In the limit we can thus write: (5.4.17)1R=d2ydx2 Sign in to download full-size image Figure 5.4.35. The deflection curve of radius R Deflections by double integration The deflection y of a beam can be obtained by integrating the differential equation d2y/dx2 = −M/EI with respect...
D(h) = D1α + (1 − α) 1+ 1−h 1−hc n (7) In the above, D1 represents the diffusion coefficient when h = 1.0, α is a parameter representing the ratio D0/D1, D0 is the lower limit of the diffusion ...