coefficient
DESCRIPTION
mTRANSCRIPT
COEFFICIENTb =1/t(3Bi/3+Bi)1/2b =31.1 @ Bi=0.1FLEXURAL RIGIDITYD=Et3/12(1-2)D=19322.3N-m
STRESS DECAY COEFFICIENT=(3(1-2))1/4/(Rt)1/2=4.06
COEFFICIENTm=(b/ )4/4+(b/ )4m=0.998COEFFICIENTn=(b/ )2/4+(b/ )4n=0.17DIMENSIONLESS AXIAL BENDING STRESSSzb(z)=zb(z)/ET=(3)1/2/(1-2)1/2n/bL (e-bz-e-bz-L)+(3)1/2/4(1- 2)1/2 = m/L[e-zsin)(z)+ezcos(z) - = - e-z-Lsin(z-L)-e-z-Lcos(z-L) =+(3)1/2/2(1-2)n/L[e-zsin(z)- = e-zcos(z)-e-z-Lsin(z-L)-e-z-Lcos(z)] Szb(z)=zb(z)/ET=1.0710-12 @z=5DIMENSONLESS CIRCUMFERENTIAL MEMBRANE STRESSShm(z)=zb(z)/ET=-m/2bL(e-bz-e-bz-L)-m/4L[e-zsin(z- = e-zcos(z)-e-z-Lsin(z-L)+ e-z-Lcos(z-L)] =+n/2L[ e-zsin(z+ = e-zcos(z)-e-z-Lsin(z-L) - e-z-Lcos(z-L)]Shm(z)=zb(z)/ET =2.9710-12DIMENSIONLESS CIRCUMFERENTIAL BENDING STRESSShb(z)=hb(z)/ET=Szb(z)Shb(z)=hb(z)/ET=3.2110-12