiko ʻeleʻele a nalo ma nā hui. E ho'āʻo e kākau i nā code.
Pāʻani Kūlana ma Tinkercad Codeblocks: ʻAoʻao 8

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO nā ana o ka pahu pahu he W=10, L=10, H=1
2. ʻO ka mamao ma waena o nā ʻāpana he 12
3. Code example (E kaomi maanei)

'anuʻu 5: Hana i kahi hale kiaʻi helu (Style 1)

He aha kāu e ʻike ai?

• He kumu helu kēia
• Aia ia ma ka papa pii.
• ʻO ka ʻokoʻa ma waena o nā helu ʻelua he 1!
• E nānā i ka animation, a e ho'āʻo e kākau i nā code.

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO ka lōʻihi (L) o nā mea he 1, 2, 3, 4 a me 5
2. Noho ka laulā (W) a me ke kiʻekiʻe (H) ma 1

KaʻAnuʻu 6: E hana i ka hale kiaʻi helu (Style 2)
He aha kāu e ʻike ai?
Ua like ke ano o keia helu me ka mea mua, aka, ua kulike na mea a pau ma ka aoao hookahi E nana i ka animation, a e hoao e kakau i na code.

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO ka lōʻihi (L) o nā mea he 1, 2, 3, 4 a me 5
2. Noho ka laulā (W) a me ke kiʻekiʻe (H) ma 1
3. Pono e hoʻolikelike ʻia nā mea a pau ma kekahi ʻaoʻao

KaʻAnuʻu Hana 7: E hana i kahi hale kiaʻi helu kaulike

He aha kāu e ʻike ai?

• Aia kēia ʻano helu ma ka papa piʻi.
• Pāʻani Kūlana ma Tinkercad Codeblocks: ʻAoʻao 12
• ʻO ka ʻokoʻa ma waena o nā helu ʻelua he 2.
• Hiki ke puunaue ia mau helu i elua.
• He helu like lākou.
• E nānā i ka animation, a e ho'āʻo e kākau i nā code.

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO ka lōʻihi (L) o nā mea he 2, 4, 6, 8, a me 10.
2. Noho ka laulā (W) a me ke kiʻekiʻe (H) ma 1
3. Hoʻopololei i kekahi ʻaoʻao o nā mea a pau

KaʻAnuʻu Hana 8: E hana i ka Odd Number Tower

He aha kāu e ʻike ai?

• Aia kēia ʻano helu ma ka papa piʻi
• ʻO ka ʻokoʻa ma waena o nā helu ʻelua he 2
• ʻAʻole hiki ke puunaue ʻia kēlā mau helu i ʻelua.
• He mau helu ʻokoʻa lākou.
• E nānā i ka animation, a e ho'āʻo e kākau i nā code.

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO ka lōʻihi (L) o nā mea he 1, 3, 5, 7 a me 9
2. Noho ka laulā (W) a me ke kiʻekiʻe (H) ma 1
3. Hoʻopololei i kekahi ʻaoʻao o nā mea a pau

KaʻAnuʻu 9: Helu helu - Fibonacci helu
0, 1, 1, 2, 3, 5, 8, 13, 21… He aha kāu e ʻike ai?
Pāʻani Kūlana ma Tinkercad Codeblocks: ʻAoʻao 15 He kumu kūikawā kēia a manaʻo ʻia he ratio gula a me kahi pilina pohihihi me ke ʻano. Ua ʻike paha ʻoe iā ia i kēlā me kēia lā.

Manaʻo paha ʻoe he aha kēia ʻano helu?
Ua kapa ʻia kēia ʻano helu helu Fibonacci. Ma kēia kaʻina, ʻo ka helu aʻe ka hoʻohui ʻana i ʻelua mau helu mua (koe naʻe nā helu mua a me ka helu ʻelua). No example, ma ka hoʻohui ʻana i ka 3 a me 5, loaʻa iā mākou ka helu ʻehiku e like me 8. Ma kēia mau hana, e hoʻohana ʻia nā helu Fibonacci i ka papahana e hana i kāu hana kiʻi kūikawā. A e ʻae i ka hiʻohiʻona Fibonacci huna e hoʻonani i kāu hana kiʻi. Hōʻike ka hāmeʻa ma luna i ke kaha kiʻi o Fibonacci Rectangles, a ua ʻōlelo ʻia ʻo ia ka ʻāpana nani loa. Aia kēia ʻāpana ʻāpana he mau ʻāpana, kahi e hahai ai nā ʻaoʻao o ka huinahā i nā helu Fibonacci.

KaʻAnuʻu Hana 10: E hana i hale kiaʻi me nā helu Fibonacci

He aha kāu e ʻike ai?
ʻO ka lōʻihi o ka hale kiaʻi ma muli o ke kumu o nā helu Fibonacci
E nānā i ka animation, a e ho'āʻo e kākau i nā code.

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO ka lōʻihi (L) o nā mea he 1, 2, 3, 5, 8, 13, 21 a me 34 pakahi.
2. Noho ka laulā (W) a me ke kiʻekiʻe (H) ma 1
3. Hoʻopololei i kekahi ʻaoʻao o nā mea a pau
4. E hoʻohana i nā mea hoʻololi a me nā puka lou e hōʻemi i ke code redundant

KaʻAnuʻu Hana 11: E hana i kahi Sphere me nā helu Fibonacci

He aha kāu e ʻike ai?
Pāʻani Kūlana ma Tinkercad Codeblocks: ʻAoʻao 18
E hahai ana ka radius o ka poepoe i ke kumu o na helu Fibonacci
E nānā i ka animation, a e ho'āʻo e kākau i nā code.

E ʻoluʻolu e noʻonoʻo i kēia ʻike i kāu polokalamu:

1. ʻO ka radius o nā mea he 1, 2, 3, 5, 8, a me 13.
2. E hoʻohana i nā mea hoʻololi a me nā puka lou e hōʻemi i ke code redundant

KaʻAnuʻu Hana 12: Fibonacci helu ma Nature
He helu Fibonacci ka helu o nā petals pua. ʻO ka petal aʻe e hoʻololi i ka 137.5° a i ʻole 222.5°. Ma muli o kēia hoʻololi ʻana i nā helu Fibonacci, a hiki iā mākou ke hoʻohana i ka ratio no ka hana ʻana i kekahi mau hana kiʻi kūikawā (ma nā ʻanuʻu 13 a 15). Eia, exampE hoʻohana i ka 140° e like me ke degere hoʻololi. ʻO ka ratio rotation o nā petals sunflower:

KaʻAnuʻu 13: Example 1: Ka inoa Tag
Aia kekahi ʻano ma kēia inoa tag?

He aha nā kaʻina Fibonacci huna?
ʻAhaʻahā Fibonacci
Pāʻani Kūlana ma Tinkercad Codeblocks: ʻAoʻao 21

KaʻAnuʻu 14: Example 2: Kaha

• Nā hōkū (ka nui a me ka ʻōwili)
• Code example (E kaomi maanei)
• Pāʻani Kūlana ma Tinkercad Codeblocks: ʻAoʻao 22

Aia kekahi hiʻohiʻona i loko o kēia hōʻailona?

• ʻO ka nui o nā hōkū (Fibonacci sequence)
• ʻO ka hoʻololi ʻana o nā hōkū (Helu helu)
• Code example (E kaomi maanei)

KaʻAnuʻu 15: Example 3: Pocket Mirror

He aha nā kaʻina Fibonacci huna?
ʻO ka nui o nā hōkū (Fibonacci sequence)
Ka hoʻololi ʻana o nā hōkū, nā pōʻai, a me nā puʻuwai (Number pattern) Code example (E kaomi maanei)

KaʻAnuʻu Hana 16: More Examples

Eia kekahi mau examples. Hana i kāu hana kiʻi me nā hiʻohiʻona. I leʻaleʻa kāu!

Palapala / Punawai

nā mea aʻoaʻo e pāʻani ana i ka pāʻani ma Tinkercad Codeblocks [pdf] Palapala Aʻo E pāʻani i ka pāʻani ma Tinkercad Codeblocks, Play In Tinkercad Codeblocks, Tinkercad Codeblocks, Codeblocks

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