Ubalo lweMathematika yaMandla omoya
-Ukulinganisa iNdawo eTshayelwayo yeTurbine yakho yoMoya
Ukukwazi ukulinganisa indawo etshayelayo yeiiblades zakho zibalulekile ukuba uyafunaHlalutya ukusebenza kakuhle kweinjini yakho yomoya.
Indawo etshayelweyo ibhekisa kwindawo yeisangqa esenziwe ziincakuba njengoko zinjalotshayela emoyeni.
Ukufumana indawo etshayelweyo, sebenzisa okufanayoi-equation ongayisebenzisa ukufumana indawoyesangqa inokufunyanwa ngokulandelayo
Inxaki:
Indawo =πr2
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π = 3.14159 (pi)
r = iradiyasi yesangqa.Oku kulingana nobude bezinye iincakuba zakho.
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- Kutheni le nto ibalulekile?
Kuya kufuneka uyazi indawo etshayiweyo yakhoiturbine yomoya ukubala amandla ewonke kwiumoya obetha iturbine yakho.
Khumbula Amandla kwi-Equation yoMoya:
P = 1/2 x ρ x A x V3
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P= Amandla (Watts)
ρ= Uxinaniso loMoya (malunga ne-1.225 kg/m3 kumphakamo wolwandle)
A= Indawo eTyethiweyo yeeBlede (m2)
V= Isantya somoya
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Ngokwenza olu balo, unokubona amandla apheleleyo kwindawo ethile yomoya.Unako ke ukuthelekisa oku kunye nesixa sangempela samandla osivelisayo ngeinjini yakho yomoya (kuya kufuneka ukubala oku usebenzisa i-multimeter-phindaphinda amandla ombane nge-amperage).
Uthelekiso lwala manani mabini luya kubonisa indlela esebenza ngayo iturbine yakho yomoya.
Ngokuqinisekileyo, ukufumana indawo etshayelweyo yeinjini yomoya yinxalenye ebalulekileyo yale nxaki!
Ixesha lokuposa: Apr-18-2023