Answer
Matsakaicin ƙimar bazara $ k$ don bazarar raƙuman ruwa na Crest-to-Crest an bayyana shi ta alaƙar da aka yi amfani da ita $P$ da karkatar da $ f$. Yin amfani da dabarar Munter na musamman, an bayyana nauyin a matsayin $ P = (E \ cdot b \ cdot t ^ 3 \ cdot f \ cdot N) / (D_m^3 \ cdot n^4 \ cdot K) $, inda $ E $ shine Modulus na Elasticity, $ b$ shine bangon radial $, $n $ Nves da lambar shine kauri. juya, kuma $D_m$ shine matsakaicin diamita. Don nemo ƙimar bazara $k = P/f$, muna sake tsarawa zuwa $k = (E \cdot b \cdot t^3 \cdot N) / (D_m^3 \ cdot n^4 \ cdot K) $. Dalilin $K$ shine gyara akai akai don bayanin martabar igiyar ruwa, yawanci a kusa da 1.0 don raƙuman ruwa na sinusoidal na ka'idar amma an daidaita shi don ainihin lissafin lamba na crest. Don madaidaicin aikace-aikacen sararin samaniya, yana da mahimmanci a gane cewa adadin jujjuya $n$ yana cikin ma'auni tare da ikon 4, ma'ana ƙara yawan jujjuyawar yana rage ƙimar bazara, yana ba da damar babban jujjuyawa a cikin ƙuntatawa.
