I,m having trouble with what exactly some of the letters are. " a " is that values greater than zero? " q + jw " would that be the complex value? q being the real and jw being the angle?
The letters are greek sigma for s and omega for w and that would be for a complex value. Think of the real part as a damping exponential and the imaginary part as a sinuosoid (sine or cosine function. The combination of real and complex is a damping sinusoid.
Not quite mate. I prefer reading the book, this is both time consuming and also not so explanatory as one would require. Also definately not energized. I ll stick to the book. Thanks though..
also, it's hard to see the discrete characters here. not being a mathematician originally, the s being expanded to a 'o+jw' where i assume o is sigma and w is omega, being real and imaginary figures does not make sense to me
yes, good stuff. I used this principal to derivate pharmacokinetic equations years ago, and still have some difficulty understanding conceptually sometimes, but still very cool!
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thanks 4 the vid
c4aphract 2 years ago
I enjoy la place, this bored me. Zoom in so we can see better.
electriciansmate 3 years ago
using powerpoint to teach MATH?!
wtf
Aerosion 3 years ago
the volume is too friggin low.. i have it turned up to the max on my laptop and i can barely hear anything even with headphones :[
thank you for doing these videos, i just wish you took the time to review them.
theLichKing1 3 years ago
I,m having trouble with what exactly some of the letters are. " a " is that values greater than zero? " q + jw " would that be the complex value? q being the real and jw being the angle?
rshfn44 3 years ago
The letters are greek sigma for s and omega for w and that would be for a complex value. Think of the real part as a damping exponential and the imaginary part as a sinuosoid (sine or cosine function. The combination of real and complex is a damping sinusoid.
1laplacetransform 3 years ago
Not quite mate. I prefer reading the book, this is both time consuming and also not so explanatory as one would require. Also definately not energized. I ll stick to the book. Thanks though..
faltsda 3 years ago
also, it's hard to see the discrete characters here. not being a mathematician originally, the s being expanded to a 'o+jw' where i assume o is sigma and w is omega, being real and imaginary figures does not make sense to me
piceras 3 years ago
yes, good stuff. I used this principal to derivate pharmacokinetic equations years ago, and still have some difficulty understanding conceptually sometimes, but still very cool!
piceras 3 years ago
Thank you for this-I have a final exam which covers this tomorrow and our professor wasn't really very good at explaining, but this does a great job!
gtdannemiller 4 years ago