Description: Runge Kutta method
The Runge Kutta method is a popular method of numerically uating ordinary differential equations with initial conditions. It is easy to program and is more accurate than Euler’s Method. It is generalized so that second-order Runge Kutta is Euler’s Method
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Runge-Kutta\App.config
...........\bin\Debug\Runge-Kutta.exe.config
...........\...\.....\Runge-Kutta.pdb
...........\...\.....\Runge-Kutta.vshost.exe
...........\...\.....\Runge-Kutta.vshost.exe.config
...........\obj\Debug\DesignTimeResolveAssemblyReferencesInput.cache
...........\...\.....\Runge-Kutta.csproj.FileListAbsolute.txt
...........\...\.....\Runge-Kutta.csprojResolveAssemblyReference.cache
...........\...\.....\Runge-Kutta.exe
...........\...\.....\Runge-Kutta.pdb
...........\...\.....\TemporaryGeneratedFile_036C0B5B-1481-4323-8D20-8F5ADCB23D92.cs
...........\...\.....\TemporaryGeneratedFile_5937a670-0e60-4077-877b-f7221da3dda1.cs
...........\...\.....\TemporaryGeneratedFile_E7A71F73-0F8D-4B9B-B56E-8E70B10BC5D3.cs
...........\Program.cs
...........\...perties\AssemblyInfo.cs
...........\Runge-Kutta.csproj
Runge-Kutta.sln
...........\obj\Debug\TempPE
...........\bin\Debug
...........\...\Release
...........\obj\Debug
...........\bin
...........\obj
...........\Properties
Runge-Kutta
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