Sentence examples for matrices of shell from inspiring English sources

Second, I compared their ability to detect differences between covariance matrices of shell measures from different morphs and populations of the seashore snail Littorina saxatilis.

The governing equations of vibration of an inner or an outer shell and of an end plate are written as matrix differential equations of the first order by using the transfer matrices of the shell and the plate.

Once the matrices have been determined, the entire structure matrix is obtained by forming the product of the transfer matrices of the shell and the plate and the point matrices at the joints, and the frequency equation of the system is derived with terms of the elements of the structure matrix.

The stiffness and mass matrices of the shell are derived analytically.

Although this is a simple and efficient procedure but there is a basic error in superimposing the stiffness matrices of the shell and the stiffeners and calculating the equivalent stiffness parameters.

Once the matrix has been determined, the entire structure matrix is obtained by the product of the transfer matrices of each shell and the point matrices at the springs, and the frequency equation of the system is derived with terms of the elements of the structure matrix under the boundary conditions.

Once the matrix has been determined, the entire structure matrix is obtained by the product of the transfer matrices of the shells and the point matrix at the joint, and the frequency equation is derived with terms of the elements of the structure matrix under the boundary conditions.

The applicability of thin-shell theory is assumed and the governing equations of vibration of a non-circular cylindrical shell are written in a matrix differential equation by using the transfer matrix of the shell.

Cationic and hydrophobic properties of these peptides [ 38] are synonymous with the characteristics of the periostracum and water insoluble matrix (WISM) of shells [ 14, 39].

The applicability of the classical thin shell theory is assumed and the governing equations of vibration of a conical shell are written as a coupled set of first order differential equations by using the transfer matrix of the shell.

For this purpose, the applicability of the thin shell theory is assumed and the governing equations of vibration of the shell are written as a coupled set of first order differential equations by using the transfer matrix of the shell.