This is a summation formula where for each iteration, one point, R(n), is added to the succeeding point,R(n+1). Once all 360 points that I have collected from my data acquisition have gone through the equation, I can add up all the iterations to get cross sectional area.
Ok, now I need to figure out how to get LV 4.0 to use this equation. I initially thought I could use the formula node, but that won't work because all of my data is being auto indexed in a while loop, then put in an array.
I was thinking about adding the calculat ion portion to the while loop, but I figured that would slow things down too much. Unfortunately, I don't know how to get LV to do the n and n+1 for all 360 points.
> I would like to use the following formula, Simpson's rule for a > circle, on data I have collected. > > Area= [Pi((R(n)+R(n+1))/2)^2]/360+[Pi((R(n+1)+R(n+2))/2)^2]/360+... > ....
> I was thinking about adding the calculation portion to the while loop, > but I figured that would slow things down too much. Unfortunately, I > don't know how to get LV to do the n and n+1 for all 360 points. >
A simple option is to use a shift register. Popup on the while loop and add a shift register. Either popup on the left shift register to add a terminal or grow the left terminal down. At this point, each value that is written to the right edge will show up on the left, and the previous will show up below giving you val_n and val_n-1.
There are many ways to finish this, but initializing the terminals to something like NaN and testing for two non- NaN values inside the loop or testing i will prime the shift registers.
Another option is to turn off auto-indexing and use one or more index nodes to peel off the n and n+1 items.
I'm not sure what it means to add the calculation portion to the while loop. If this means using individual plus and multiply nodes, I wouldn't worry much about the speed. The formula node and individual icons generate similar code, especially when the debugging info is turned off in VI Info.