What is the difference between initial and boundary value problem?
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What is the difference between initial and boundary value problem?
A boundary value problem has conditions specified at the extremes (“boundaries”) of the independent variable in the equation whereas an initial value problem has all of the conditions specified at the same value of the independent variable (and that value is at the lower boundary of the domain, thus the term “initial” …
What is the difference between a boundary and a condition?
Conditions are set by your mind / ego. Boundaries, however, are within your heart space. You do not need to set conditions on external factors because you are already whole and unconditional love. In a conscious relationship, you are listening to your heart only, and not your mind.
How many initial and boundary conditions are required to solve the PDE which represents wave equation?
How many boundary conditions and initial conditions are required to solve the one dimensional wave equation? Solution: Two boundary conditions and two initial conditions are required.
What is the difference between initial conditions and boundary condition?
A boundary condition expresses the behavior of a function on the boundary (border) of its area of definition. An initial condition is like a boundary condition, but then for the time-direction. Not all boundary conditions allow for solutions, but usually the physics suggests what makes sense.
What is difference between initial condition and boundary condition?
What are boundary and initial conditions in heat transfer?
When imposed on an ordinary or a partial differential equation, the condition specifies the values in which the derivative of a solution is applied within the boundary of the domain. In heat transfer problems, this condition corresponds to a given fixed surface temperature.
What is the difference between initial condition and boundary condition?
What is meant by initial condition?
Definition of initial condition : any of a set of starting-point values belonging to or imposed upon the variables in an equation that has one or more arbitrary constants.