Optim解决方案支持迭代测试模型，该模型简化了错误和限制条件说明，以及测试结果与基线数据的对比。
The Optim solutions support an iterative testing model that simplifies specification of error and boundary conditions and simplifies the comparison of test results to baseline data.
在有限元分析模型中引入了牛顿迭代法，以使每一时间步长的末端温度满足某一限制条件而平衡收敛。
Newton Raphson method was introduced into the FEM analysis model in order to ensure that the solution of each iterative step would converge by means of satisfying some restrictive condition.
未知的筒底应力边界条件，通过迭代法确定，建立了无底筒仓内填抖压力的一种计算方法，并与模型试验结果进行了比较。
The unknown bottom, stress boundary condition can be determined by the iterative formulae given herein. The approach is verified through model experimental data.
未知的筒底应力边界条件，通过迭代法确定，建立了无底筒仓内填抖压力的一种计算方法，并与模型试验结果进行了比较。
The unknown bottom, stress boundary condition can be determined by the iterative formulae given herein. The approach is verified through model experimental data.
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