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Exact(14)
The corresponding sensitivity number is derived using the adjoint method.
Sensitivities are evaluated by using the adjoint method.
Sensitivity analysis of the general displacement functional is derived using the adjoint method.
The optimization problem is analyzed using the adjoint method to obtain the adjoint sensitivity.
The optimization problem is solved by the method of moving asymptotes and the sensitivities are calculated using the adjoint method.
Sensitivities are computed using the adjoint method and the popular Solid Isotropic Material with Penalization (SIMP) is used to achieve clear existence of structural members.
Similar(46)
Use the adjoint method to compute the gradient of the log likelihood function from a Kalman filter.
We use the adjoint method to calculate the shape derivative of this functional.
An optimization procedure based on a gradient-based algorithm is developed and we use the adjoint method for efficient computation of design sensitivities.
The shape gradient of the shape optimization problem was derived theoretically using the adjoint variable method, the Lagrange multiplier method and the formulae of the material derivative.
An isogeometric shape sensitivity analysis method is developed for heat conduction problems using the adjoint variable method.
More suggestions(15)
using the ΔΔCt method
using the adjoint technique
using the delta method
using the adjoint problem
using the adjoint network
using the adjoint solver
using the same method
using the previous method
using the wet method
using the adjoint routine
using the former method
using the dry method
using the adjoint solution
using the Spanish method
using the adjoint model
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