Analysis
DPM Technology, with its team of expert engineers, provides analysis services in product development including structural, buckling, fatigue, composite material, mechanism, manufacturing, collision, thermal, internal flow, and external flow analyses. By modeling designs that represent real boundary conditions, we offer design optimization services based on the results. Our technical team of experts simulates your design, using it as a virtual test setup for various scenarios, thereby accelerating your design process and helping you save on costs.
Mechanical analyses aim to determine the effects of mechanical loading and boundary conditions on a physical structure and its components. This involves leveraging relevant fields of physics, mathematics, and materials science. Typically, the goal is to obtain outputs such as deformations, stresses, velocities, accelerations, and reaction forces on static load-bearing structures in sectors like defense, aerospace, and construction, or on moving systems such as internal combustion engines or vehicle subcomponents. This enables the desired performance of products designed in a virtual environment to be achieved, potential damage to be mitigated, optimization efforts to be conducted, and real-time effects to be monitored via models.
Numerical analysis refers to the process of finding approximate solutions to equations that cannot be solved analytically through numerical experiments. Before the advent of computers, numerical methods were applied on paper, and the mathematical algorithms that form the basis of the analysis software were based on ancient formulas. With the increased processing capacity of computers, mathematical modeling of many systems that arise in everyday life has become possible, and numerical analysis algorithms have come to the forefront.
Engineering problems are typically mathematical models of physical states, and the finite element method (FEM) is a numerical solution technique that seeks acceptable solutions to various engineering problems. It simplifies complex engineering problems into simple and small structures (such as cubes and prisms) for solutions. These small structures are referred to as finite elements (meshes). Finite elements are divided into simple shapes for easy formulation and analysis. There are three basic types of finite elements: beam, shell/plate, and solid elements.
The finite element method is effectively used not only for structural mechanics problems but also for solving engineering problems related to heat transfer, fluid mechanics, and electrical and magnetic fields.
