The vibration method is usually used for field measurement of cable te
nsion during the construction of cable system bridges such as an arch
bridge stiffened with inclined cables or a cable-stayed bridge. Practi
cal formulas for the vibration method are proposed herein taking the e
ffects of flexural rigidity and sag of a cable into account. The formu
las are based on the approximate solutions of high accuracy for the eq
uation of inclined cable with flexural rigidity. Cable tensions are ea
sily estimated by these formulas using measured natural frequencies of
low-order modes. The practical formulas presented herein are applicab
le to various cables, regardless of length and tension as far as the v
ibration of first- or second-order mode is measurable. As to a very lo
ng cable that cannot be easily excited artificially, a formula is pres
ented by using natural frequencies of high-order modes obtained from s
tationary microvibrations. The accuracy is confirmed through compariso
n of the values obtained by practical formulas with measured values an
d calculated values by the finite element method.