I am currently working on plotting previous calculated frequency spectra with the option to manipulate the x,y, and z-parts of the TDM. The necessary wavenumbers, intensitys and values for x, y and z are calculated seperatly and given in the form of discrete sets of values, e. g.:
cm^-1 I (where I can be calculated from x, y, z) 5 0.2 10 20 10.2 12 15 0.56
plotting this kind of data set only gives a so called "strichspektrum" with vertikal anchor points representing intensity and energy of each calculated vibration. To get a "full" IR-spectra i need to fit in a baseline between different vibrations. The next step would be to calculate a gauss profile for each vibration with the maximum beeing the intensity and a fixed FWHM value to represent a more accurate picture. Can't be that difficult, right?
I've now invested several hours (days) into this problem and i am stuck. The peak picking tool of origin does not seem to pick up the vibrations correctly for some reason. Modulating a gauss curve for each point is possible, but intensitys and FWHM does not match with what i am restricting. My thought is by plotting a graph with a baseline and peaks as ONE dataset would make things easier on origin.
A Baseline would be a set of numbers between 500 and 4000 with 1 as increment and a value close to 0 for each entry. How can i combine this data set with the previous mentioned one without interrupting my fixed values for x and y in my first dataset mentioned above?
I hope i represented my problem in comprehensible a way.