Answer
Ana ƙididdige ƙimar bazara don bazara mai juyi-juyawa Crest-to-Crest ta hanyar kula da kowane juyi azaman jerin raƙuman ruwa ɗaya. Don bazara mai jujjuyawa $N$ da $n$ taguwar ruwa a kowane juyi, jimillar adadin raƙuman ruwa masu aiki shine $Z = n \cdot N $. Yin amfani da madaidaicin dabarar juzu'i don katako mai lankwasa, ƙimar shine $k = \ frac {E \cdot b \cdot t^3 \cdot n^4}{I_{coeff} \cdot D_m^3 \cdot N}$, inda $E $ shine Modulus na Matasa, $ b$ shine bangon radial, $t $ shine kauri. Fasali $1.15$ ko makamancin madaidaicin madaidaicin ($I_{coeff}$) ana amfani dashi don lissafin ainihin yanayin iyaka a wuraren tuntuɓar. A cikin saitin juyi da yawa, jimillar karkata $f_{total}$ shine jimlar juzu'i na kowane juyi. Saboda nauyin $P$ yana dawwama a ko'ina cikin jerin jeri, jimlar adadin ya yi daidai da adadin juye-juye $N$. Don ainihin aikace-aikacen sararin samaniya, dole ne a duba damuwar aiki $\sigma$ ta amfani da $\sigma = \ frac{3 \cdot π \ cdot P \ cdot D_m}{4 \cdot b \cdot t^2 \cdot n^2}$, tabbatar da cewa ya kasance ƙasa da ƙarfin yawan amfanin ƙasa a yanayin zafin aiki.
