Abstract
In this paper we use an alternative method to study analytically and numerically for a nonlocal elastic bar in tension. The equilibrium equation of the model is a Fredholm integral equation of the second kind. With the aid of an efficient iterative method, we are able to get the approximate analytical solution. For the purpose of comparisons, numerical solutions are also obtained for two types of nonlocal kernels, which show the validity of the analytical solution. The effects of some related parameters are also investigated.
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