We have B=(a11a12c−a13sa12s+a13ca12c−a13sa22c2+a33s2−2a23sc(a22−a33)sc+a23(c2−s2)a12s+a13c(a22−a33)sc+a23(c2−s2)a22s2+a33c2+2a23sc). or b11=a11b12=a12cosθ−a13sinθ,1≠2,1≠3b13=a13cosθ+a12sinθ,1≠2,1≠3b22=a22cos2θ−2a23cosθsinθ+a33sin2θb33=a33cos2θ+2a23cosθsinθ+a22sin2θb23=(a22−a33)cosθsinθ+a23(cos2θ−sin2θ) We will fix the angle θ so that b23=0.