The Ordinary Differential Equations Calculator that we are pleased to put in your hands is a very useful tool when it comes to studying and solving differential equations.
Its intuitive interface means that you can use it from the first moment without having to spend time reading the instructions for use. But so that you do not have any doubts about how to use the differential equation calculator, we will explain step by step how to use it below. In turn, after the introduction we will show you a brief introduction to the most relevant theoretical concepts in the world of ordinary differential equations.
Differential equations are mathematical equations that describe how a quantity changes as a function of one or more (independent) variables, often over time or space. We can also define a differential equation as an equation composed of a function and its derivatives.
A differential equation is one that is written in the form y’ = ………. Some differential equations can be solved simply by performing integration, while others require much more complex mathematical processes.
The order of a differential equation is determined by the highest order derivative. The higher the order of the differential equation, the more arbitrary constants must be added to the general solution. A first-order equation will have one, a second-order equation will have two, and so on. A particular solution can be found by assigning values to the arbitrary constants to match any given constraint.
The degree of a differential equation is determined by the highest power in one of its variables.