New posts in Dimensional Analysis

Why is it "bad taste" to have a dimensional quantity in the argument of a logarithm or exponential function?

Why are work and energy considered different in physics when the units are the same?

What is the unit (dimension) of the 3-dimensional position space wavefunction $\Psi$ of an electron?

Why do we assume, in dimensional analysis, that the remaining constant is dimensionless?

Should zero be followed by units?

What is the justification for Rayleigh's method of dimensional analysis?

Is $\pi^2 \approx g$ a coincidence?

Is it mathematically wrong to use units instead of words/parameters/names in equations?

Check dimensions of the integral of a function

Are units of angle really dimensionless?