"minimum energy method" is a grammatically correct and commonly used phrase in written English.
It can be used in a variety of contexts, but it typically refers to a scientific or mathematical approach for finding the lowest energy state of a system. Example: "The researchers used the minimum energy method to determine the most stable configuration of the molecule."
To obtain the equations of motion, the minimum energy method or Hamilton's principle is used.
In addition, the control inputs are allocated to asymmetric wing telescoping and aerodynamic control surfaces based on the minimum energy method.
In this paper, the Ritz minimum energy method, based on the use of the Principle of Virtual Displacements (PVD), is combined with refined Equivalent Single Layer (ESL) and Zig Zag (ZZ) shell models hierarchically generated by exploiting the use of Carrera's Unified Formulation (CUF), in order to engender the Hierarchical Trigonometric Ritz Formulation (HTRF).
b The minimum energy method control block.
From section 1.2, it can be known that the minimum energy method works in two situations.
In this situation, the minimum energy method is put forward to enhance the performance of reactive power compensation.
Due to the complexity of DWC models, a shortcut modeling approach based on the minimum energy mountain method (also called the "Vmin diagram method") is used to determine good initial values for the decision variables for the rigorous simulation of the DWC configurations.
A minimum energy based method is proposed to predict the evolution of multiple cracking pattern in a pure bending beam made of quasi-brittle material.
This is because in minimum energy control method, we have considered the armature resistance ({R_{mathrm{a}}}) and the equivalent resistance ({R_{mathrm{h}}}) of the power loss due to the air resistance of the rotor and power loss due to friction between the mechanical parts as shown in Fig. 3.
In the proposed method, the governing equations of the composite box girder bridge are derived based on the principles of the minimum total potential energy method.
The hierarchical clustering by minimum (energy) E-distance method was performed.
