Olgar Shiverstone
Legend
Ahem, if you are a scientist you are required to use SI units and the equations are attuned to that.
A Newton (N) equates to kg, metres and seconds as you say - which conversely allows you to directly relate this to Newton's 2nd Law (F=ma). Putting in imperial equivalents might get you so far, but when other equations are then based upon these relationships (like, for example, the relationship between Voltage or Tesla and Force), you start to get problems. There is a whole web of interconnected physical equations that operate on standardised units. Moreover, the moment you deviate from SI measurements the more likely you are to make mistakes in interpretations. It also makes it increasingly difficult to use scientific notation for very large or small numbers respectively.
Oh, don't get me wrong -- I'm not arguing that it isn't both easier and more efficient to use SI than alternatives, and certainly I prefer SI units where possible. I've never had NIST or the OIML come down to some of the government programs I've worked on which used English units and insist we start measuring velocities in m/s instead of ft/s or pressures in kPa instead of lb/ft^2, though.
The point is that nature doesn't recognize units; equations are dimensionless, and you can run your calculations in whatever internally consistent measurement system you choose to use, particularly since the majority of SI units are derived units from a small number of base units (including Volts, Teslas, and Newtons that you reference). Whether you should is an exercise left to the reader.