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Version 7.0 updated 3/2010 -  Read the DEQME User Guide

Download DEQME here.
  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
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  
6 Exact
- Step by Step
Variation of Parameter - Step by Step   Poisson Equation Fourier Series  - Stepwise Do Picard Method  
7 Non-exact
- Step by Step
Undetermined Coefficients
- Step by Step
    Discrete Fourier Transform (DFT, FFT) Error Function  
8 Linear in x -
Step by Step with Integrating Factor
Bessel DiffEqn     Partial Fraction Decomposition (Steps) Phase Line  
9 Linear in x - Step by Step using Variation of Parameter Reduction of Order     Complex Partial Fraction Decomposition (Steps)    
A Linear in y -
Step by Step with Integrating Factor
Legendre DEQ          
B Linear in y - Step by Step using Variation of Parameter Cauchy-Euler DEQ          
C M(x,y)dx+N(x,y)dy
- Step by Step
           
D N(x,y)*y'+M(x,y)=0
- Step by Step
           
E DiffEqn Checker            
F RL Circuits            
G Bernoulli
- Step by Step 
           
H Clairaut Equation            
I Lagrange (d'Alembert) Equation            
J Linear Fractions            
K Slope Field            
L Particular Solution            
M Euler's Method            
N Runge Kutta            
O Midpoint            
               
               

 

 

  User C. F.:
"The additions such as step by step exact DE, step by step homogeneous and step by step bernoulli are fantastic and would definitely make differential equations made easy an excellent study tool for anyone. Or it can be used as a quick solver to check steps. I think it's the best software of it's kind."

User A.M.:
I just have to give it to you guys for the great job you are doing. I was using the salt in tank program and it works flawlessly, its beyond everything I expected. Thanks again

User J. P.:
I highly recommend DME, it is unlike anything else out there. The ability to solve nearly any first and second order differential equation makes almost as powerful as a computer. Great for solving HW problems and the step-by-step function helped me to find my mistakes, which makes it better than a computer!  I love the phase line tool and the step-by-step Inverse LaPlace function.  It is a great learning tool. – modem designer

 

 

 

 

 

2.2  Separable Differential Equations Module

    

Option# in head menu

F1: Enter DEQ

F2: Solve DEQ

F3: Steps

F4: Compute

F5: Graph

F6: Euler

F6: Exit

Return to main screen)

1

dy/dx = f(x,y)  
Any separable Diff Eqn.

Solve dy/dx = f(x,y)

Show Steps

Compute y(a)

Graph Slope Field

Approximate analyt. solution to Diff Eqn.  upon entering (x0,y0), step size and #points.

2

y'(t) = k*y(t)
Exponential Growth

Solve  y'(t) = k*y(t)
Exponential Growth

 

Solve y(x)=C

Graph Particular Solution

 

 

3

y'(t) = k*(y(t)-A)
Ex: Newton's Law of Cooling

Solve
y'(t) = k*(y(t)-A)
Ex: Newton's Law of Cooling

 

Tangent at x=a

Clear Graph

 

 

4

y'(t) = k*(A-y(t))
Ex: Wolves problem

Solve
y'(t) = k*(A-y(t))
Ex: Wolves problem

 

Find d2y/dx2

Select Window Size
define xmin, xmax, ymin, ymax, # vertical and horiz. lines

 

 

5

y'(t) = k*y*(A-y)
Logistic Growth

Solve
y'(t) = k*y*(A-y)
Logistic Growth

 

Limit x-> infinity