We present a new hybrid numerical method for multiscale partial differential equations,which simultaneously captures the global macroscopic information and resolves the local microscopic events over regions of relativ...
We present a new hybrid numerical method for multiscale partial differential equations,which simultaneously captures the global macroscopic information and resolves the local microscopic events over regions of relatively small *** is particularly suitable for composite materials with local *** method couples concurrently the microscopic coefficients in the region of interest with the homogenized coefficients *** cost of the method is comparable to the heterogeneous multiscale method,while being able to recover microscopic information of the solution.
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