| structure 1 | structure 2 | y (temp. of 1) | x (temp. of 2) |
|---|---|---|---|
| EtO-Ph-CH=N-Ph-CN | EtO-Ph-COO-Ph-CN | 129 | 105 |
| MeO-Ph-CH=N-Ph-Bu | MeO-Ph-COO-Ph-Bu | 48 | 25 |
| EtO-Ph-CH=N-Ph-OEt | EtO-Ph-COO-Ph-OEt | 143 | 117 |
| Abbreviations used: | |
|---|---|
| x,y | pair of data (e.g. transition temperature of compound 1 and 2) |
| n | number of pair |
| X | mean value of x |
| Y | mean value of y |
| sx | standard deviation of the x data (scattering of the x values) |
| sX | standard deviation of the X mean value (error of X) |
| r | correlation coefficent for the linear regression function between y and x |
| m,b | parameters of the linear regression functiun (y = m*x + b) |
| S | symbol for the sum of all data sets |
| sqr | square root |
| Formulas used: | |
| X = | S x / n |
| sx = | sqr( (S x*x - S x * S x) / n * (n-1) ) |
| sy = | sqr( (S y*y - S y * S y) / n * (n-1) ) |
| sX = | sx / sqr(n-1) (sX is not used yet in the display) |
| m = | (S x*y - S x * S y / n) / (S x*x - S x * S x / n) |
| b = | (S y - m * S x ) / n |
| r = | m * sx / sy |
| similar compound | measured value | extrapolation |
|---|---|---|
| MeO-Ph-COO-Ph-Bu | 25 | 50 (by COO/CH=N statistics) |
| EtO-Ph-CH=N-Ph-Bu | 80 | 58 (by EtO/MeO statistics) |
| .. other molecules .. | ||
Please, contact the author for further questions