Add to ORKGAbstract- We study an inverse problem to identify nonlinear microstructured materials involving nonlinearities in both macro- and microscales by means of information gathered from two solitary waves with different velocities. We state a uniqueness and stability theorem for the inverse problem. 1
The discovery of optical second harmonic generation in 1961 started modern nonlinear optics(1-3). So...
We prove the non existence of solitary wave solutions for an evolution equation related to a problem...
The possibility of new weakly nonlinear solitary waves in nonlocal elastic media is demonstrated. Th...
Conditions for the existence of periodic and solitary waves in 1D microstructured solid of Mindlin t...
Abstract. Plane Cosserat solids are introduced. It is shown that only one parameter is needed to des...
Abstract. A general model of one-dimensional body with a scalar microstructure is introduced. Field ...
We study the interaction of highly nonlinear solitary waves propagating in granular crystals with an...
Solitary waves in materials with a cascaded X(2): (2) nonlinearity are investigated, and the implica...
There is an increase in studying longitudinal bulk solitary waves in layered medium due to its poten...
Contemporary complexity science deals with problems involving many variables which interact with eac...
We investigate some nonlinear problems in mechanics, which include the dynamic problem with nonlinea...
Solitary waves in materials with a cascaded chi((2)):chi((2)) nonlinearity are investigated, and the...
During the past three years, interest has grown rapidly in the theoretical and experimental study of...
Abstract. The Mindlin-type model is used for describing the longitudinal deformation waves in micros...
This paper provides a theoretical foundation for some common formulations of inverse problems in wav...
The discovery of optical second harmonic generation in 1961 started modern nonlinear optics(1-3). So...
We prove the non existence of solitary wave solutions for an evolution equation related to a problem...
The possibility of new weakly nonlinear solitary waves in nonlocal elastic media is demonstrated. Th...
Conditions for the existence of periodic and solitary waves in 1D microstructured solid of Mindlin t...
Abstract. Plane Cosserat solids are introduced. It is shown that only one parameter is needed to des...
Abstract. A general model of one-dimensional body with a scalar microstructure is introduced. Field ...
We study the interaction of highly nonlinear solitary waves propagating in granular crystals with an...
Solitary waves in materials with a cascaded X(2): (2) nonlinearity are investigated, and the implica...
There is an increase in studying longitudinal bulk solitary waves in layered medium due to its poten...
Contemporary complexity science deals with problems involving many variables which interact with eac...
We investigate some nonlinear problems in mechanics, which include the dynamic problem with nonlinea...
Solitary waves in materials with a cascaded chi((2)):chi((2)) nonlinearity are investigated, and the...
During the past three years, interest has grown rapidly in the theoretical and experimental study of...
Abstract. The Mindlin-type model is used for describing the longitudinal deformation waves in micros...
This paper provides a theoretical foundation for some common formulations of inverse problems in wav...
The discovery of optical second harmonic generation in 1961 started modern nonlinear optics(1-3). So...
We prove the non existence of solitary wave solutions for an evolution equation related to a problem...
The possibility of new weakly nonlinear solitary waves in nonlocal elastic media is demonstrated. Th...