| torsion spring rate equation: k = (G)(pi)(od^4-id^4)/32L, Where G = Modulus of rigidity od = outer diamter id = inner diameter L = length I don't know the id of the OEM bar, so for comparative purposes I'll assume a 3mm wall thickness for an id of 20mm. od = 26mm
The ST bar is solid, so the id is zero. od = 21mm Both bars are steel, so G remains constant. The length is the same since the geometry of the 2 bars is the same. The ratio of spring rates between ST and OEM is then only dependent on the bar diameter and can be calculated as follows: k(OEM)/k(ST) = (od^4 - id^4)/(od^4) = (26^4 - 20^4)/21^4 = 1.52 The OEM bar is 52% stiffer than the ST bar assuming an id of 20mm. Parity isn't reached until the id of the OEM bar reaches 23.62mm Small changes in bar diameter result in large changes in spring rate since it varies as the fourth power
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