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Ma kēia paʻi ʻana, e noʻonoʻo mākou i nā ʻōkuhi i hiki ke hoʻohana ʻia no ka helu ʻana i ka ʻili o kahi papa spherical (ʻāpana o ka pōleʻa): spherical, bases a me ka huina.
Wehewehe ʻana o kahi papa pōʻai
Papa pōʻai (a i ʻole ʻāpana o ka pōleʻa) – ʻo ia ka ʻāpana i koe ma waena o ʻelua mau mokulele like e hui ana. He melemele ke kiʻi ma lalo.
- R 'o ia ka radius o ka poepoe;
- r1 ʻo ia ka radius o ke kumu ʻoki mua;
- r2 ʻo ia ka radius o ke kumu ʻoki ʻelua;
- h ke kiekie o ka papa poepoe; pololei mai ke kikowaena o ke kumu mua a i ke kikowaena o ka lua.
Formula no ka huli ʻana i kahi o kahi papa spherical
ili poepoe
No ka ʻike ʻana i ka ʻāpana o ka spherical surface o ka spherical layer, pono ʻoe e ʻike i ka radius o ka pōpō, a me ke kiʻekiʻe o ka ʻoki.
Sspheres district = 2πRh
Nā kuʻuna
ʻO ka ʻāpana o nā kumu o ka ʻāpana o ka pōleʻa ua like ia me ka huahana o ka huinahā o ka radius pili e ka helu. π.
S1 =r12
S2 =r22
ʻili piha
Ua like ka huina o ka ili o kahi papa spherical me ka huina o na wahi o kona ili spherical a me na kumu elua.
Sapana piha = 2πRh + πr12 +πr22 = π(2Rh + r12 +r22)
Notes:
- ina ma kahi o ka radii (ʻO R, r1 or r2) hāʻawi ʻia nā anawaena (d), pono e puunaueia ka hope me 2 no ka imi ana i na koina radius i makemakeia.
- helu helu π i ka wā e hoʻohelu ai, hoʻopuni mau ʻia i ʻelua mau wahi decimal - 3,14.