Your expression is clearly empirical, as the three terms are dimensionally inconsistent; therefore, you MUST divide each term through by its units to make all terms unitless, and make the expression calculable.
Be careful when using "UnitsOf" with temperature variables, or even dividing through by 1 deg C - if you are using a default Mathcad installation, the "UnitsOf" your temperature variable are likely to be K (not deg C), whereas your expression may be formulated for input temperature in degrees Celsius (or degrees Fahrenheit, depending on the source). You might be better off creating a unitless temperature, or use the "Temperature Change" unit type variable for an application like this.
That is:
Suppose you have defined T = 20 deg C, and your formula would yield the expected result for T = 20 (as a unitless number), but in default units, T / UnitsOf(T) would yield 293.15, not 20. T / 1 deg C won't work either, as it would yield 293.15 / 274.15 = 1.069.
However, if you use units of "Temperature Change" (Delta deg C) to specify your temperature variable, then T / UnitsOf(T) will yield 20 K / 1 K = 20, as expected.
Hope this helps!
