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Expert Profile: David Moran

Expertise:  I can answer a wide variety of questions about Differential Equations, but not all. I will not do your homework, just offer tips.

Experience in the area
Courses in Ordinary and Partial Differential Equations

Education/Credentials
Minor in Mathematics, finishing BA in Mathematics and BS in Meteorology

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Average Ratings
Prestige Points: 640
Knowledge   9.73   Best of the best
Clarity of Response   9.73   Best of the best
Timeliness   10.0   Best of the best
Politeness   10.0   Best of the best
Number Of Questions
(in Past 24 Hours)
0
Max Questions to be Asked
(in 24 Hour period)
100
Total Questions
(since joining AllExperts)
61
Recent Reviews from Users
KnowlClarityTimePolitenessDate
1010101003/04/08
1010101001/16/08
1010101001/14/08
1010101012/15/07
1010101012/02/06
User Comments
Thank you!
(Shawna on 03/04/08)
hi thanks for the help
(anthony on 01/16/08)
Thank you Davide, I am waiting for your response
(Sergey on 01/14/08)
Thanks for nothing
(rochelle on 12/15/07)
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Recent Answers from David Moran
2008-01-14  Amplitude frequency response Hi Sergey, I am a mathematician, however, I am not a professor. I wanted to make this correction first. As far as the question at hand, I am not aware of any methods to find the amplitude frequency response...
2007-12-04  IVP I don't have time to do a complete solution, but first get the characteristic solutions. This is found by finding the characteristic equation, which is r^2-3r+2=0 in this case. Solve for r. r^2-3r+2=0...
2006-10-03  Close form Solution of differential equation I'm not sure that this will work, but let's try it. Let d2y/dx2=dp/dx So... dp/dx+1/(x+c1)=0 dp/dx=-1/(x+c1) dp=-dx/(x+c1) Now integrate both sides p=-ln|x+c1| Since d2y/dx2=dp/dx, dy/dx=p...
2006-09-13  Initial value problems I'll work this out entirely as an example. The characteristic equation is r^2+1=0 and the solution to that equation is r=i,-i so the solution will take the form y=c1cos x + c2sin x. Taking the derivative...
More Answers for "Differential Equations"


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