| | F1: 1. Order | F2: 2. Order | F3: Higher Order |
F4: Partial DEqns | F5:
Transforms | F6: More |
F7: Exit |
| 1 |
Basics + Definitions |
Any 2. Order DiffEqn |
Linear & Constant Coefficients |
PDE-Basics |
LaPlace-Definition and Examples |
Find EigenValues and EigenVectors - Step by Step |
Exit |
| 2 |
Any 1. order DiffEqn |
Homogeneous |
2x2 Linear System:
x'=a*x+b*y
y'=c*x+d*y |
LaPlace Equation |
Solve Diff Eqn using LaPlace Transform - Step by Step |
Rate Problems |
About |
| 3 |
Separable - Step by Step |
Non-Homogeneous |
X' = A* X |
Diffusion Equation |
Do LaPlace Transform |
Salt in Tank - type Diff Eqns. |
Reset Constants to @1 |
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4 |
Find Differential |
DiffEqn Checker |
X' = A* X + F |
Wave Equation |
Do Inverse LaPlace Transform |
Find Wronskian |
Notes |
| 5 |
Homogeneous
- Step by Step |
IVP Solver |
Separable Diff Eqn |
Helmholtz Equation |
Do Inverse LaPlace - STEPS for partial
fractions and linear numerators |
Annihilator Method |
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| 6 |
Exact - Step by Step |
Variation of Parameter - Step by Step |
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Poisson Equation |
Fourier Series - Stepwise |
Do Picard Method |
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| 7 |
Non-exact - Step by
Step |
Undetermined Coefficients - Step by Step |
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Discrete Fourier Transform (DFT, FFT)
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Error Function |
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| 8 |
Linear in x -
Step by Step with Integrating Factor |
Bessel DiffEqn |
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Partial Fraction Decomposition (Steps)
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Phase Line |
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| 9 |
Linear in x -
Step by Step using Variation of Parameter |
Reduction of Order |
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Complex Partial Fraction Decomposition
(Steps) | |
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| A |
Linear in y -
Step by Step with Integrating Factor |
Legendre DEQ |
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| B |
Linear in y - Step by Step using
Variation of Parameter |
Cauchy-Euler DEQ |
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| C |
M(x,y)dx+N(x,y)dy
- Step by Step | |
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| D |
N(x,y)*y'+M(x,y)=0
- Step by Step |
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| E |
DiffEqn Checker |
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| F |
RL Circuits |
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G |
Bernoulli
- Step by Step |
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H |
Clairaut Equation |
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I |
Lagrange (d'Alembert) Equation | |
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J |
Linear Fractions | |
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K |
Slope Field | | | | | |
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L |
Particular Solution |
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M |
Euler's Method |
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N |
Runge Kutta | | | | | | |
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O |
Midpoint | | | | | | |
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