Thank you! I am a little bit confused :D Thought that one could only get a homogeous solution with using the characteristic equation.
I will now make an attempt to include the dirac delta function in this mess.
Update: I'm clueless.
I understand the following:
- the diract function is...
Hmm yeah I understand that the constant was at that moment (forgot to put it in, so I add it later). But what I don't understand is:
When you solve the system for its INITIAL boundary condition you get C = (f *omega *c)/ (k^2+c^2*omega^2)
Thank you for your help. I tried number 1 (think its ok see images, sorry for my bad handwriting, people say I should become a doctor)
at 2. I am stuck I have 2 unknowns and only 1 boundary conditions??1. Homogenious solution
http://www.imambaks.nl/IMAGE6_homo.png 2. Solution for function = f...
Hi there. I came to join this forum to seek help, because I can't solve the following homework question:
The solution to this can be split in 3 right?
1. the homogenous
#1:
Eq:=
c*x' +k*x =0
Characteristic:
c*r+k=0 --> r=-c/k
Homogenious solution:
y(x) = A*exp((-(c/k)*x))
initi...