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kashoo
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How can we Mathematicaly model(Mechanical) a system which is in the form of cube...like a box ...what are energy conservation equations set up for static and dynamic analysi.s...
It would seem prudent to use the Cartesian coordinate system.kashoo said:How can we Mathematicaly model(Mechanical) a system which is in the form of cube...like a box ...
Mathematical modeling is the process of creating a mathematical representation of a real-world system or phenomenon. It involves using mathematical equations and algorithms to simulate and analyze the behavior of the system.
In mathematical modeling, a cube refers to a physical or conceptual object that can be represented by a three-dimensional shape with six square faces. It is often used to model systems that have three dimensions, such as the dimensions of length, width, and height.
Static energy conservation in a mathematical model refers to the principle that the total amount of energy in a system remains constant over time. This means that energy cannot be created or destroyed, but it can change forms within the system.
Dynamic energy conservation in a mathematical model refers to the principle that the rate of change of energy in a system is equal to the net flow of energy into or out of the system. This means that the energy in a system can change over time, but the total amount of energy remains constant.
In a mathematical modeling cube, energy conservation is represented by the conservation of mass and energy equations. These equations describe the conservation of both static and dynamic energy and are used to simulate and analyze the behavior of the cube over time.