Engineered buckles may be initiated reliably during operation by using special subsea structures or lay methods which are expensive.
Many powerful method have been proposed, such as Darboux transformation [1], Hirota bilinear method [2], Lie group method [3], homogeneous balance method [4], tanh method.
Two samples (samples A and B) containing Si NSs are fabricated by the LIE method [11].
Linear interaction energy (LIE) method was used to estimate binding free energies.
Recently, the Lie method has been developed to the systems of time FPDEs [27].
This method, the so called classical Lie method of infinitesimal transformations, has been applied last year to important partial differential equations (PDEs) which arise from mathematics and physics.
The binding free energies of podophyllotoxin-based inhibitors of tubulin were computed using a linear interaction energy (LIE) method with a surface generalized Born (SGB) continuum solvation model.
The Si NSs of two different sizes are fabricated by laser-induced etching (LIE) method [11] by etching using two different etching times for same laser power.
To the best of our knowledge, application of the Lie method to the space-time FPDEs and the systems of space-time FPDEs appeared only in [1, 2].
In this paper, following the classical Lie method, the preliminary group classification and the algebraic structure of the symmetry group for the 2D gKS equation are obtained.
Furthermore, molecular dynamics (MD) simulation studies of one of the initially discovered compound 1 were performed to explore its geometry as well as its energetic behavior based on the Linear Interaction Energy (LIE) method.
