This is not homework, I believe it is the simplest form, some people might even recognise the equation (it's a famous one), I just wanted it to fit in 1 line on a double column publication
I have simplified it too much in the minimal working example, the denominators is actually more complicated, let me elaborate:
S=A+\frac{L}{D+(B+C)^{2}}+\frac{L}{D+(B-C)^{2}}
Any ideas?
I am trying to write down a compact form of S = A+L/(B+C)+L/(B-C), does it make sense in general to write down S = A+L/(B\pmC)?
Update:
I have simplified it too much in the minimal working example, the denominators is actually more complicated, let me elaborate...
The truth is I don't know, our system hasn't been used for a while and nobody knows how to work it, the driver is certainly something to try, can you please tell me where should I go to download it?
Thanks a lot for helping!
Ising
Has anyone used the Simple-PCI program to couple with the Meteor-II Digitcal PCI card for imaging from a commercial microscope like the Nikon Eclipse?
Our version of the Simple-PCI does not recognise the frame grabber at all.
Any help is appreciated.
Ising
how do I define and use small numbers for computations? on the scale of 10^-30?
e.g.
Program A
implicit none
double precision a,b,c,d
c = (a*b)/(a+b)
d = etc...
End program
The above has an overflow error when I give a,b the values 3.345 * 10^-27
Can anyone help?
Thanks
Ising
Thanks. I have figured it out anyways. I already knew about the recipes book and NAG libraries but what I had in about 8 lines of code it took them about 2 pages...
I want to integrate a function in 3D space, and then plot the integrated function, to compare with my analytical solution, I am using Fortran 90, I have no problem integrating, I am just not sure how I can plot the resulting function out. I am currently thinking about piecewise integration...
Homework Statement
This question basically tries to investigate the feasibility of using a rocket engine to acclerate a spaceship to relativistic speeds, as with any rocket engine fule is ejected at high velocity and spaceship accelerates to conserve momentum. only that in this situation, the...
It's a dot product, but for functions rather than for vectors, it might help if you read upon melnikov analysis, a rather useful tool to analyse bifurcation boundaries on the parameter space, it involves the wedge product in its definition.