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Zaphys said:From where did that equation came from! its like a monster ;) no if i find an operative way of solving it i tell you
Zaphys said:I´m not much versed in numeric methos so here I can't help you. Sorry ;)
Salutations Sagar
A second order differential equation is a mathematical equation that involves the second derivative of a function. In other words, it is an equation that contains a function and its first and second derivatives.
To solve a second order differential equation, you can use a variety of techniques such as separation of variables, substitution, or using an integrating factor. You may also need to use initial conditions to find the particular solution.
Initial conditions refer to the values of the function and its first derivative at a specific point. These values are used to find the particular solution of a second order differential equation.
Second order differential equations have many applications in physics, engineering, and other fields of science. They are commonly used to model systems that involve acceleration, such as the motion of objects under the influence of forces.
Yes, a second order differential equation can have multiple solutions. This is because the general solution of a second order differential equation involves two arbitrary constants, which can take on different values to produce different solutions.