Wind Force Energy math kuverenga
- Kuyera nzvimbo yekutsvaira kweiyo mhepo yako turbine
Kukwanisa kuyera nzvimbo yakatsvairwa yeBlades yako yakakosha kana iwe uchidaOngorora zvinobudirira zve turbin yako yemhepo.
Iyo nzvimbo yakatsvaira inoreva nharaunda yeDenderedzwa rakagadzirwa neBlades ivokutsvaira nemhepo.
Kuti uwane iyo nzvimbo yekutsvaira, shandisa zvakafananaequation iwe yaungashandisa kutsvaga nzvimbo yachoyedenderedzwa inogona kuwanikwa nekutevera
equation:
Nzvimbo = or2
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π = 3.14159 (PI)
r = radius yedenderedzwa. Izvi zvakaenzana nehurefu hweimwe yemabhonzo ako.
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- Nei izvi zvichikosha?
Iwe uchafanirwa kuziva iyo yekutsvaira nzvimbo yakomhepo turbine yekuverenga iyo yakazara simba mumhepo inorova turbin yako.
Rangarira simba riri mumhepo equation:
P = 1/2 x ρ x A x V3
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P= Simba (watts)
ρ= Mhepo density (nezve 1.225 kg / m3 kugungwa)
A= Inonaya nzvimbo yeBlades (M2)
V= Velocity yemhepo
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Nekuita izvi kuverenga, iwe unogona kuona huwandu hwakazara simba mune yakapihwa nzvimbo yemhepo. Iwe unogona kubva kuenzanisa izvi kune huwandu chaihwo hwesimba rauri kugadzira neyako mhepo turbine (iwe uchafanirwa kuverenga izvi uchishandisa multimeter multage neAmperage).
Kuenzanisa kweizvi manhamba maviri kucharatidza mashandiro anoita mhepo yako yemhepo turbine.
Ehe, kuwana nzvimbo yekutsvawa kwemhepo yako mhepo turbine chikamu chakakosha cheiyi equation!
Kutumira Nguva: Kubvumbi-18-2023