Table 5:

Estimated uncertainty or variance in input values (expressed as its standard deviation) and resulting variation in outputs.

Inputs (${\Psi }_j$)	${\zeta }_j$	Mean	CoV [%]
${\varphi }^{\mathit{\text{PORE}}}$	2.5%	5%	50
${\varphi }^{\mathit{\text{OST}}}$	5%	40%	12.5
$E^{\mathit{\text{OST}}}$ [GPa]	2	18	11
$E^{\mathit{\text{INT}}}$[GPa]	2	20	10
${\alpha }^{\mathit{\text{OST}}}$	15	115	13
${\alpha }^{\mathit{\text{INT}}}$	17.5	160	11
$lo{g}_{10}({\varphi }^{\mathit{\text{OST}}})$	0.25	0.5	50
$lo{g}_{10}({\varphi }^{\mathit{\text{INT}}})$	0.25	0.9	28
$lo{g}_{10}({\beta }^{\mathit{\text{OST}}})$	1	−1	100
$lo{g}_{10}({\beta }^{\mathit{\text{INT}}})$	1	−1	100
Output (Y)	${\zeta }_Y$	Mean	CoV [%]
${\sigma }_y$ [MPa]	29.9	101	30
${ϵ}_y$	0.0016	0.0073	22
${\sigma }_{\mathit{\text{ult}}}[\text{MPa}]$	41.7	113	37
${ϵ}_{\mathit{\text{ult}}}$	0.0294	0.0118	250
$U_T[\text{MPa}]$	6.93	2.34	296