Dynamics at IgMin Research | Engineering Group

Our mission is to foster interdisciplinary dialogue and accelerate the advancement of knowledge across a wide spectrum of scientific domains.


Dynamics is a cornerstone of engineering and science that investigates the behavior of objects in motion and how forces influence their trajectories. At IgMin Research, we delve into the fascinating world of dynamics, exploring the fundamental principles that govern the movement of particles, bodies, and systems. From the graceful flight of birds to the intricate mechanisms of machinery, dynamics provides insights into the underlying forces that shape our physical reality.

Our team of researchers and contributors is dedicated to unraveling the complexities of dynamics and its applications across various domains. We examine how forces interact to generate motion, how objects respond to external influences, and how these interactions can be harnessed for technological advancements. With a multidisciplinary approach, we bridge the gap between theoretical understanding and real-world implementation, fostering innovation and progress.

  • Classical mechanics
  • Newtonian dynamics
  • Lagrangian dynamics
  • Hamiltonian dynamics
  • Rigid body dynamics
  • Fluid dynamics
  • Structural dynamics
  • Nonlinear dynamics
  • Chaotic systems
  • Aerospace dynamics
  • Vehicle dynamics
  • Biomechanics
  • Vibrational analysis
  • Computational dynamics
  • Quantum dynamics
  • Thermodynamics
  • Electromagnetic dynamics
  • Control systems
  • Robotics dynamics
  • Molecular dynamics
  • Environmental dynamics
  • Economic dynamics
  • Social dynamics
  • Geophysical dynamics
  • Astrophysical dynamics

Engineering Group (1)

Mini Review Article ID: igmin144

Open Access Policy refers to a set of principles and guidelines aimed at providing unrestricted access to scholarly research and literature. It promotes the free availability and unrestricted use of research outputs, enabling researchers, students, and the general public to access, read, download, and distribute scholarly articles without financial or legal barriers. In this response, I will provide you with an overview of the history and latest resolutions related to Open Access Policy.

On the Governing Equations for Velocity and Shear Stress of some Magnetohydrodynamic Motions of Rate-type Fluids and their Applications
by Constantin Fetecau

The governing equations for the shear stress corresponding to some magnetohydrodynamic (MHD) motions of a large class of rate-type fluids are brought to light. In rectangular domains, the governing equations of velocity and shear stress are identical as form. The provided governing equations can be used to solve motion... problems of such fluids when shear stress is prescribed on the boundary. For illustration, the motion in an infinite circular cylinder with shear stress on the boundary is discussed.

Dynamics Mechatronics EngineeringApplied Engineering